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	<id>http://www.etiennepourcher.fr/</id>
  <title>Blog d'Etienne Pourcher</title>
  <link href="http://www.etiennepourcher.fr/blog.xml" rel="self"/>
  <updated>2012-05-29T10:12:29+02:00</updated>
  <author>
    <name>Etienne Pourcher</name>
  </author><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>
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\" alt=\"\" width=\"144\" height=\"218\" /&gt; Le syndicat Snupfen de l\'ONF a investi, hier, le si&amp;egrave;ge de l\'Office, afin d\'attirer l\'attention des pouvoirs publics sur les r&amp;eacute;formes en cours. Ainsi, le contrat 2012 &amp;ndash; 2016 entre l&amp;rsquo;Etat, l&amp;rsquo;ONF et, pour la premi&amp;egrave;re fois la FNCOFOR (F&amp;eacute;d&amp;eacute;ration des Communes Foresti&amp;egrave;res) pr&amp;eacute;voit notamment de nombreuses suppressions de postes, dont 77 pour la seule R&amp;eacute;gion Lorraine. &lt;br /&gt;&lt;br /&gt;Alors que plusieurs suicides au sein de l&amp;rsquo;ONF auraient d&amp;ucirc; alerter les pouvoirs publics sur le malaise sans pr&amp;eacute;c&amp;eacute;dent des personnels de l&amp;rsquo;ONF, 700 nouvelles suppressions de postes sont pr&amp;eacute;vues par ce contrat. Je tiens &amp;agrave; apporter mon soutien aux personnels de l&amp;rsquo;ONF, qui subissent une&amp;nbsp; d&amp;eacute;gradation croissante de leurs conditions de travail. Si les communes foresti&amp;egrave;res ont pris leurs responsabilit&amp;eacute;s en apportant une contribution financi&amp;egrave;re nouvelle (taxe &amp;agrave; l\'hectare), l\'Etat doit &amp;eacute;galement s\'engager et ne pas en rester &amp;agrave; la politique aveugle de la suppression d\'un poste sur deux; en effet, outre ses missions de gestion des for&amp;ecirc;ts publiques, dans le cadre du r&amp;eacute;gime forestier qu\'il faut conserver dans une p&amp;eacute;riode o&amp;ugrave; il a &amp;eacute;t&amp;eacute; remis en cause de fa&amp;ccedil;on r&amp;eacute;curente par de nombreux rapports command&amp;eacute;s par le gouvernement, les agents de l\'ONF ont &amp;eacute;galement des missions publiques, notamment environnementales, qu\'il faut financer, par exemple &amp;agrave; travers la valorisation des am&amp;eacute;nit&amp;eacute;s de la for&amp;ecirc;t (effet b&amp;eacute;n&amp;eacute;fique sur la qualit&amp;eacute; de l\'air, le CO2, l\'eau et les sols...)&lt;br /&gt;&lt;br /&gt;Plus g&amp;eacute;n&amp;eacute;ralement, je d&amp;eacute;plore le manque d&amp;rsquo;ambition de la majorit&amp;eacute; actuelle en faveur de la for&amp;ecirc;t alors que notre pays a besoin d\'une r&amp;eacute;elle politique industrielle pour la fili&amp;egrave;re bois, qui accuse le 2&amp;egrave; d&amp;eacute;ficit de notre commerce ext&amp;eacute;rieur (apr&amp;egrave;s l\'&amp;eacute;nergie), alors que la France dispose de la 3&amp;egrave; for&amp;ecirc;t europ&amp;eacute;enne!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Un pays utile à notre canton... et aux autres!</title>
<id>http://www.etiennepourcher.fr/145_lien</id>
<updated>2012-01-31T11:44:08+02:00</updated>
<link href="http://www.etiennepourcher.fr/145_lien"/>

<summary type="html">&lt;p&gt;Vous le savez, je pr&amp;eacute;side le Syndicat Mixte du Pays de la D&amp;eacute;odatie dont l&amp;rsquo;action est &amp;eacute;galement tr&amp;egrave;s utile pour nos territoires. Le pays c...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Vous le savez, je pr&amp;eacute;side le Syndicat Mixte du Pays de la D&amp;eacute;odatie dont l&amp;rsquo;action est &amp;eacute;galement tr&amp;egrave;s utile pour nos territoires. Le pays c\'est le regroupement des 14 communaut&amp;eacute;s de communes, 93 communes, pr&amp;egrave;s de 100 000 habitants de l\'arrondissement de Saint Di&amp;eacute;. Notre but : s\'unir pour proposer plus &amp;agrave; nos territoires. Quelques exemples concr&amp;ecirc;ts pour notre canton :&lt;/p&gt;
&lt;p&gt;Ainsi, la mise en route de la &lt;strong&gt;Charte Foresti&amp;egrave;re de Territoire&lt;/strong&gt; int&amp;eacute;resse particuli&amp;egrave;rement notre canton, bois&amp;eacute; aux deux tiers de sa surface. Il s&amp;rsquo;agit, pour le pays de rassembler tous les acteurs de la for&amp;ecirc;t autour de la question &amp;laquo; que faire de notre for&amp;ecirc;t ? &amp;raquo; avec des utilisations &amp;agrave; coordonner comme la fili&amp;egrave;re bois pourvoyeuse d&amp;rsquo;emplois et d&amp;rsquo;activit&amp;eacute; &amp;eacute;conomique, les loisirs, l&amp;rsquo;environnement, le tourisme, &amp;hellip;&lt;/p&gt;
&lt;p&gt;Dans ce dernier domaine, le projet de &lt;strong&gt;Topoguide de randonn&amp;eacute;e p&amp;eacute;destre&lt;/strong&gt; sera essentiel puisqu&amp;rsquo;il regroupera tous les sentiers balis&amp;eacute;s et entretenus par le Club Vosgien et proposera un nouveau sentier de Grande Randonn&amp;eacute;e (GR) mis en &amp;oelig;uvre avec le concours de la F&amp;eacute;d&amp;eacute;ration Fran&amp;ccedil;aise de Randonn&amp;eacute;e P&amp;eacute;destre ; ce guide sera vendu &amp;agrave; l&amp;rsquo;&amp;eacute;chelon national ; comme le trac&amp;eacute; passera par notre canton, nous pouvons en attendre des retomb&amp;eacute;es importantes. C\'est l\'occasion de mettre en valeur nos atouts (sites remarquables, points de vue, paysages, &amp;eacute;quipements comme l\'arboretum du haut jacques, le haut fer, la maison de la for&amp;ecirc;ts, ...) et de permettre &amp;agrave; nos entreprises de se d&amp;eacute;velopper : restauration, h&amp;eacute;bergement... Ce topoguide, sera propos&amp;eacute; sur diff&amp;eacute;rents supports notamment num&amp;eacute;rique pour pouvoir le t&amp;eacute;l&amp;eacute;charger.&lt;/p&gt;
&lt;p&gt;Le pays c&amp;rsquo;est aussi, par exemple, un travail, &amp;agrave; travers un Plan Climat Territorial, sur &lt;strong&gt;les &amp;eacute;nergies&lt;/strong&gt;. Ainsi, le pays participe au Programme &amp;laquo; habiter mieux &amp;raquo; qui regroupe 7 communaut&amp;eacute;s de communes dont la n&amp;ocirc;tre autour d&amp;rsquo;une op&amp;eacute;ration programm&amp;eacute;e avec l&amp;rsquo;ANAH pour subventionner les habitants dans leurs travaux d&amp;rsquo;&lt;strong&gt;isolation&lt;/strong&gt; par exemple, particuli&amp;egrave;rement pour les plus en difficult&amp;eacute;s ; le pays porte aussi l&amp;rsquo;Espace Info Energie avec une salari&amp;eacute;e qui conseille les particuliers sur les &amp;eacute;conomies d&amp;rsquo;&amp;eacute;nergie, les modes de chauffage&amp;hellip; et qui tient &amp;eacute;galement des permanences pour les habitants au si&amp;egrave;ge de la Communaut&amp;eacute; de Communes &amp;agrave; Brouvelieures.&lt;/p&gt;
&lt;p&gt;Via la Maison de l\'Emploi du Pays de la D&amp;eacute;odatie, dont le Pays est le principal financeur local, nous b&amp;eacute;n&amp;eacute;ficions aussi, au si&amp;egrave;ge de la Communaut&amp;eacute; de Communes, d\'un Point &lt;strong&gt;Emploi&lt;/strong&gt;, qui propose d\'avoir acc&amp;egrave;s aux sites proposant des offres d\'emploi, par une cyberbase (des ordinateurs et une liaison internet) et pour tous les demandeurs d\'emploi. Cela &amp;eacute;vite des d&amp;eacute;placements et donne plus de chance &amp;agrave; nos habitants qui veulent trouver un travail.Des animations auront lieu sur le site pour aider &amp;agrave; la recherche.&lt;/p&gt;
&lt;p&gt;Voil&amp;agrave; un pays bien utile pour nos territoires!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>meilleurs voeux pour 2012</title>
<id>http://www.etiennepourcher.fr/144_lien</id>
<updated>2012-01-05T15:19:16+02:00</updated>
<link href="http://www.etiennepourcher.fr/144_lien"/>

<summary type="html">&lt;p&gt;Je tiens &amp;agrave; vous pr&amp;eacute;senter mes meilleurs v&amp;oelig;ux pour 2012.&lt;/p&gt;
&lt;p&gt;2012 suit une ann&amp;eacute;e difficile o&amp;ugrave; l&amp;rsquo;on a vu la crise...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Je tiens &amp;agrave; vous pr&amp;eacute;senter mes meilleurs v&amp;oelig;ux pour 2012.&lt;/p&gt;
&lt;p&gt;2012 suit une ann&amp;eacute;e difficile o&amp;ugrave; l&amp;rsquo;on a vu la crise financi&amp;egrave;re s&amp;rsquo;accentuer, mais aussi les injustices&amp;nbsp;: quand les salaires des grands patrons sont toujours plus &amp;eacute;lev&amp;eacute;s, les dividendes distribu&amp;eacute;s aux actionnaires battent des records, et dans le m&amp;ecirc;me temps, les chiffres du ch&amp;ocirc;mage battent des records, le nombre de b&amp;eacute;n&amp;eacute;ficiaires du RSA continue de s&amp;rsquo;accro&amp;icirc;tre, les restos du c&amp;oelig;ur n&amp;rsquo;arrivent plus &amp;agrave; suivre le nombre de repas &amp;agrave; servir (comme les autres associations caritatives),&amp;hellip;&lt;/p&gt;
&lt;p&gt;Certains voudraient nous d&amp;eacute;signer des boucs &amp;eacute;missaires&amp;nbsp;: la faute &amp;agrave; l&amp;rsquo;euro&amp;nbsp;! mais cela tient-il quand l&amp;rsquo;Allemagne, avec le m&amp;ecirc;me euro, bat des records de ch&amp;ocirc;mage&amp;hellip; &amp;agrave; la baisse. La faute &amp;agrave; la crise financi&amp;egrave;re&amp;nbsp;! mais l&amp;agrave; aussi, outre qu&amp;rsquo;elle touche pareillement nos voisins, que penser de ces ann&amp;eacute;es de dettes accumul&amp;eacute;es, de d&amp;eacute;penses non ma&amp;icirc;tris&amp;eacute;es quand les cadeaux fiscaux aux plus riches pleuvaient, &amp;hellip; Aujourd&amp;rsquo;hui, le syst&amp;egrave;me financier europ&amp;eacute;en est &amp;eacute;tabli sur le m&amp;eacute;canisme suivant&amp;nbsp;: la Banque Centrale Europ&amp;eacute;enne pr&amp;ecirc;te aux banques priv&amp;eacute;es qui elles m&amp;ecirc;mes pr&amp;ecirc;tent aux Etats, en prenant une marge substantielle au passage&amp;hellip;&lt;/p&gt;
&lt;p&gt;Vous pensez que je suis loin des Vosges avec tout cela&amp;nbsp;? Pourtant, les collectivit&amp;eacute;s locales, qui fournissent 75% de l&amp;rsquo;investissement public si utile comme commandes aux entreprises (trois fois plus que l&amp;rsquo;Etat) et qui sont bien moins lourdement endett&amp;eacute;es que l&amp;rsquo;Etat &amp;ndash; m&amp;ecirc;me si, comme c&amp;rsquo;est le cas au Conseil G&amp;eacute;n&amp;eacute;ral des Vosges, la vigilance doit rester de mise pour ne pas s&amp;rsquo;engager dans des engagements financiers insupportables &amp;ndash; et bien, nos collectivit&amp;eacute;s, ne sont pas s&amp;ucirc;res de trouver les fonds n&amp;eacute;cessaires aupr&amp;egrave;s des banques pour financer leurs travaux 2012&amp;nbsp;! Le dernier emprunt 2011 du Conseil G&amp;eacute;n&amp;eacute;ral des Vosges a du &amp;ecirc;tre souscrit aupr&amp;egrave;s d&amp;rsquo;une banque&amp;hellip; allemande&amp;nbsp;! C&amp;ocirc;t&amp;eacute; industrie, la Lorraine est une des r&amp;eacute;gions qui souffre le plus de la d&amp;eacute;sindustrialisation de notre pays&amp;nbsp;: en trois ans, plus de 4&amp;nbsp;410 emplois industriels nets y ont &amp;eacute;t&amp;eacute; d&amp;eacute;truits (qui s&amp;rsquo;ajoutent aux plans sociaux dans les administrations d&amp;rsquo;Etat&amp;nbsp;: Education Nationale en t&amp;ecirc;te&amp;hellip;) &amp;agrave; la chute des industries lorraines traditionnelles (industrie lourde au nord, textile, meuble au sud) s&amp;rsquo;ajoutent les difficult&amp;eacute;s de l&amp;rsquo;industrie automobile et ses sous traitants, qui avait &amp;eacute;t&amp;eacute; la reconversion de notre r&amp;eacute;gion. Bien s&amp;ucirc;r, le ch&amp;ocirc;mage progresse, de m&amp;ecirc;me que la pr&amp;eacute;carit&amp;eacute; &amp;ndash; hausse de 4,5% des b&amp;eacute;n&amp;eacute;ficiaires du RSA d&amp;egrave;s juillet 2011, hausse de 3,6% des inscrits aux Restos du C&amp;oelig;ur cet hiver&amp;hellip;&lt;/p&gt;
&lt;p&gt;Pourtant, il y a des raisons d&amp;rsquo;esp&amp;eacute;rer. Dans les Vosges, il y a une tradition industrielle n&amp;eacute;e d&amp;rsquo;atouts naturels sp&amp;eacute;cifiques&amp;nbsp;: l&amp;rsquo;eau, le bois, les pr&amp;eacute;s pour le textile, la fili&amp;egrave;re bois/papier/meubles, l&amp;rsquo;agroalimentaire&amp;hellip; Ces atouts ont &amp;eacute;t&amp;eacute; transform&amp;eacute;s en savoirs-faires industriels, en innovations. R&amp;eacute;cemment des p&amp;ocirc;les de comp&amp;eacute;titivit&amp;eacute; (Fibres grand est, mat&amp;eacute;riaux..), des labels (Vosges Terre Textile&amp;hellip;) Les collectivit&amp;eacute;s locales doivent &amp;ecirc;tre partenaires de ces initiatives, promouvoir les talents et la recherche, les innovations. Sachons faire des atouts vosgiens autant d&amp;rsquo;opportunit&amp;eacute;s pour r&amp;eacute; enchanter une ann&amp;eacute;e que tous nous promettent triste&amp;nbsp;! Alors bonne ann&amp;eacute;e 2012.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Le nouveau Schéma de coopération intercommunale reçoit un avis favorable</title>
<id>http://www.etiennepourcher.fr/143_lien</id>
<updated>2011-12-26T12:40:15+02:00</updated>
<link href="http://www.etiennepourcher.fr/143_lien"/>

<summary type="html">&lt;p&gt;La Commission D&amp;eacute;partementale de Coop&amp;eacute;ration Intercommunale a &amp;eacute;mis un avis favorable, par une courte majorit&amp;eacute; de 23 voix pour et 19 contre, au proje...</summary>
<content type="html">
<![CDATA[&lt;p&gt;La Commission D&amp;eacute;partementale de Coop&amp;eacute;ration Intercommunale a &amp;eacute;mis un avis favorable, par une courte majorit&amp;eacute; de 23 voix pour et 19 contre, au projet de Sch&amp;eacute;ma pr&amp;eacute;sent&amp;eacute; par le Pr&amp;eacute;fet Sorrain et repris par madame la Pr&amp;eacute;fete PIERROT. Il s\'agissait de se conformer &amp;agrave; la loi de d&amp;eacute;cembre 2010 qui pr&amp;eacute;voit de r&amp;eacute;duire le nombre de syndicats intercommunaux et de communaut&amp;eacute;s de communes (la taille moyenne des communaut&amp;eacute;s de communes vosgiennes est de 8 000 habitants contre 22 000 sur le plan national), tout en obligeant chaque commune &amp;agrave; int&amp;eacute;grer une intercommunalit&amp;eacute; (le D&amp;eacute;partement des Vosges compte encore 72 communes isol&amp;eacute;es, dont Saint-Di&amp;eacute;-des-Vosges).&lt;/p&gt;
&lt;p&gt;Pour ce qui est di sceteur de l\'arrondissement de Saint-Di&amp;eacute;-des-Vosges, la grande question &amp;eacute;tait justement de trouver une solution pour la commune chef lieu... le Pr&amp;eacute;fet avait propos&amp;eacute; une fusion avec la Communaut&amp;eacute; de Communes des hauts Champs (Saint Michel) mais pas avec celle Fave et Meurthe (Sainte Marguerite), pourtant limitrophe. Un amendement a propos&amp;eacute; d\'&amp;eacute;largir le p&amp;eacute;rim&amp;egrave;tre &amp;agrave; toute la vall&amp;eacute;e de la Meurthe, afin de cr&amp;eacute;er dans un premier temps une grande communaut&amp;eacute; de communes (j\'avais soulign&amp;eacute; que la communaut&amp;eacute; d\'agglom&amp;eacute;ration, comme &amp;agrave; Epinal, est plus int&amp;eacute;ressante financi&amp;egrave;rement). Finalement ce dernier projet n\'a pas &amp;eacute;t&amp;eacute; retenu, il aurait fallu l\'accord des deux tiers du D&amp;eacute;partement. Il sera donc propos&amp;eacute; les fusions des communaut&amp;eacute;s de communes suivantes : Fave+Val de Galil&amp;eacute;e+Fave et Meurthe, Haute meurthe+Val de Meurthe, St Di&amp;eacute;+Hauts Champs, Hure+Ban d\'Etival+Pays de Senones, Lacs et hauts Rupts+un partie des Monts de Vologne. Pr&amp;egrave;s de nous, les deux communaut&amp;eacute;s de communes du canton de Bruy&amp;egrave;res fusionnent pour cr&amp;eacute;er un p&amp;eacute;rim&amp;egrave;tre cantonal avec &amp;eacute;galement trois communes des Monts de Vologne.&lt;/p&gt;
&lt;p&gt;Au total, notre arrondissement passera de 14 &amp;agrave; 7 communaut&amp;eacute;s de communes, puisqu\'il est &amp;eacute;galement propos&amp;eacute; la fusion des Communaut&amp;eacute;s de Communes du Val de neun&amp;eacute; et du canton de Brouvelieures. Comme je l\'ai d&amp;eacute;j&amp;agrave; indiqu&amp;eacute;, si cette solution n\'est pas satisfaisante pour nos deux communaut&amp;eacute;s de communes, c\'est la moins mauvaise. Elle permettra, en effet, de conserver nos services ruraux de proximit&amp;eacute;, tant &amp;agrave; Corcieux qu\'&amp;agrave; Brouvelieures (ce que des fusions autres n\'auraient pas assur&amp;eacute;); elle permet en outre de pr&amp;eacute;server nos int&amp;eacute;r&amp;ecirc;ts pour l\'avenir puisque cet ensemble pourra choisir soit d\'int&amp;eacute;grer G&amp;eacute;rardmer s\'ils souhaitent s\'agrandir, soit d\'int&amp;eacute;grer une &amp;eacute;ventuelle Communaut&amp;eacute; d\'Agglom&amp;eacute;ration de la Meurthe si elle se cr&amp;eacute;e et d&amp;eacute;montre son int&amp;eacute;r&amp;ecirc;t, soit enfin de constituer un ensemble fort autour de Bruy&amp;egrave;res.&lt;/p&gt;
&lt;p&gt;Dans les mois &amp;agrave; venir, la pr&amp;eacute;f&amp;egrave;te va demander aux communes et communaut&amp;eacute;s de communes de bien vouloir d&amp;eacute;lib&amp;eacute;rer sur ces nouveaux p&amp;eacute;rim&amp;egrave;tres, les fusions auront seulement lieu dans un deuxi&amp;egrave;me temps, d\'ici 2013/2014.&lt;/p&gt;
&lt;p&gt;Pour autant, cette r&amp;eacute;forme nous laisse sur notre faim. Habitants et agents des collectivit&amp;eacute;s concern&amp;eacute;es peuvent se sentir frustr&amp;eacute;s par un processus qui leur &amp;eacute;chappe. Quant aux &amp;eacute;lus, nous avons &amp;eacute;t&amp;eacute; plusieurs, d&amp;egrave;s l\'origine, &amp;agrave; regretter les d&amp;eacute;lais (courts) impos&amp;eacute;s : la loi a &amp;eacute;t&amp;eacute; vot&amp;eacute;e en d&amp;eacute;cembre dernier, le Pr&amp;eacute;fet a pr&amp;eacute;sent&amp;eacute; son sch&amp;eacute;ma au printemps 2011, les collectivit&amp;eacute;s devaient donner un avis avant ao&amp;ucirc;t et la commission d&amp;eacute;partementale a eu 4 mois (de septembre &amp;agrave; d&amp;eacute;cembre) pour se prononcer sur un sujet majeur qui va rythmer la vie de chacun pour les ann&amp;eacute;es &amp;agrave; venir! Le d&amp;eacute;faut majeur de cette loi - mais aussi sa force - &amp;eacute;tait sans doute dans la date buttoir du 31 d&amp;eacute;cembre, alors qu\'il y a besoin de d&amp;eacute;bats pour aboutir sereinement et ne pas monter les territoires les uns contre les autres. C\'est pourquoi deux propositions de lois (une de droite &amp;agrave; l\'Assembl&amp;eacute;e Nationale et une de gauche au S&amp;eacute;nat) avaient &amp;eacute;t&amp;eacute; d&amp;eacute;pos&amp;eacute;es pour repousser cette date couperet... mais elles n\'ont pas abouti, le gouvernement Fillon voulant aller jusqu\'au bout. C\'est dommage car on voit bien que les lignes &amp;eacute;taient en train de bouger et qu\'il fallait encore un peu de temps...&lt;/p&gt;
&lt;p&gt;Le deuxi&amp;egrave;me d&amp;eacute;faut majeur est sans doute la m&amp;eacute;thode utilis&amp;eacute;e, qui impose les solutions, y compris contre l\'avis des territoires. Il n\'a pas &amp;eacute;t&amp;eacute; rare de voir le sch&amp;eacute;ma du Pr&amp;eacute;fet impos&amp;eacute; quand bien m&amp;ecirc;me toutes les communes concern&amp;eacute;es avaient vot&amp;eacute; contre!.. Pour changer le projet du Pr&amp;eacute;fet il fallait une majorit&amp;eacute; non pas simple de 50% et une vois, mais des deux tiers! et si la Commission D&amp;eacute;partemental donnait un avis d&amp;eacute;favorable, c\'est le projet du Pr&amp;eacute;fet qui s\'impose. D\'o&amp;ugrave; la difficult&amp;eacute; pour les &amp;eacute;lus : accepter le sch&amp;eacute;ma (voter pour) c\'&amp;eacute;tait donc l\'imposer &amp;agrave; ceux qui n\'en veulent pas; le refuser (voter contre) c\'&amp;eacute;tait bloquer ceux qui voulaient avancer et cr&amp;eacute;er leurs regroupements.&lt;/p&gt;
&lt;p&gt;Pour l\'avenir, &amp;agrave; l\'ins&amp;eacute;curit&amp;eacute; fiscale actuelle - les r&amp;eacute;formes des taxes professionnelles, et autres ainsi que les dotations mouvantes donnent les pires difficult&amp;eacute;s aux &amp;eacute;lus pour construire leurs budgets - la r&amp;eacute;forme ajoute l\'ins&amp;eacute;curit&amp;eacute; fiscale suppl&amp;eacute;mentaire que constituent les nouveaux p&amp;eacute;rim&amp;egrave;tres intercommunaux (quelles nouvelles bases des taxes, quelles nouvelles dotations?). A l\'ins&amp;eacute;curit&amp;eacute; institutionnelle (transferts de comp&amp;eacute;tences, etc.) s\'ajoute l\'instabilit&amp;eacute; institutionnelle du renouvellement des instances et de la gouvernance de ces p&amp;eacute;rim&amp;egrave;tres. Tout cela &amp;agrave; un moment o&amp;ugrave; la france a besoin de croissance et que cette croissance se nourrit d\'investissements. Quand on sait que les collectivit&amp;eacute;s locales fournissent les 3/4 de l\'investissement public et que les &amp;eacute;lus dans ce contexte d\'ins&amp;eacute;curit&amp;eacute; vont &amp;ecirc;tre des plus prudents... Enfin, le pire de cette r&amp;eacute;forme serait d\'avoir mont&amp;eacute; les territoires les uns contre les autres, obligeant &amp;agrave; des ann&amp;eacute;es d\'apprivoisement avant de retravailler sereinement. Rien n\'est moins assur&amp;eacute;... Le probl&amp;egrave;me n\'&amp;eacute;tait-il pas tout simplement un probl&amp;egrave;me d&amp;eacute;mocratique? les &amp;eacute;lus intercommunaux n\'&amp;eacute;tant pas choisis au suffrage universel direct, ils sont les &amp;eacute;manations de leurs territoires respectifs et d&amp;eacute;fendent naturellement ceux-ci avant le territoire intercommunal...&lt;/p&gt;
&lt;p&gt;Gageons que la nouvelle majorit&amp;eacute; au s&amp;eacute;nat va bouger les lignes, notamment avec les &amp;eacute;tats g&amp;eacute;n&amp;eacute;raux de la d&amp;eacute;maocratie locale (voir le questionnaire sur www.senat.fr). gageons &amp;eacute;galement que Fran&amp;ccedil;ois Hollande qui a promis une nouvelle &amp;eacute;tape de la d&amp;eacute;centralisation, saura remettre &amp;agrave; plat notre architecture locale qui fait que la France ne serait pas la France sans ses territoires!&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Budget Investissement du Conseil Général : investissements en baisse, endettement en hausse!</title>
<id>http://www.etiennepourcher.fr/142_lien</id>
<updated>2011-12-19T22:33:04+02:00</updated>
<link href="http://www.etiennepourcher.fr/142_lien"/>

<summary type="html">&lt;p&gt;Le Conseil g&amp;eacute;n&amp;eacute;ral des Vosges a vot&amp;eacute; son budget 2012. Avant de revenir sur son fonctionnement et ses comp&amp;eacute;tences principales (le social), un aper&a...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Le Conseil g&amp;eacute;n&amp;eacute;ral des Vosges a vot&amp;eacute; son budget 2012. Avant de revenir sur son fonctionnement et ses comp&amp;eacute;tences principales (le social), un aper&amp;ccedil;u de la partie &amp;laquo;&amp;nbsp;investissements&amp;nbsp;&amp;raquo;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;D&amp;rsquo;abord, il faut noter que les &lt;strong&gt;investissements baissent&lt;/strong&gt; d&amp;rsquo;ann&amp;eacute;e en ann&amp;eacute;e (en 2008, il repr&amp;eacute;sentait 33,14% du budget, en 2011&amp;nbsp;: 28,36% et dans le budget 2012 il est pr&amp;eacute;vu &amp;agrave; 24,4%) et que, malgr&amp;eacute; tout, &lt;strong&gt;l&amp;rsquo;endettement augmente&lt;/strong&gt; (775,86 euros par habitant pr&amp;eacute;vus pour 2012 et 745,78 euros en 2008, sans compter les PPP qui interviendront sans doute d&amp;egrave;s 2012) car en plus des 90 millions d&amp;rsquo;euros d&amp;rsquo;emprunts disponibles pour 2011, le budget 2012 pr&amp;eacute;voit 70 millions d&amp;rsquo;euros d&amp;rsquo;emprunts suppl&amp;eacute;mentaires, si bien que le remboursement des annuit&amp;eacute;s de la dette en 2012 repr&amp;eacute;sente l&amp;rsquo;exc&amp;eacute;dent que d&amp;eacute;gage la section de fonctionnement... Mais s&amp;rsquo;endetter pour quoi faire&amp;nbsp;?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Avec 119,267 M&amp;euro;, les d&amp;eacute;penses d&amp;rsquo;investissement 2012 du Conseil G&amp;eacute;n&amp;eacute;ral sont en retrait de 24,33 M&amp;euro; (-16,9%)&amp;nbsp;: 27 M&amp;euro; pour le remboursement en capital de la dette, 45,7 M&amp;euro; pour les d&amp;eacute;penses d&amp;rsquo;&amp;eacute;quipement et 43,26 M&amp;euro; (-15,6 M&amp;euro; c&amp;rsquo;est-&amp;agrave;-dire &amp;ndash; 25,8%) pour les subventions d&amp;rsquo;&amp;eacute;quipement vers&amp;eacute;es.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;La majorit&amp;eacute; de M. Poncelet a r&amp;eacute;duit tous les budgets d&amp;rsquo;investissement sans v&amp;eacute;ritablement fait de choix prioritaire&amp;nbsp;:&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Pour ce qui est des &lt;strong&gt;d&amp;eacute;penses d&amp;rsquo;&amp;eacute;quipements&lt;/strong&gt; (les investissements directs du Conseil g&amp;eacute;n&amp;eacute;ral) les travaux dans les &lt;strong&gt;coll&amp;egrave;ges&lt;/strong&gt; baissent (4,65 millions au lieu de 7,29) comme ceux dans les &lt;strong&gt;maisons de retraite&lt;/strong&gt; (7,47 millions au lieu de 11) alors que les &lt;strong&gt;travaux routiers&lt;/strong&gt; augmentent (18,5 millions au lieu de 18,06) ainsi que les travaux de d&amp;eacute;senclavement (7,43 millions au lieu de 4,6) pour lesquels on peut d&amp;eacute;plorer que la majorit&amp;eacute; ait accept&amp;eacute; la demande de l&amp;rsquo;Etat de cofinancer la fin des travaux de la RN 57 au Val d&amp;rsquo;Ajol (alors que l&amp;rsquo;Etat nous doit plus de 100 millions d&amp;rsquo;euros sur les transferts de comp&amp;eacute;tences, les Vosges vont lui verser 1,4 millions &amp;ndash; et encore plus en 2013 &amp;ndash; pour des travaux qui rel&amp;egrave;vent de l&amp;rsquo;Etat&amp;nbsp;!).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Quant aux p&amp;ocirc;les de d&amp;eacute;veloppement on peut &amp;ecirc;tre surpris&amp;nbsp;: d&amp;rsquo;avoir pouss&amp;eacute; dehors Keolis qui avait &amp;eacute;t&amp;eacute; choisi il y a tout juste un an pour d&amp;eacute;velopper &lt;strong&gt;l&amp;rsquo;a&amp;eacute;roport de Mirecourt&lt;/strong&gt;, pour une dur&amp;eacute;e de plus de 10 ans (quelle constance&amp;nbsp;!) pour lui substituer&amp;hellip; une entreprise indienne pour laquelle la majorit&amp;eacute; n&amp;rsquo;a pas obtenu d&amp;rsquo;assurance&amp;nbsp;! on peut s&amp;rsquo;&amp;eacute;tonner aussi du co&amp;ucirc;t total du projet d&amp;rsquo;am&amp;eacute;nagement touristique du &lt;strong&gt;col de la Schlucht&lt;/strong&gt; &amp;eacute;valu&amp;eacute; &amp;agrave; 13,5 millions d&amp;rsquo;euros&amp;nbsp;! quant &amp;agrave; la &lt;strong&gt;zone de Damblain&lt;/strong&gt;, pourquoi y reconduire un cr&amp;eacute;dit de 10 millions d&amp;rsquo;euros pour un embranchement ferroviaire alors qu&amp;rsquo;il n&amp;rsquo;y a aucun entreprise et que pour la m&amp;ecirc;me somme on pourrait contribuer au financement du train vers G&amp;eacute;rardmer ou le retour du fret vers l&amp;rsquo;entreprise de 200 personnes de Rambervillers qui en aurait besoin&amp;hellip;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Pour ce qui est des &lt;strong&gt;subventions d&amp;rsquo;&amp;eacute;quipement&lt;/strong&gt;, m&amp;ecirc;me si le d&amp;eacute;partement des Vosges a &amp;eacute;t&amp;eacute; longtemps champion en la mati&amp;egrave;re &amp;ndash; les subventions aux communes &amp;eacute;tant un outil important pour un s&amp;eacute;nateur &amp;ndash; pr&amp;eacute;sident du Conseil G&amp;eacute;n&amp;eacute;ral, il n&amp;rsquo;en reste pas moins que c&amp;rsquo;est un facteur de croissance important. En effet, pour un million d&amp;rsquo;euros investis, le Conseil g&amp;eacute;n&amp;eacute;ral procure un million d&amp;rsquo;euros de travaux aux entreprises alors que pour un million d&amp;rsquo;euros de subventions ce sont environ quatre millions d&amp;rsquo;euros de travaux&amp;nbsp;! on comprend d&amp;rsquo;autant moins, en p&amp;eacute;riode de crise comme actuellement, que les subventions baissent plus vite que les investissements directs&amp;hellip; par exemple, les &lt;strong&gt;aides aux collectivit&amp;eacute;s&lt;/strong&gt; (communes et communaut&amp;eacute;s de communes) vont passer de 24,5 millions d&amp;rsquo;euros (budget 2011) &amp;agrave; 21 millions dans le budget 2012.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Au final, on peut aussi regretter, d&amp;rsquo;une part, qu&amp;rsquo;&lt;strong&gt;aucune&lt;/strong&gt; &lt;strong&gt;priorit&amp;eacute;&lt;/strong&gt; n&amp;rsquo;ait &amp;eacute;t&amp;eacute; donn&amp;eacute;e, par exemple pour lutter contre la crise gr&amp;acirc;ce aux subventions aux entreprises (3,85 millions d&amp;rsquo;euros alors que 6,25 millions &amp;eacute;taient pr&amp;eacute;vus en 2011), &amp;agrave; l&amp;rsquo;innovation et la recherche (moins 0,5 millions d&amp;rsquo;euros) ou encore au tourisme (moins 1 million d&amp;rsquo;euros)&amp;nbsp;; pour ce qui est, d&amp;rsquo;autre part des investissements pr&amp;eacute;serv&amp;eacute;s, il serait n&amp;eacute;cessaire de ne plus agir au coup par coup et de proposer une vision globale des besoins d&amp;rsquo;investissements (carte des coll&amp;egrave;ges et des r&amp;eacute;novations n&amp;eacute;cessaires, idem pour les maisons de retraite, pareil pour la carte du r&amp;eacute;seau routier, etc.) ainsi, avec enveloppe financi&amp;egrave;re annuelle possible nous pourrions choisir objectivement l&amp;rsquo;ordre des travaux en fonction de &lt;strong&gt;crit&amp;egrave;res objectifs&lt;/strong&gt; de choix&amp;nbsp;: crit&amp;egrave;res de s&amp;eacute;curit&amp;eacute;, &amp;eacute;conomies d&amp;rsquo;&amp;eacute;nergie, effectifs et &amp;eacute;volution de la carte scolaire pour les coll&amp;egrave;ges, accidentologie et nombre de v&amp;eacute;hicules jour pour les routes, anciennet&amp;eacute; et taux d&amp;rsquo;utilisation pour les maisons de retraite, etc.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Durban en panne, la Déodatie, elle, travaille</title>
<id>http://www.etiennepourcher.fr/140_lien</id>
<updated>2011-12-11T18:30:04+02:00</updated>
<link href="http://www.etiennepourcher.fr/140_lien"/>

<summary type="html">&lt;p&gt;&lt;strong&gt;&lt;/strong&gt;&lt;em&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/cop17-logo-baobab1.jpg\" alt=\"\" width=\"100\" height=\"109\" /&gt;Passage des camions...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;strong&gt;&lt;/strong&gt;&lt;em&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/cop17-logo-baobab1.jpg\" alt=\"\" width=\"100\" height=\"109\" /&gt;Passage des camions dans les cols vosgiens, d&amp;eacute;placements n&amp;eacute;cessaires des habitants, rigueur du climat montagnard et n&amp;eacute;cessit&amp;eacute; de faire face aux d&amp;eacute;penses &amp;eacute;nerg&amp;eacute;tiques des logements, pr&amp;eacute;carit&amp;eacute; &amp;eacute;nerg&amp;eacute;tique, industries consommatrices d&amp;rsquo;&amp;eacute;nergie, fili&amp;egrave;re bois&amp;hellip;&amp;nbsp;: &amp;eacute;nergies et climat sont le quotidien de la  D&amp;eacute;odatie.&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Au moment o&amp;ugrave; se d&amp;eacute;roule le sommet international contre le changement climatique &amp;agrave; Durban en Afrique du Sud, l&amp;rsquo;opinion publique est &amp;agrave; nouveau alert&amp;eacute;e sur les dangers du r&amp;eacute;chauffement climatique et les responsabilit&amp;eacute;s de chacun dans la r&amp;eacute;duction imp&amp;eacute;rative de nos &amp;eacute;missions de gaz &amp;agrave; effet de serre.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Au cours des derni&amp;egrave;res ann&amp;eacute;es, se sont d&amp;eacute;velopp&amp;eacute;s des engagements volontaires au travers de Plans climat. Chaque collectivit&amp;eacute; territoriale peut, avec les acteurs de son territoire, concevoir et mettre en &amp;oelig;uvre un Plan climat dont l&amp;rsquo;objectif est de contribuer, &lt;strong&gt;&amp;agrave; son niveau&lt;/strong&gt;, &amp;agrave; r&amp;eacute;duire de 3% par an ses &amp;eacute;missions de gaz &amp;agrave; effet de serre. C&amp;rsquo;est le cas du Syndicat Mixte du Pays de la D&amp;eacute;odatie qui a lanc&amp;eacute; cette action en 2011, avec l&amp;rsquo;ensemble des acteurs du territoire.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Les 3 objectifs majeurs d&amp;rsquo;un plan climat&amp;nbsp;: la r&amp;eacute;duction des &amp;eacute;missions, les &amp;eacute;conomies d&amp;rsquo;&amp;eacute;nergie, et les &amp;eacute;nergies de remplacement (renouvelables).&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Un diagnostic d&amp;eacute;odatien des &amp;eacute;missions de Co2 (&lt;strong&gt;bilan carbone&lt;/strong&gt;) a donc &amp;eacute;t&amp;eacute; r&amp;eacute;alis&amp;eacute; pour le Syndicat Mixte de Pays par le cabinet Terra Energie et a permis de d&amp;eacute;finir quels sont les secteurs les plus &amp;eacute;metteurs, l&amp;agrave; o&amp;ugrave; des r&amp;eacute;ductions sont possibles. Il s&amp;rsquo;agit de d&amp;eacute;finir des mesures &lt;strong&gt;d&amp;rsquo;att&amp;eacute;nuation &lt;/strong&gt;des &amp;eacute;missions de gaz &amp;agrave; effet de serre (&amp;eacute;conomies d&amp;rsquo;&amp;eacute;nergie, efficacit&amp;eacute; &amp;eacute;nerg&amp;eacute;tique, production &amp;eacute;nergie renouvelables) et des mesures &lt;strong&gt;d&amp;rsquo;adaptation&lt;/strong&gt; aux changements climatiques (changement de modes de vie, gestes, sensibilisation, gestion des risques notamment s&amp;eacute;cheresses et inondations). Ce diagnostic a &amp;eacute;t&amp;eacute; partag&amp;eacute; dans des ateliers th&amp;eacute;matiques, avec les acteurs du territoires.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Il s&amp;rsquo;agit maintenant d&amp;rsquo;en tirer un programme d&amp;rsquo;actions. Le Plan est constitu&amp;eacute; d&amp;rsquo;un ensemble de mesures concr&amp;egrave;tes dans tous les secteurs de l&amp;rsquo;&amp;eacute;conomie et de la vie quotidienne appel&amp;eacute; &amp;laquo;&amp;nbsp;Plan d&amp;rsquo;actions&amp;nbsp;&amp;raquo;. Il a &amp;eacute;t&amp;eacute; pr&amp;eacute;sent&amp;eacute; dans ses grandes lignes lors des Assises du Plan Climat du 3 d&amp;eacute;cembre 2011, en pr&amp;eacute;sence de M. Christophe Salin, sous Pr&amp;eacute;fet, Etienne Pourcher pr&amp;eacute;sident du Syndicat Mixte de Pays, et Denis Henry, pr&amp;eacute;sident du Conseil de d&amp;eacute;veloppement. &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;L&amp;rsquo;objectif de -3% d&amp;rsquo;&amp;eacute;mission peut s&amp;rsquo;appliquer &amp;agrave; tous (individus, entreprises, collectivit&amp;eacute;s locales, Etat) et chacun &amp;eacute;tait donc convi&amp;eacute; &amp;agrave; cette pr&amp;eacute;sentation.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/maetz.JPG\" alt=\"\" width=\"243\" height=\"323\" /&gt;&lt;/p&gt;
&lt;p&gt;Sur la base de l&amp;rsquo;&amp;eacute;tat des lieux expos&amp;eacute;s ci avant, le Plan Climat de la D&amp;eacute;odatie peut d&amp;rsquo;ores et d&amp;eacute;j&amp;agrave; pr&amp;eacute;voir&amp;nbsp;:&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; une poursuite des diagnostics des b&amp;acirc;timents et de toutes les incitations &amp;agrave; mener des op&amp;eacute;rations de r&amp;eacute;novation thermique&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; le d&amp;eacute;veloppement de la fili&amp;egrave;re bois locale (bois &amp;eacute;nergie, bois construction)&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; une amplification de la fili&amp;egrave;re de valorisation des d&amp;eacute;chets verts (co-compostage, m&amp;eacute;thanisation)&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; un d&amp;eacute;veloppement des &amp;eacute;nergies renouvelables dans toute leur diversit&amp;eacute; et en tenant compte des sp&amp;eacute;cificit&amp;eacute;s du territoire&lt;/p&gt;
&lt;p&gt;-&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; une offre vari&amp;eacute;e en mati&amp;egrave;re de transports moins &amp;eacute;metteur de gaz &amp;agrave; effet de serre&amp;nbsp;: co-voiturage, TAD, v&amp;eacute;lo, chemins pi&amp;eacute;tons, coordination et d&amp;eacute;veloppement des offres bus et TER.&lt;/p&gt;
&lt;p class=\"Default\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Default\"&gt;D&amp;egrave;s le d&amp;eacute;but de l&amp;rsquo;ann&amp;eacute;e 2012, par th&amp;egrave;me et par action, les porteurs identifi&amp;eacute;s pourront se retrouver pour mettre en &amp;oelig;uvre les id&amp;eacute;es &amp;eacute;voqu&amp;eacute;es dans le Plan d&amp;rsquo;actions.&lt;/p&gt;
&lt;p class=\"Default\"&gt;&amp;nbsp;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/Nouvelle%20imageassises%20dec%202011.JPG\" alt=\"\" width=\"180\" height=\"135\" /&gt;&lt;/p&gt;
&lt;p class=\"Default\"&gt;&lt;strong&gt;Mais un &amp;eacute;l&amp;eacute;ment restera d&amp;eacute;terminant dans la r&amp;eacute;ussite de cette op&amp;eacute;ration&amp;nbsp;: la capacit&amp;eacute; des d&amp;eacute;cideurs de ce territoire &amp;agrave; mutualiser leurs efforts, leurs actions et leurs moyens car sans coordination, sans strat&amp;eacute;gie commune, nous ne r&amp;eacute;ussirons que partiellement &amp;agrave; relever les d&amp;eacute;fis &amp;eacute;nerg&amp;eacute;tiques et &amp;eacute;conomiques qui sont devant nous. &lt;/strong&gt;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Des enfants vosgiens sont-ils en danger?</title>
<id>http://www.etiennepourcher.fr/135_lien</id>
<updated>2011-11-10T13:35:43+02:00</updated>
<link href="http://www.etiennepourcher.fr/135_lien"/>

<summary type="html">&lt;p&gt;Lors de la derni&amp;egrave;re s&amp;eacute;ance du Conseil G&amp;eacute;n&amp;eacute;ral, j\'ai attir&amp;eacute; l\'attention du Pr&amp;eacute;sident et de mes coll&amp;egrave;gues sur la s...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Lors de la derni&amp;egrave;re s&amp;eacute;ance du Conseil G&amp;eacute;n&amp;eacute;ral, j\'ai attir&amp;eacute; l\'attention du Pr&amp;eacute;sident et de mes coll&amp;egrave;gues sur la situation du foyer de l\'enfance de Golbey, dont le budget d&amp;eacute;pend du Conseil G&amp;eacute;n&amp;eacute;ral, qui semble rencontrer des dysfonctionnements importants. Il m\'a &amp;eacute;t&amp;eacute; r&amp;eacute;pondu par le Directeur G&amp;eacute;n&amp;eacute;ral des Services, qu\'une solution allait &amp;ecirc;tre trouv&amp;eacute;e pour mettre fin &amp;agrave; la situation de Direction par interim (!). Depuis, de nombreuses informations me sont parvenues quant aux enfants de notre d&amp;eacute;partement qui sont plac&amp;eacute;s, le plus souvent par d&amp;eacute;cision de justice, dans la plupart des cas pour les prot&amp;eacute;ger. Il va sans dire que lorsque le juge prend des d&amp;eacute;cisions aussi graves, nous ne pouvons prendre aucun risque pour les enfants.&lt;/p&gt;
&lt;p&gt;Pourtant, que se passe-t-il? Le nombre d\'enfants plac&amp;eacute;s ne cesse de cro&amp;icirc;tre et, aujourd\'hui, de nombreux enfants sont en attente de places et maintenus dans leurs familles d\'origine.Quelles sont les comp&amp;eacute;tences des uns et des autres pour y faire faire?&lt;/p&gt;
&lt;p&gt;Du c&amp;ocirc;t&amp;eacute; de l\'Etat, l\'ex-PJJ (Protection Judiciaire de la Jeunesse), qui a &amp;eacute;t&amp;eacute; impact&amp;eacute;e fortement par la RGPP (r&amp;eacute;vision g&amp;eacute;n&amp;eacute;rale des politiques publiques dont l\'incidence la plus connue est le non remplacement d\'un fonctionnaire sur deux), est charg&amp;eacute;e des enfants lorsque c\'est une d&amp;eacute;cision &lt;strong&gt;p&amp;eacute;nale&lt;/strong&gt; qui est en cause, c\'est-&amp;agrave;-dire pour les cas les plus graves. Pour cela, l\'Etat donne son agr&amp;eacute;ment &amp;agrave; des familles d\'accueil volontaires qui sont indemnis&amp;eacute;es pour les frais engag&amp;eacute;s &amp;agrave; l\'occasion de l\'accueil de ces enfants. Or, depuis la mise en oeuvre de la RGPP, la Direction D&amp;eacute;partementale de la PJJ a &amp;eacute;t&amp;eacute; supprim&amp;eacute;e en 2008 pour fusionner avec les d&amp;eacute;partements de la Meuse et de la Meurthe et Moselle. Il n\'y a plus qu\'un seul Directeur, mais aussi un seul &amp;eacute;ducateur pour les 3 d&amp;eacute;partements (contre 4 &amp;eacute;ducateurs auparavant); il n\'y a plus de campagne de recrutement de familles d\'accueil et leur nombre fond au soleil (il y aurait actuellement moins de 10 familles sur les 3 d&amp;eacute;partements).&amp;nbsp; Pour ce qui est de l\'accueil collectif : le Foyer d\'Action Educative d\'Epinal a ferm&amp;eacute; ses portes en 2008 et la seule structure publique collective est d&amp;eacute;sormais &amp;agrave; ... Laxou! Il reste heureusement encore dans les Vosges des structures associatives.&lt;/p&gt;
&lt;p&gt;Face au d&amp;eacute;sengagement de l\'Etat, le Conseil G&amp;eacute;n&amp;eacute;ral a &amp;eacute;galement une comp&amp;eacute;tence propre &amp;agrave; assumer dans le cadre de l\'Aide Sociale &amp;agrave; l\'Enfance (ASE), notamment pour les &lt;strong&gt;cas qui ne rel&amp;egrave;vent pas du p&amp;eacute;nal&lt;/strong&gt;. Le Conseil G&amp;eacute;n&amp;eacute;ral donne &amp;eacute;galement son agr&amp;eacute;ment &amp;agrave; des familles d\'accueil qui sont alors salari&amp;eacute;es du Conseil g&amp;eacute;n&amp;eacute;ral et r&amp;eacute;tribu&amp;eacute;es pour accueillir des enfants. Un Sch&amp;eacute;ma d&amp;eacute;partemental de la Protection de l\'Enfance est obligatoire. Le dernier qui a &amp;eacute;t&amp;eacute; cosign&amp;eacute; par le Conseil G&amp;eacute;n&amp;eacute;ral et la PJJ &amp;eacute;tait valable pour la p&amp;eacute;riode 2005 - 2010; il a &amp;eacute;t&amp;eacute; prolong&amp;eacute; d\'un an et nous sommes dans l\'attente de la proposition de l\'ex&amp;eacute;cutif d&amp;eacute;partemental pour la prochaine p&amp;eacute;riode qui s\'ouvre en 2012. Chaque ann&amp;eacute;e, le D&amp;eacute;partement y consacre un budget important pour les structures collectives comme les Maisons MECS (218 places d\'internat) &amp;agrave; Epinal, Raon l\'Etape, Remiremont et Saint Di&amp;eacute;, le Foyer d&amp;eacute;partemental de l\'enfance de Golbey - qui a un directeur par interime depuis... 18 mois! - et qui ne fait plus face avec ses 30 places, certains enfants &amp;eacute;tant, selon mes informations, accueillis sur des lits de camp dans la salle commune! et qui doit faire face &amp;eacute;galement &amp;agrave; un turn over important de son personnel - on peut craindre qu\'en effet les conditions de travail n\'y soient pas excellentes dans ces conditions... Il y a aussi 9 lieux de vie et d\'accueil (10 structures d&amp;eacute;clar&amp;eacute;es pour 50 places au total) et donc les familles d\'accueil (228 assistants familiaux recrut&amp;eacute;s pour accueillir 416 enfants). Sachant que les familles peuvent &amp;ecirc;tre agr&amp;eacute;&amp;eacute;es &amp;agrave; la fois PJJ et Conseil G&amp;eacute;n&amp;eacute;ral, on est loin des 1 000 places n&amp;eacute;cessaires pour les enfants qui nous sont confi&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;Alors? manque de recrutement de familles? de moyens? de volont&amp;eacute;? toujours est-il que c\'est la s&amp;eacute;curit&amp;eacute; des enfants et leur &amp;eacute;panouissement qui est en jeu. C\'est pourquoi j\'ai &amp;eacute;crit au Pr&amp;eacute;sident du Conseil G&amp;eacute;n&amp;eacute;ral afin que des solutions adapt&amp;eacute;es soient trouv&amp;eacute;es dans les meilleurs d&amp;eacute;lais. Je ne peux me r&amp;eacute;signer &amp;agrave; me taire devant des risques av&amp;eacute;r&amp;eacute;s pour les enfants, dans ce qui rel&amp;egrave;ve des comp&amp;eacute;tences strictes du Conseil G&amp;eacute;n&amp;eacute;ral, alors que de gros budgets sont &amp;eacute;voqu&amp;eacute;s sur des projets al&amp;eacute;atoires, parfois loin de nos comp&amp;eacute;tences...&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Halloween dans les rues</title>
<id>http://www.etiennepourcher.fr/134_lien</id>
<updated>2011-11-07T21:17:36+02:00</updated>
<link href="http://www.etiennepourcher.fr/134_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/halloween%202011%201.JPG\" alt=\"\" width=\"425\" height=\"318\" /&gt; A l\'invitation du CCAS, les enfants ont parcouru les r...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/halloween%202011%201.JPG\" alt=\"\" width=\"425\" height=\"318\" /&gt; A l\'invitation du CCAS, les enfants ont parcouru les rues du village d&amp;eacute;guis&amp;eacute;s en (petits) monstres, fant&amp;ocirc;mes et autres vampires histoire de faire (un peu) peur aux habitants qui, eux, ont pr&amp;eacute;f&amp;eacute;r&amp;eacute; donner des bonbons pour &amp;ecirc;tre &amp;eacute;pargn&amp;eacute;s! le tout, dans une bonne ambiance, s\'est termin&amp;eacute; par un go&amp;ucirc;ter &amp;agrave; la salle communale avant de se partager le butin sucr&amp;eacute;. Merci aux organisateurs, pour le bonheur des enfants.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Frémifontaine village propre</title>
<id>http://www.etiennepourcher.fr/132_lien</id>
<updated>2011-10-16T10:32:36+02:00</updated>
<link href="http://www.etiennepourcher.fr/132_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/nettoyons%20la%20nature.JPG\" alt=\"\" width=\"233\" height=\"139\" /&gt; Engagement citoyen pour l&amp;rsquo;environnement: D...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/nettoyons%20la%20nature.JPG\" alt=\"\" width=\"233\" height=\"139\" /&gt; Engagement citoyen pour l&amp;rsquo;environnement: Derni&amp;egrave;rement, la commune a souhait&amp;eacute; innover &amp;agrave; l&amp;rsquo;occasion de la journ&amp;eacute;e &amp;laquo;&amp;nbsp;nettoyons la nature&amp;nbsp;&amp;raquo;.&lt;/p&gt;
&lt;p&gt;Elle a, en effet, propos&amp;eacute; aux habitants de profiter de cette journ&amp;eacute;e pour nettoyer&amp;hellip; devant chez eux. Depuis plusieurs ann&amp;eacute;es, la participation des b&amp;eacute;n&amp;eacute;voles &amp;agrave; cette journ&amp;eacute;e a permis de d&amp;eacute;barrasser nos chemins de tous les objets laiss&amp;eacute;s par les ind&amp;eacute;licats&amp;nbsp;: plastiques, canettes, verre, &amp;hellip; et notre village s&amp;rsquo;en trouve tr&amp;egrave;s propre. Reste que c&amp;rsquo;est plut&amp;ocirc;t maintenant dans les rues du villages que la vigilance doit &amp;ecirc;tre de mise pour conserver le meilleur aspect. Dans les faits, il avait &amp;eacute;t&amp;eacute; pr&amp;eacute;vu, en partenariat avec les centres Leclerc, de distribuer tee-shirts et gants de protection ainsi que sacs poubelles aux habitants qui s&amp;rsquo;investiraient pour la propret&amp;eacute; de leur commune. Tout fut fait tr&amp;egrave;s rapidement puisqu&amp;rsquo;il y eut finalement tr&amp;egrave;s peu &amp;agrave; ramasser. Les b&amp;eacute;n&amp;eacute;voles qui, par habitude, se pr&amp;eacute;sent&amp;egrave;rent &amp;agrave; la mairie, firent un tour complet du village et des chemins ext&amp;eacute;rieurs, ramassant tout de m&amp;ecirc;me quelques d&amp;eacute;tritus. Merci &amp;agrave; eux&amp;nbsp;! Dans l&amp;rsquo;ensemble, s&amp;rsquo;il reste quelques bons r&amp;eacute;flexes &amp;agrave; adopter pour pr&amp;eacute;server notre environnement, Fr&amp;eacute;mifontaine reste un village propre.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Résultats officiels de la primaire (1er tour) pour les Vosges</title>
<id>http://www.etiennepourcher.fr/131_lien</id>
<updated>2011-10-12T23:59:44+02:00</updated>
<link href="http://www.etiennepourcher.fr/131_lien"/>

<summary type="html">&lt;table cellspacing=\"0\" cellpadding=\"0\"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td class=\"vide\" width=\"180\"&gt;&lt;br /&gt;&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\" valign=\"top\"&gt;
...</summary>
<content type="html">
<![CDATA[&lt;table cellspacing=\"0\" cellpadding=\"0\"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td class=\"vide\" width=\"180\"&gt;&lt;br /&gt;&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\" valign=\"top\"&gt;
&lt;h2&gt;R&amp;eacute;sultats&lt;br /&gt;valid&amp;eacute;s&lt;/h2&gt;
&lt;a class=\"infobulle\" href=\"http://resultats.lesprimairescitoyennes.fr/departement/088#\"&gt;?&lt;/a&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=\"vide\" width=\"180\" height=\"30\" align=\"right\"&gt;Bureaux de vote&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\"&gt;&lt;strong&gt;63/63&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=\"votants vide\" width=\"180\" height=\"30\" align=\"right\"&gt;Votants&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\"&gt;10 413&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=\"candidat\" width=\"180\" height=\"50\"&gt;Arnaud &lt;strong&gt;Montebourg&lt;/strong&gt;&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\"&gt;1 750 voix - &lt;strong&gt;17%&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=\"candidat\" width=\"180\" height=\"50\"&gt;Martine &lt;strong&gt;Aubry&lt;/strong&gt;&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\"&gt;2 993 voix - &lt;strong&gt;29%&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=\"candidat\" width=\"180\" height=\"50\"&gt;Jean-Michel &lt;strong&gt;Baylet&lt;/strong&gt;&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\"&gt;34 voix - &lt;strong&gt;0%&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=\"candidat\" width=\"180\" height=\"50\"&gt;Manuel &lt;strong&gt;Valls&lt;/strong&gt;&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\"&gt;405 voix - &lt;strong&gt;4%&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=\"candidat\" width=\"180\" height=\"50\"&gt;Fran&amp;ccedil;ois &lt;strong&gt;Hollande&lt;/strong&gt;&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\"&gt;4 354 voix - &lt;strong&gt;42%&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=\"candidat\" width=\"180\" height=\"50\"&gt;S&amp;eacute;gol&amp;egrave;ne &lt;strong&gt;Royal&lt;/strong&gt;&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\"&gt;877 voix - &lt;strong&gt;8%&lt;/strong&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td class=\"candidat\" width=\"180\" height=\"50\"&gt;Votes &lt;strong&gt;Blancs et nuls&lt;/strong&gt;&lt;/td&gt;
&lt;td class=\"valide\" width=\"150\"&gt;41 voix&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;]]>
</content>
</entry><entry>
<title></title>
<id>http://www.etiennepourcher.fr/129_lien</id>
<updated>2011-10-02T03:58:30+02:00</updated>
<link href="http://www.etiennepourcher.fr/129_lien"/>

<summary type="html">...</summary>
<content type="html">
<![CDATA[]]>
</content>
</entry><entry>
<title>sortir du nucléaire :  le problème n\'est pas tant dans la date mais dans le </title>
<id>http://www.etiennepourcher.fr/127_lien</id>
<updated>2011-09-22T00:00:03+02:00</updated>
<link href="http://www.etiennepourcher.fr/127_lien"/>

<summary type="html">&lt;p&gt;J&amp;rsquo;ai &amp;eacute;t&amp;eacute; boulevers&amp;eacute; par la catastrophe nucl&amp;eacute;aire du Japon&amp;nbsp;; elle ne fut pas sans me rappeler celle de Tchernobyl et les r&amp;ea...</summary>
<content type="html">
<![CDATA[&lt;p&gt;J&amp;rsquo;ai &amp;eacute;t&amp;eacute; boulevers&amp;eacute; par la catastrophe nucl&amp;eacute;aire du Japon&amp;nbsp;; elle ne fut pas sans me rappeler celle de Tchernobyl et les r&amp;eacute;cents d&amp;eacute;veloppements judiciaires en France &amp;ndash; sur la transparence des informations &amp;ndash; ont choqu&amp;eacute; plus d&amp;rsquo;un.&amp;nbsp; J&amp;rsquo;ai &amp;eacute;cout&amp;eacute; les 6 candidats &amp;agrave; la primaire socialiste&amp;nbsp;: le nucl&amp;eacute;aire a &amp;eacute;t&amp;eacute; un moment fort du d&amp;eacute;bat. Pourtant, selon moi, l&amp;rsquo;essentiel n&amp;rsquo;est pas de savoir &amp;laquo;&amp;nbsp;quand&amp;nbsp;&amp;raquo;, c&amp;rsquo;est-&amp;agrave;-dire si on doit sortir du nucl&amp;eacute;aire dans 40 ans, dans 25 ans ou demain. Si chacun s&amp;rsquo;accorde &amp;agrave; vouloir sortir du nucl&amp;eacute;aire, le tout est de dire aux Fran&amp;ccedil;ais &amp;laquo;&amp;nbsp;comment&amp;nbsp;&amp;raquo;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;La comparaison avec l&amp;rsquo;Allemagne n&amp;rsquo;est pas de mise, tant ce pays part d&amp;rsquo;un niveau d&amp;rsquo;&amp;eacute;lectricit&amp;eacute; issue du nucl&amp;eacute;aire plus bas que le notre (25% contre plus de 75%) et tant ce pays a une propension &amp;agrave; importer son &amp;eacute;lectricit&amp;eacute;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Ce d&amp;eacute;bat doit aussi &amp;ecirc;tre li&amp;eacute; &amp;agrave; la n&amp;eacute;cessaire lutte contre le r&amp;eacute;chauffement climatique et les &amp;eacute;missions de gaz &amp;agrave; effet de serre. Il ne peut en &amp;ecirc;tre d&amp;eacute;connect&amp;eacute;. Hors de question de sortir du nucl&amp;eacute;aire en rempla&amp;ccedil;ant cette technologie par des centrales thermiques. Ceci sans compter la question strat&amp;eacute;gique de notre ind&amp;eacute;pendance &amp;eacute;nerg&amp;eacute;tique.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Alors comment&amp;nbsp;? D&amp;rsquo;abord, une m&amp;eacute;thode pragmatique pourrait &amp;ecirc;tre de cibler les centrales &amp;agrave; fermer selon une classification gr&amp;acirc;ce &amp;agrave; des crit&amp;egrave;res qui feraient l&amp;rsquo;unanimit&amp;eacute; (dans l&amp;rsquo;ordre de v&amp;eacute;tust&amp;eacute;, en fonction de leur s&amp;eacute;curit&amp;eacute;&amp;hellip;). L&amp;rsquo;objectif pourrait &amp;ecirc;tre de dire au pays&amp;nbsp;: fermons la centrale A qui produit X quantit&amp;eacute;s d&amp;rsquo;&amp;eacute;lectricit&amp;eacute; et donnons nous pour date de fermeture la date &amp;agrave; laquelle nous pourrons nous en passer, soit gr&amp;acirc;ce &amp;agrave; une baisse de la consommation nationale, soit gr&amp;acirc;ce &amp;agrave; une hausse &amp;eacute;quivalente des &amp;eacute;nergies renouvelables. Ensuite nous passons &amp;agrave; la deuxi&amp;egrave;me centrale, etc.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Il me semble que le d&amp;eacute;bat doit se focaliser d&amp;rsquo;une part sur le potentiel des &amp;eacute;nergies renouvelables &amp;agrave; d&amp;eacute;velopper&amp;nbsp;: quelle est notre capacit&amp;eacute; d&amp;rsquo;utilisation du bois &amp;eacute;nergie sans remettre en cause l&amp;rsquo;&amp;eacute;quilibre des for&amp;ecirc;ts fran&amp;ccedil;aises&amp;nbsp;? quel est le niveau acceptable d&amp;rsquo;&amp;eacute;oliennes sur nos territoires&amp;nbsp;? comment d&amp;eacute;velopper une fili&amp;egrave;re photovolta&amp;iuml;que sans les allers-retours destructeurs de l&amp;rsquo;actuel gouvernement (une entreprise de l&amp;rsquo;Ouest Vosgien vient encore de fermer ses portes&amp;hellip;) etc. Les r&amp;eacute;ponses &amp;agrave; ces questions donneront un rythme et un calendrier de remplacement des centrales.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;D&amp;rsquo;autre part, l&amp;rsquo;autre pilier de cette nouvelle politique &amp;eacute;nerg&amp;eacute;tique r&amp;eacute;side dans les &amp;eacute;conomies d&amp;rsquo;&amp;eacute;nergies qui offrent un potentiel cons&amp;eacute;quent&amp;nbsp;: les diagnostics &amp;eacute;nerg&amp;eacute;tiques r&amp;eacute;alis&amp;eacute;s sur les b&amp;acirc;timents communaux, par le pays de la D&amp;eacute;odatie que je pr&amp;eacute;side, ont montr&amp;eacute; les gains d&amp;rsquo;&amp;eacute;nergie possible, mais aussi les travaux engendr&amp;eacute;s et donc le gain de croissance et d&amp;rsquo;emplois. Pour les particuliers, les marges sont tout aussi fortes. Cependant, pour les communes comme pour de nombreux foyers en pr&amp;eacute;carit&amp;eacute; &amp;eacute;nerg&amp;eacute;tique ou tout simplement les foyers modestes, le co&amp;ucirc;t de r&amp;eacute;alisation de ces travaux est souvent prohibitif. De nombreuses familles &amp;eacute;cras&amp;eacute;es par les frais (notamment de chauffage) ne peuvent avancer le montant n&amp;eacute;cessaire pour r&amp;eacute;aliser ces &amp;eacute;conomies. Pourquoi ne pas imaginer un syst&amp;egrave;me d&amp;rsquo;avance de fonds, qui pourrait &amp;ecirc;tre mis en &amp;oelig;uvre gr&amp;acirc;ce aux op&amp;eacute;rateurs publics que sont l&amp;rsquo;ADEME ou l&amp;rsquo;ANAH, dot&amp;eacute;s &amp;agrave; cet effet, sur le principe&amp;nbsp;: l&amp;rsquo;Etat vous avance l&amp;rsquo;argent n&amp;eacute;cessaire et en retour, si vous &amp;eacute;conomiser 100 sur vos factures, vous en reversez 60 pendant un certains temps &amp;agrave; l&amp;rsquo;Etat pour rembourser cette avance. Enfin, dans le domaine industriel, la facture &amp;eacute;nerg&amp;eacute;tique est souvent un &amp;eacute;l&amp;eacute;ment de la comp&amp;eacute;titivit&amp;eacute; des sites (je pense en particulier aux papeteries vosgiennes&amp;hellip;) il faut absolument mettre en place des m&amp;eacute;canismes similaires d&amp;rsquo;avances remboursables.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Le gouvernement s\'entête avec les pesticides...</title>
<id>http://www.etiennepourcher.fr/126_lien</id>
<updated>2011-09-15T10:22:43+02:00</updated>
<link href="http://www.etiennepourcher.fr/126_lien"/>

<summary type="html">&lt;p&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Laurence Rossignol,&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Secr&amp;eacute;taire...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Laurence Rossignol,&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Secr&amp;eacute;taire nationale &amp;agrave; l&amp;rsquo;Environnement et au D&amp;eacute;veloppement Durable&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Germinal Peiro,&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Secr&amp;eacute;taire national &amp;agrave; l&amp;rsquo;Agriculture&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Pesticides Cruiser : Bruno Lemaire s&amp;rsquo;affranchit des d&amp;eacute;cisions du Conseil d&amp;rsquo;Etat en d&amp;eacute;pit du bon sens.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Les citoyens et les apiculteurs fran&amp;ccedil;ais  se mobilisent sans rel&amp;acirc;che afin que l&amp;rsquo;apiculture soit enfin prot&amp;eacute;g&amp;eacute;e.  Ils manifestent encore leur col&amp;egrave;re aujourd&amp;rsquo;hui, dans Paris. Une  protestation qui vise &amp;agrave; d&amp;eacute;noncer pour la &amp;eacute;ni&amp;egrave;me fois l&amp;rsquo;attitude  inacceptable du gouvernement.&amp;nbsp;Les autorisations pour le  Cruiser et le Cruiser 350 avaient &amp;eacute;t&amp;eacute; annul&amp;eacute;es, a posteriori, par le  Conseil d\'Etat pour 2008 et 2009 en f&amp;eacute;vrier dernier. Mais dans l\'attente  d\'une d&amp;eacute;cision pour 2010, le Cruiser 350 continue &amp;agrave; &amp;ecirc;tre commercialis&amp;eacute;,  en d&amp;eacute;pit de sa dangerosit&amp;eacute; av&amp;eacute;r&amp;eacute;e. Non content d&amp;rsquo;ignorer ces d&amp;eacute;cisions,  le ministre de l&amp;rsquo;Agriculture vient d&amp;rsquo;autoriser &amp;eacute;galement le Cruiser OSR  &amp;agrave; la commercialisation pour les cultures de colza. Non seulement cela  constitue un manque de respect de la l&amp;eacute;gislation, mais aussi un  d&amp;eacute;sint&amp;eacute;r&amp;ecirc;t condamnable pour les recommandations scientifiques, et  surtout un immobilisme atterrant, alors que les agriculteurs attendent  d&amp;rsquo;&amp;ecirc;tre accompagn&amp;eacute;s dans la transition vers une agriculture durable.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Les scientifiques ne cessent d&amp;rsquo;alerter  sur la surmortalit&amp;eacute; extr&amp;ecirc;mement inqui&amp;eacute;tante des abeilles en Europe, qui  si elle n&amp;rsquo;est pas endigu&amp;eacute;e, aura des cons&amp;eacute;quences n&amp;eacute;fastes multiples&amp;nbsp;:  pr&amp;egrave;s de 40% des fruits, l&amp;eacute;gumes et ol&amp;eacute;agineux d&amp;eacute;pendent de l&amp;rsquo;action  f&amp;eacute;condatrice de ces insectes.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;D&amp;rsquo;autres pays europ&amp;eacute;ens ont eu le bon  sens d&amp;rsquo;interdire la commercialisation de produits contenant des  composants toxiques pour les abeilles. Jusqu&amp;rsquo;&amp;agrave; quand les pouvoirs  publics s&amp;rsquo;ent&amp;ecirc;teront-ils dans un mod&amp;egrave;le productiviste et polluant&amp;nbsp;?  Quand seront enfin privil&amp;eacute;gi&amp;eacute;s les int&amp;eacute;r&amp;ecirc;ts des agriculteurs plut&amp;ocirc;t que  les int&amp;eacute;r&amp;ecirc;ts financiers&amp;nbsp;?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Le Parti socialiste demande que ces  autorisations soient imm&amp;eacute;diatement suspendues. Il d&amp;eacute;fend un mod&amp;egrave;le  agricole &amp;eacute;cologiquement et &amp;eacute;conomiquement durable, loin de la politique  men&amp;eacute;e par la droite, qui n&amp;rsquo;a fait qu&amp;rsquo;appauvrir et mettre en danger nos  agriculteurs.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>9/11</title>
<id>http://www.etiennepourcher.fr/124_lien</id>
<updated>2011-09-11T11:08:28+02:00</updated>
<link href="http://www.etiennepourcher.fr/124_lien"/>

<summary type="html">&lt;p&gt;Il y a dix ans, deux avions s\'&amp;eacute;crasaient sur les twin towers &amp;agrave; New York, dans une action terroriste sans pr&amp;eacute;c&amp;eacute;dent qui tua des milliers d\'innocen...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Il y a dix ans, deux avions s\'&amp;eacute;crasaient sur les twin towers &amp;agrave; New York, dans une action terroriste sans pr&amp;eacute;c&amp;eacute;dent qui tua des milliers d\'innocents. Je voudrais avoir une pens&amp;eacute;e pour ces victimes innocentes et ces pompiers venus leur porter secours et engloutis sous l\'effondrement de cette connerie extr&amp;ecirc;miste sans limite. Pens&amp;eacute;e aussi pour ces jeunes soldats tomb&amp;eacute;s dans les guerres qui ont suivi. En ce jour je voudrais avoir une pens&amp;eacute;e pour ces autres tours qui s\'effondrent chaque jours sur les innocentes vistimes des dictatures, des int&amp;eacute;grismes de tous bords, des famines. Puissent les peuples du pourtour m&amp;eacute;diterran&amp;eacute;en qui se sont lib&amp;eacute;r&amp;eacute;s ne pas &amp;ecirc;tre spoli&amp;eacute;s de leur victoire par des fanatiques, puisse la corne de l\'Afrique nourrir tous ses enfants. Puissent les hommes construire enfin un monde fraternel et juste. C\'est peut &amp;ecirc;tre ma le&amp;ccedil;on du 11 septembre...&lt;/p&gt;]]>
</content>
</entry><entry>
<title>visite de N. Sarkozy : on va pas en faire un fromage!..</title>
<id>http://www.etiennepourcher.fr/123_lien</id>
<updated>2011-09-03T22:45:43+02:00</updated>
<link href="http://www.etiennepourcher.fr/123_lien"/>

<summary type="html">&lt;p style=\"text-align: justify;\"&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/president.jpg\" alt=\"\" width=\"284\" height=\"177\" /&gt;Pour son 4&lt;sup&gt;&amp;egrave;me&...</summary>
<content type="html">
<![CDATA[&lt;p style=\"text-align: justify;\"&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/president.jpg\" alt=\"\" width=\"284\" height=\"177\" /&gt;Pour son 4&lt;sup&gt;&amp;egrave;me&lt;/sup&gt; d&amp;eacute;placement dans les Vosges, N. Sarkozy a enfin trouv&amp;eacute; le chemin de l&amp;rsquo;arrondissement de Saint Di&amp;eacute; des Vosges. Enfin, pas exactement puis qu&amp;rsquo;il ne s&amp;rsquo;est arr&amp;ecirc;t&amp;eacute; que dans une mairie amie, oubliant au passage la sous Pr&amp;eacute;fecture, transformant ainsi cette visite en r&amp;eacute;union partisane. Mais l&amp;rsquo;essentiel n&amp;rsquo;est pas l&amp;agrave;.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;La  D&amp;eacute;odatie souffre durement avec le record de Lorraine pour le taux de ch&amp;ocirc;mage, la litanie des usines en difficult&amp;eacute;s ou en liquidation&amp;nbsp;: fili&amp;egrave;re papier avec Novacare (Laval), Le Souche (Anould), Chatelles (Raon)&amp;hellip;, fili&amp;egrave;re automobile en danger (Nompatelize)&amp;hellip; Bien s&amp;ucirc;r, la crise est mondiale. Mais un tel taux de ch&amp;ocirc;mage montre &amp;agrave; quel point elle frappe plus ici qu&amp;rsquo;ailleurs&amp;nbsp;! Et puis, notre arrondissement doit beaucoup de sa situation aux d&amp;eacute;cisions prises par le gouvernement de N. Sarkozy&amp;nbsp;: la suppression de services publics (Tribunaux de Prudhommes ou de grande instance, Banque de France&amp;hellip;) ce sont autant d&amp;rsquo;emplois en moins&amp;nbsp;; rien qu&amp;rsquo;en cette rentr&amp;eacute;e, 58 postes sont supprim&amp;eacute;s dans l&amp;rsquo;Education Nationale. Ce gouvernement organise de v&amp;eacute;ritables plans sociaux&amp;nbsp;! N. Sarkozy a voulu visiter une entreprise de la fili&amp;egrave;re photovolta&amp;iuml;que&amp;nbsp;: cette m&amp;ecirc;me fili&amp;egrave;re dans laquelle la France a pris du retard et qui, aujourd&amp;rsquo;hui, licencie du fait du moratoire d&amp;eacute;cid&amp;eacute; par le gouvernement sur 2011.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;On attendait donc le Pr&amp;eacute;sident et ses propositions &amp;ndash; m&amp;ecirc;me si notre r&amp;eacute;gion qui a connu les promesses sans suite de N. Sarkozy &amp;agrave; Grandange, lui qui avait promis le maintien de l&amp;rsquo;usine&amp;hellip;.toujours ferm&amp;eacute;e&amp;nbsp;! - . Qu&amp;rsquo;a-t-il annonc&amp;eacute;&amp;nbsp;? presque rien. 20&amp;nbsp;000 emplois aid&amp;eacute;s suppl&amp;eacute;mentaires, quand il en a supprim&amp;eacute; plus du triple il y a quelques mois&amp;hellip;La maison de l&amp;rsquo;emploi de la d&amp;eacute;odatie a vu son budget r&amp;eacute;duit d&amp;rsquo;un tiers&amp;nbsp;! Un peu comme la taxe sur les plus fortun&amp;eacute;s qu&amp;rsquo;on annonce &amp;agrave; grand renfort m&amp;eacute;diatique et qui rapportera 200 millions, quand 2 milliards leur ont &amp;eacute;t&amp;eacute; octroy&amp;eacute;s en cadeaux fiscaux il y a quelques mois en baissant d&amp;rsquo;autant l&amp;rsquo;ISF&amp;hellip; Pendant ce temps, les autres Fran&amp;ccedil;ais payeront tous de nouvelles taxes, sur les sodas, etc. bref leur vie quotidienne. Jusqu&amp;rsquo;aux parcs d&amp;rsquo;attractions&amp;nbsp;! le gouvernement Sarkozy a m&amp;ecirc;me r&amp;eacute;ussi &amp;agrave; faire payer les enfants&amp;nbsp;! quand on sait qu&amp;rsquo;un parc comme celui de Fraispertuis offre de nombreux jobs d&amp;rsquo;&amp;eacute;t&amp;eacute; aux plus jeunes dont le taux de ch&amp;ocirc;mage d&amp;eacute;passe 25%... un comble&amp;nbsp;! et puis s&amp;rsquo;attaquer par de nouvelles taxes au pouvoir d&amp;rsquo;achat des classes moyennes et modestes, c&amp;rsquo;est se priver de consommation, donc de croissance et d&amp;rsquo;emplois dans nos entreprises. Le travail sur l&amp;rsquo;apprentissage est en soi une bonne piste, m&amp;ecirc;me si elle vient tard, &amp;agrave; la fin de ce septennat. Symbole de la visite de N. Sarkozy dans les Vosges&amp;nbsp;: le groupe Lactalys a annonc&amp;eacute; la fermeture de la fromagerie de Xertigny alors qu&amp;rsquo;elle fonctionnait bien et que le groupe semble bien se porter financi&amp;egrave;rement puisqu&amp;rsquo;il vient d&amp;rsquo;acheter un grand groupe concurrent italien. C&amp;rsquo;est ce groupe qui fabrique le brie &amp;laquo;&amp;nbsp;Pr&amp;eacute;sident&amp;nbsp;&amp;raquo;&amp;hellip; alors, oui, en 2012, les vosgiens devront trouver une alternative &amp;agrave; leur &amp;laquo;&amp;nbsp;Pr&amp;eacute;sident&amp;nbsp;&amp;raquo;.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>la rentrée politique : à l\'école \"primaires\"</title>
<id>http://www.etiennepourcher.fr/121_lien</id>
<updated>2011-08-29T22:51:05+02:00</updated>
<link href="http://www.etiennepourcher.fr/121_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/index.jpg\" alt=\"\" width=\"265\" height=\"190\" /&gt; La rentr&amp;eacute;e politique est incontestablement marqu&amp;eacute...</summary>
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<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/index.jpg\" alt=\"\" width=\"265\" height=\"190\" /&gt; La rentr&amp;eacute;e politique est incontestablement marqu&amp;eacute;e par l\'Universit&amp;eacute; d\'&amp;eacute;t&amp;eacute; du Parti Socialiste &amp;agrave; La Rochelle, qui a constitu&amp;eacute; le v&amp;eacute;ritablement lancement des primaires citoyennes. Ce sera le moment essentiel de ces prochaines semaines : chacun va pouvoir participer au choix du candidat ou de la candidate socialiste pour les &amp;eacute;lections pr&amp;eacute;sidentielles de 2012. Quel autre parti va ouvrir des dizaines de milliers de bureaux de vote qui accueilleront vous et moi, tous les citoyens de gauche, pour un choix majeur?&lt;/p&gt;
&lt;p&gt;Bien s&amp;ucirc;r, &amp;agrave; La Rochelle, les m&amp;eacute;dias &amp;eacute;taient &amp;agrave; l\'aff&amp;ucirc;t des petites phrases, des divisions... mais j\'y ai au contraire vu des militants socialistes qui &amp;eacute;taient heureux de se retrouver, et des responsables socialistes qui avaient pris exactement conscience de l\'enjeu, de l\'attente des Fran&amp;ccedil;ais qui veulent tr&amp;egrave;s majoritairement changer de pr&amp;eacute;sident, de la n&amp;eacute;cessit&amp;eacute; de mobiliser les socialistes, puis la gauche et enfin une majorit&amp;eacute; de Fran&amp;ccedil;ais sur ce projet alternatif que nous avons construit.&lt;/p&gt;
&lt;p&gt;La Rochelle ce sont des s&amp;eacute;ances pleini&amp;egrave;res o&amp;ugrave; de \"grands\" invit&amp;eacute;s d&amp;eacute;battent sur les grands th&amp;egrave;mes d\'actualit&amp;eacute;, mais aussi des ateliers o&amp;ugrave; 30 &amp;agrave; 50 personnes peuvent &amp;eacute;changer avec des sp&amp;eacute;cialistes sur une question th&amp;eacute;matique; ce sont aussi des projections de films politiques, des stands associatifs... et puis les couloirs, le vieux port, les bars... &lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/encan.JPG\" alt=\"\" width=\"368\" height=\"219\" /&gt;&lt;/p&gt;
&lt;p&gt;Comme l\'a dit Fran&amp;ccedil;ois Hollande, que je soutiens dans cette primaire, il ne s\'agit pas de se mobiliser contre les autres candidats, mais de se mobiliser pour qu\'un maximum de Fran&amp;ccedil;aises et de Fran&amp;ccedil;ais participent &amp;agrave; ce vote des 9 et 16 octobre prochains. Cette mobilisation donnera la l&amp;eacute;gitimit&amp;eacute; et l\'&amp;eacute;lan n&amp;eacute;cessaire au candidat qui sera choisi. Car, la victoire n&amp;eacute;cessitera le rassemblement de tous. La victoire, tant attendue par les Fran&amp;ccedil;ais, ce sera en mai 2012.&lt;/p&gt;]]>
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</entry><entry>
<title>suicides à l\'ONF :  que l\'Etat cesse d\'affaiblir l\'Office National des Forêts</title>
<id>http://www.etiennepourcher.fr/120_lien</id>
<updated>2011-07-21T21:28:08+02:00</updated>
<link href="http://www.etiennepourcher.fr/120_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/logoONF.gif\" alt=\"\" width=\"260\" height=\"107\" /&gt;Le Parti Socialiste, par la voix de son Secr&amp;eacute;taire Nationa...</summary>
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<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/logoONF.gif\" alt=\"\" width=\"260\" height=\"107\" /&gt;Le Parti Socialiste, par la voix de son Secr&amp;eacute;taire National &amp;agrave; l\'agriculture et la ruralit&amp;eacute;, a repris le communiqu&amp;eacute; suivant que je lui ai sugg&amp;eacute;r&amp;eacute; :&lt;/p&gt;
&lt;p&gt;\"Le Conseil d&amp;rsquo;Administration de l&amp;rsquo;Office National des For&amp;ecirc;ts s\'est r&amp;eacute;uni ce mercredi 20 juillet pour &amp;eacute;voquer le prochain contrat 2012 &amp;ndash; 2016 entre l&amp;rsquo;Etat, l&amp;rsquo;ONF et, pour la premi&amp;egrave;re fois la FNCOFOR (F&amp;eacute;d&amp;eacute;ration des Communes Foresti&amp;egrave;res).&lt;/p&gt;
&lt;p&gt;Alors que plusieurs suicides au sein de l&amp;rsquo;ONF auraient d&amp;ucirc; alerter les pouvoirs publics sur le malaise sans pr&amp;eacute;c&amp;eacute;dent des personnels de l&amp;rsquo;ONF, 700 nouvelles suppressions de postes sont pr&amp;eacute;vues par ce projet de contrat. Le Parti Socialiste s&amp;rsquo;indigne de cette proposition, et apporte son soutien aux personnels de l&amp;rsquo;ONF, qui subissent une&amp;nbsp; d&amp;eacute;gradation croissante de leurs conditions de travail.&lt;/p&gt;
&lt;p&gt;Plus g&amp;eacute;n&amp;eacute;ralement, le Parti Socialiste d&amp;eacute;plore le manque d&amp;rsquo;ambition de ce projet. Il demande une r&amp;eacute;elle politique industrielle pour la fili&amp;egrave;re bois, r&amp;eacute;affirme&amp;nbsp;son attachement &amp;agrave; la for&amp;ecirc;t publique dans une p&amp;eacute;riode o&amp;ugrave; les &amp;eacute;pisodes de bradage, comme l&amp;rsquo;affaire de Compi&amp;egrave;gne, sont l&amp;eacute;gion, et exige le maintien du r&amp;eacute;gime forestier, remis en cause par de nombreux rapports command&amp;eacute;s par le gouvernement .\"&lt;/p&gt;]]>
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</entry><entry>
<title>Dépendance : les propositions de l\'Assemblée des Départements de France</title>
<id>http://www.etiennepourcher.fr/119_lien</id>
<updated>2011-07-18T21:50:13+02:00</updated>
<link href="http://www.etiennepourcher.fr/119_lien"/>

<summary type="html">&lt;p&gt;Bureau de l&amp;rsquo;Assembl&amp;eacute;e des D&amp;eacute;partements de France&lt;br /&gt;D&amp;eacute;lib&amp;eacute;ration du 12 juillet 2011&lt;br /&gt;Une soci&amp;eacute;t&amp;eacute; ...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Bureau de l&amp;rsquo;Assembl&amp;eacute;e des D&amp;eacute;partements de France&lt;br /&gt;D&amp;eacute;lib&amp;eacute;ration du 12 juillet 2011&lt;br /&gt;Une soci&amp;eacute;t&amp;eacute; de solidarit&amp;eacute; entre les g&amp;eacute;n&amp;eacute;rations&lt;br /&gt;Sur le rapport de Monsieur Yves DAUDIGNY, vice-pr&amp;eacute;sident de l&amp;rsquo;ADF, pr&amp;eacute;sident de la&lt;br /&gt;commission des Politiques sociales et familiales, relatif aux orientations de l&amp;rsquo;ADF sur&lt;br /&gt;l&amp;rsquo;autonomie et la d&amp;eacute;pendance des a&amp;icirc;n&amp;eacute;s, faisant suite aux travaux et analyses men&amp;eacute;s par&lt;br /&gt;l&amp;rsquo;ADF depuis plus d&amp;rsquo;une ann&amp;eacute;e,&lt;br /&gt; Consid&amp;eacute;rant que le vieillissement de la population qui r&amp;eacute;sulte des progr&amp;egrave;s m&amp;eacute;dicaux,&lt;br /&gt;des acquis de la protection sociale, de l&amp;rsquo;&amp;eacute;ducation des citoyens, des pratiques sportives et&lt;br /&gt;culturelles et de l&amp;rsquo;am&amp;eacute;lioration des conditions de travail dans les entreprises, constitue&lt;br /&gt;une avanc&amp;eacute;e sociale et humaine majeures dans notre pays depuis 1945 ;&lt;br /&gt; Consid&amp;eacute;rant que la proportion des a&amp;icirc;n&amp;eacute;s en perte d&amp;rsquo;autonomie n&amp;rsquo;augmentera pas&lt;br /&gt;significativement &amp;agrave; l&amp;rsquo;horizon 2030, selon les projections d&amp;eacute;mographiques toutes&lt;br /&gt;convergentes tant des groupes de travail mis en place par l&amp;rsquo;Etat que de l&amp;rsquo;ADF ;&lt;br /&gt; Consid&amp;eacute;rant que les d&amp;eacute;partements, pivots de l&amp;rsquo;action sociale depuis les lois de&lt;br /&gt;d&amp;eacute;centralisation de 1982-1983, consacrent pr&amp;egrave;s du quart de leurs d&amp;eacute;penses d&amp;rsquo;action&lt;br /&gt;sociale aux personnes &amp;acirc;g&amp;eacute;es ;&lt;br /&gt; Consid&amp;eacute;rant qu&amp;rsquo;ils d&amp;eacute;ploient des politiques publiques en faveur des a&amp;icirc;n&amp;eacute;s en particulier&lt;br /&gt;en finan&amp;ccedil;ant l&amp;rsquo;APA (5,2 Mds&amp;euro; en 2010), l&amp;rsquo;aide sociale &amp;agrave; l&amp;rsquo;h&amp;eacute;bergement (1,2 Md&amp;euro;) des&lt;br /&gt;logements adapt&amp;eacute;s, l&amp;rsquo;accompagnement des familles &amp;agrave; domicile ainsi que des mesures&lt;br /&gt;pr&amp;eacute;ventives de maintien de l&amp;rsquo;autonomie, et en programmant les investissements des&lt;br /&gt;&amp;eacute;tablissements ;&lt;br /&gt; Consid&amp;eacute;rant que ces politiques d&amp;eacute;partementales en faveur des personnes &amp;acirc;g&amp;eacute;es et&lt;br /&gt;retrait&amp;eacute;es sont &amp;agrave; l&amp;rsquo;origine d&amp;rsquo;activit&amp;eacute;s &amp;eacute;conomiques (avec nombreux effets directs, indirects&lt;br /&gt;et induits), de nombreux emplois li&amp;eacute;s au territoire, de formations, de richesses et de&lt;br /&gt;bien-&amp;ecirc;tre pour nos populations ;&lt;br /&gt; Consid&amp;eacute;rant que la soci&amp;eacute;t&amp;eacute; doit pr&amp;eacute;server le libre choix de ses a&amp;icirc;n&amp;eacute;s et de leurs&lt;br /&gt;familles, plut&amp;ocirc;t que de les enfermer dans l&amp;rsquo;alternative entre le &amp;laquo; tout domicile &amp;raquo; et le&lt;br /&gt;&amp;laquo; tout &amp;eacute;tablissement &amp;raquo;, tout particuli&amp;egrave;rement en adaptant leurs conditions d&amp;rsquo;h&amp;eacute;bergement&lt;br /&gt;et en agissant sur le reste &amp;agrave; charge qu&amp;rsquo;ils supportent ;&lt;br /&gt; Consid&amp;eacute;rant que le p&amp;eacute;rim&amp;egrave;tre actuel de la perte d&amp;rsquo;autonomie, net des d&amp;eacute;penses&lt;br /&gt;d&amp;rsquo;assurance maladie (soins hospitaliers, ONDAM m&amp;eacute;dico-social, frais de m&amp;eacute;decine&lt;br /&gt;ambulatoire des plus de 75 ans) atteint en 2010 un montant de plus de 6,5 Mds&amp;euro; (APA et&lt;br /&gt;aide sociale &amp;agrave; l&amp;rsquo;h&amp;eacute;bergement), et que le besoin de financement compl&amp;eacute;mentaire selon les&lt;br /&gt;projections d&amp;eacute;mographiques &amp;agrave; l&amp;rsquo;horizon 2030 s&amp;rsquo;&amp;eacute;tablit au moins &amp;agrave; 4,6 Mds&amp;euro; - besoin de&lt;br /&gt;financement qui pourrait toutefois &amp;ecirc;tre r&amp;eacute;estim&amp;eacute; sous les effets de l&amp;rsquo;am&amp;eacute;lioration de la&lt;br /&gt;professionnalisation et du taux d&amp;rsquo;encadrement des prises en charge &amp;agrave; domicile et en&lt;br /&gt;&amp;eacute;tablissement et de l&amp;rsquo;indexation des salaires comme de l&amp;rsquo;augmentation des prix ;&lt;br /&gt;- 2 -&lt;br /&gt;Le Bureau de l&amp;rsquo;Assembl&amp;eacute;e des D&amp;eacute;partements de France, r&amp;eacute;uni &amp;agrave; Paris le 12 juillet 2011 :&lt;br /&gt;R&amp;eacute;affirme que le d&amp;eacute;partement doit &amp;ecirc;tre confirm&amp;eacute; et confort&amp;eacute; dans un r&amp;ocirc;le de chef&lt;br /&gt;de file d&amp;rsquo;une politique globale en faveur des personnes &amp;acirc;g&amp;eacute;es ;&lt;br /&gt;Propose que la politique de pr&amp;eacute;vention sociale et d&amp;rsquo;accompagnement de la perte&lt;br /&gt;d&amp;rsquo;autonomie des acteurs publics associatifs et priv&amp;eacute;s soit d&amp;eacute;sormais conduite par&lt;br /&gt;les d&amp;eacute;partements en partenariat avec les ARS ;&lt;br /&gt;Propose que le volet d&amp;eacute;partemental des sch&amp;eacute;mas r&amp;eacute;gionaux de pr&amp;eacute;vention,&lt;br /&gt;s&amp;rsquo;attache tout particuli&amp;egrave;rement &amp;agrave; d&amp;eacute;velopper des politiques d&amp;rsquo;adaptation des&lt;br /&gt;logements, &amp;agrave; concevoir des parcours diff&amp;eacute;renci&amp;eacute;s et coordonn&amp;eacute;s d&amp;rsquo;h&amp;eacute;bergement&lt;br /&gt;pour &amp;eacute;viter notamment une m&amp;eacute;dicalisation excessive des &amp;eacute;tablissements ;&lt;br /&gt;Propose une refondation de l&amp;rsquo;aide &amp;agrave; domicile prestataire autoris&amp;eacute; par les conseils&lt;br /&gt;g&amp;eacute;n&amp;eacute;raux qui recueille l&amp;rsquo;adh&amp;eacute;sion des principales f&amp;eacute;d&amp;eacute;rations repr&amp;eacute;sentatives de ce&lt;br /&gt;secteur ;&lt;br /&gt;Souhaite r&amp;eacute;duire le reste &amp;agrave; charge des r&amp;eacute;sidents en &amp;eacute;tablissement par des&lt;br /&gt;mesures techniques et financi&amp;egrave;res (suppression de la taxe sur les salaires et TVA &amp;agrave;&lt;br /&gt;taux r&amp;eacute;duit, prise en charge par l&amp;rsquo;assurance maladie des aides soignants et des&lt;br /&gt;dispositifs en faveur de la prise en charge de la maladie d&amp;rsquo;Alzheimer&amp;hellip;) ;&lt;br /&gt;Demande &amp;agrave; ce que les &amp;eacute;tablissements accueillant les a&amp;icirc;n&amp;eacute;s ayant des besoins en&lt;br /&gt;soins importants et un niveau de perte d&amp;rsquo;autonomie &amp;eacute;lev&amp;eacute;e, soient pris en charge&lt;br /&gt;par l&amp;rsquo;assurance maladie ;&lt;br /&gt;Souligne que parmi les scenarii avanc&amp;eacute;s, celui qui r&amp;eacute;serve un r&amp;ocirc;le &amp;agrave; l&amp;rsquo;assurance&lt;br /&gt;priv&amp;eacute;e obligatoire doit &amp;ecirc;tre exclu car il ne garantit pas un financement juste de la&lt;br /&gt;perte d&amp;rsquo;autonomie dans notre soci&amp;eacute;t&amp;eacute;. En revanche, demeure l&amp;rsquo;adh&amp;eacute;sion&lt;br /&gt;facultative &amp;agrave; un r&amp;eacute;gime assurantiel compl&amp;eacute;mentaire ;&lt;br /&gt;Consid&amp;egrave;re que la cr&amp;eacute;ation d&amp;rsquo;une nouvelle branche de S&amp;eacute;curit&amp;eacute; sociale de droit&lt;br /&gt;commun n&amp;rsquo;est adapt&amp;eacute;e ni aux enjeux de financement, ni &amp;agrave; l&amp;rsquo;exigence d&amp;rsquo;une&lt;br /&gt;gouvernance en ad&amp;eacute;quation avec la pluralit&amp;eacute; et la diversit&amp;eacute; des partenaires ;&lt;br /&gt;Se prononce en faveur d&amp;rsquo;une solution qui &amp;eacute;rige la CNSA en caisse &amp;laquo; autonomie &amp;raquo;,&lt;br /&gt;&amp;laquo; maison commune &amp;raquo; &amp;agrave; l&amp;rsquo;Etat, aux d&amp;eacute;partements et aux partenaires sociaux dont&lt;br /&gt;font partie les organisations d&amp;rsquo;usagers ;&lt;br /&gt;Affirme que le financement de la perte d&amp;rsquo;autonomie doit reposer sur un&lt;br /&gt;financement public, fond&amp;eacute; sur une double mobilisation de la solidarit&amp;eacute; &amp;ndash; une&lt;br /&gt;imposition nationale compl&amp;eacute;t&amp;eacute;e par des ressources fiscales locales ;&lt;br /&gt;Exige de l&amp;rsquo;Etat qu&amp;rsquo;il porte le financement national de l&amp;rsquo;APA, allocation universelle&lt;br /&gt;de solidarit&amp;eacute;, au moins &amp;agrave; la moiti&amp;eacute; des d&amp;eacute;penses r&amp;eacute;ellement expos&amp;eacute;es par les&lt;br /&gt;d&amp;eacute;partements ;&lt;br /&gt;Demande le renforcement du plan d&amp;rsquo;aide &amp;agrave; l&amp;rsquo;investissement et &amp;agrave; la modernisation&lt;br /&gt;des &amp;eacute;tablissements accueillant des personnes &amp;acirc;g&amp;eacute;es d&amp;eacute;pendantes y compris les&lt;br /&gt;structures de r&amp;eacute;pit dans le cadre de l&amp;rsquo;aide aux aidants ;&lt;br /&gt;Constate, compte tenu des r&amp;eacute;sultats de toutes les projections d&amp;eacute;mographiques et&lt;br /&gt;financi&amp;egrave;res, que les enjeux sont tout &amp;agrave; fait soutenables pour la France d&amp;egrave;s lors&lt;br /&gt;qu&amp;rsquo;il est fait appel &amp;agrave; une gamme vari&amp;eacute;e de recettes fiscales :&lt;br /&gt;- 3 -&lt;br /&gt; L&amp;rsquo;&amp;eacute;largissement dans un premier temps de l&amp;rsquo;assiette de la CSA aux non&lt;br /&gt;salari&amp;eacute;s ;&lt;br /&gt; La r&amp;eacute;affectation au financement de la perte d&amp;rsquo;autonomie du produit de la TVA&lt;br /&gt;sur la restauration, apr&amp;egrave;s r&amp;eacute;ajustement du taux ;&lt;br /&gt; L&amp;rsquo;affectation au financement de la perte d&amp;rsquo;autonomie d&amp;rsquo;un pourcentage&lt;br /&gt;progressif sur les droits de succession, pourcentage dont le seuil de&lt;br /&gt;d&amp;eacute;clenchement et la progressivit&amp;eacute; seront fonction de l&amp;rsquo;importance de la&lt;br /&gt;succession et de la zone de cout de l&amp;rsquo;immobilier ;&lt;br /&gt; L&amp;rsquo;&amp;eacute;largissement de la CSG des retrait&amp;eacute;s mais en prenant en compte le niveau&lt;br /&gt;r&amp;eacute;el des ressources ;&lt;br /&gt; La r&amp;eacute;affectation des cr&amp;eacute;dits de la CSA d&amp;eacute;riv&amp;eacute;s sur l&amp;rsquo;ONDAM au profit de la&lt;br /&gt;compensation de l&amp;rsquo;APA.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>aider les projets innovants du territoire</title>
<id>http://www.etiennepourcher.fr/117_lien</id>
<updated>2011-07-05T14:39:08+02:00</updated>
<link href="http://www.etiennepourcher.fr/117_lien"/>

<summary type="html">&lt;p&gt;Le Pays  de la D&amp;eacute;odatie, a &amp;eacute;t&amp;eacute; s&amp;eacute;lectionn&amp;eacute; en tant que Groupe d&amp;rsquo;Action Local &amp;ndash; GAL au titre de LEADER (Fonds Europ&a...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Le Pays  de la D&amp;eacute;odatie, a &amp;eacute;t&amp;eacute; s&amp;eacute;lectionn&amp;eacute; en tant que Groupe d&amp;rsquo;Action Local &amp;ndash; GAL au titre de LEADER (Fonds Europ&amp;eacute;ens de d&amp;eacute;veloppement rural) sur son projet intitul&amp;eacute; : &lt;em&gt;Cultures &amp;amp; Ruralit&amp;eacute;, Tradition &amp;amp; Modernit&amp;eacute;.&lt;/em&gt; Ainsi, avec une enveloppe de pr&amp;egrave;s d&amp;rsquo;un million d&amp;rsquo;euros, le Syndicat Mixte du Pays de la  D&amp;eacute;odatie, pr&amp;eacute;sid&amp;eacute; par Etienne Pourcher, souhaite soutenir le d&amp;eacute;veloppement du territoire.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Ainsi le GAL du Pays  de la D&amp;eacute;odatie a travers son dispositif &amp;laquo;&amp;nbsp;aide &amp;agrave; la cr&amp;eacute;ation et au d&amp;eacute;veloppement des micro entreprises&amp;nbsp;&amp;raquo;, a lanc&amp;eacute; un appel &amp;agrave; projet pour l&amp;rsquo;ann&amp;eacute;e 2011. Il s&amp;rsquo;agit d&amp;rsquo;appuyer les actions ayant pour but de cr&amp;eacute;er un environnement favorable au d&amp;eacute;veloppement et &amp;agrave; la promotion d&amp;rsquo;activit&amp;eacute;s, s&amp;rsquo;appuyant sur les ressources du territoire et en lien avec le d&amp;eacute;veloppement durable (fili&amp;egrave;re bois, &amp;eacute;nergie&amp;hellip;), ou dans le domaine touristique, par un soutien aux organismes d&amp;rsquo;appui, dans le domaine de l&amp;rsquo;adaptation et la diffusion de l&amp;rsquo;innovation technique, dans celui de la mutualisation de fonctions de management, ou plus g&amp;eacute;n&amp;eacute;ralement en mati&amp;egrave;re d&amp;rsquo;animation &amp;eacute;conomique.&lt;/p&gt;
&lt;p&gt;Cet appel &amp;agrave; projet est ouvert aux:&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;strong&gt;Micro-entreprise&lt;/strong&gt;&amp;nbsp;: &lt;em&gt;La &lt;/em&gt;&lt;em&gt;&lt;a title=\"Commission europ&amp;eacute;enne\" href=\"http://fr.wikipedia.org/wiki/Commission_europ%C3%A9enne\"&gt;Commission europ&amp;eacute;enne&lt;/a&gt;&lt;/em&gt;&lt;em&gt; a pris une recommandation (6 mai 2003 - 2003/361/CE) pour notamment d&amp;eacute;finir les micro entreprises (entreprises qui occupent moins de 10 personnes et dont le &lt;/em&gt;&lt;em&gt;&lt;a title=\"Chiffre d\'affaires\" href=\"http://fr.wikipedia.org/wiki/Chiffre_d%27affaires\"&gt;chiffre d\'affaires&lt;/a&gt;&lt;/em&gt;&lt;em&gt; annuel ou le total du bilan n\'exc&amp;egrave;de pas 2 millions d\'euros)&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;strong&gt;Personne priv&amp;eacute;e / &amp;eacute;tudiant&amp;nbsp;: &lt;/strong&gt;ayant une id&amp;eacute;e innovante permettant de d&amp;eacute;velopper ou de cr&amp;eacute;er de l&amp;rsquo;activit&amp;eacute; &amp;eacute;conomique sur le territoire du Pays, en vu de cr&amp;eacute;er &amp;eacute;galement une micro entreprise&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;strong&gt;Office du Tourisme &amp;ndash; Syndicat d&amp;rsquo;Initiatives / association du tourisme/association secteur marchand&lt;/strong&gt; (dans le cadre d&amp;rsquo;une action collective et innovante)&lt;/p&gt;
&lt;p&gt;Le projet doit &amp;ecirc;tre r&amp;eacute;alis&amp;eacute; sur le territoire du Pays de la D&amp;eacute;odatie, et il doit avoir un cofinancement public pour b&amp;eacute;n&amp;eacute;ficier des fonds europ&amp;eacute;en au titre de LEADER.&lt;/p&gt;
&lt;p&gt;Les op&amp;eacute;rations &amp;eacute;ligibles sont les suivants&amp;nbsp;:&lt;/p&gt;
&lt;p class=\"textejustifi\"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Soutien &amp;agrave; la cr&amp;eacute;ation et/ou au d&amp;eacute;veloppement d&amp;rsquo;activit&amp;eacute; s&amp;rsquo;appuyant sur les &lt;strong&gt;ressources locales&lt;/strong&gt; du territoire, qui apporte une plus-value en mati&amp;egrave;re de d&amp;eacute;veloppement durable&lt;/p&gt;
&lt;p class=\"textejustifi\"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Cr&amp;eacute;ation d&amp;rsquo;une offre de produits innovants / sp&amp;eacute;cifiques, en utilisant les comp&amp;eacute;tences compl&amp;eacute;mentaires disponibles sur le territoire (en priorit&amp;eacute;)&lt;/p&gt;
&lt;p class=\"textejustifi\"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Conception et r&amp;eacute;alisation d&amp;rsquo;un objet d&amp;eacute;clinable et symbolisant le territoire&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Proc&amp;eacute;dure&amp;nbsp;:&lt;/p&gt;
&lt;p&gt;Vous avez un projet qui pourrait rentrer dans l&amp;rsquo;appel &amp;agrave; projet&lt;/p&gt;
&lt;p&gt;1/ t&amp;eacute;l&amp;eacute;charger l&amp;rsquo;appel &amp;agrave; projet (qui pr&amp;eacute;cise les op&amp;eacute;rations et d&amp;eacute;penses &amp;eacute;ligibles ainsi que les crit&amp;egrave;res de s&amp;eacute;lection) sur notre site Internet&amp;nbsp;: &lt;a href=\"http://www.deodatie.com/2/theme.html?id=1192\"&gt;http://www.deodatie.com/2/theme.html?id=1192&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;2/ Contacter M&amp;eacute;lanie COLIN, charg&amp;eacute;e de mission LEADER au 03.29.56.91.13 ou par courriel&amp;nbsp;: &lt;a href=\"mailto:mcolin@deodatie.com\"&gt;mcolin@deodatie.com&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;3/ D&amp;eacute;poser un dossier (selon le formulaire t&amp;eacute;l&amp;eacute;chargeable) pour le 31 octobre 2011 &amp;ndash; 17h00&lt;/p&gt;
&lt;p&gt;4/ Examen du dossier&lt;/p&gt;]]>
</content>
</entry><entry>
<title>rapport des services de l\'Etat dans les Vosges</title>
<id>http://www.etiennepourcher.fr/115_lien</id>
<updated>2011-06-24T22:02:06+02:00</updated>
<link href="http://www.etiennepourcher.fr/115_lien"/>

<summary type="html">&lt;p&gt;Chaque ann&amp;eacute;e, le Pr&amp;eacute;fet vient devant le Conseil G&amp;eacute;n&amp;eacute;ral des Vosges pr&amp;eacute;senter le rapport des services de l&amp;rsquo;Etat dans le D&amp;e...</summary>
<content type="html">
<![CDATA[&lt;p&gt;Chaque ann&amp;eacute;e, le Pr&amp;eacute;fet vient devant le Conseil G&amp;eacute;n&amp;eacute;ral des Vosges pr&amp;eacute;senter le rapport des services de l&amp;rsquo;Etat dans le D&amp;eacute;partement. C&amp;rsquo;est l&amp;rsquo;occasion pour les &amp;eacute;lus de l&amp;rsquo;interroger sur les politiques mises en &amp;oelig;uvre.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Voici les points sur lesquels j&amp;rsquo;ai interrog&amp;eacute; Monsieur le Pr&amp;eacute;fet cette ann&amp;eacute;e&amp;nbsp;:&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;L&amp;rsquo;emploi&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Le non remplacement d&amp;rsquo;un fonctionnaire sur deux partant en retraite a des cons&amp;eacute;quences non n&amp;eacute;gligeables sur le service rendu au public. Si certains slogans de campagne populistes sur le nombre de fonctionnaires ont pu &amp;ecirc;tre repris, je ne m&amp;rsquo;inscris pas dans cette logique tant je consid&amp;egrave;re que les fonctionnaires qu&amp;rsquo;ils soient d&amp;rsquo;Etat, de la Fonction Publique territoriale ou encore hospitali&amp;egrave;re sont au service de l&amp;rsquo;int&amp;eacute;r&amp;ecirc;t g&amp;eacute;n&amp;eacute;ral. Ainsi, la mise en &amp;oelig;uvre de la  RGPP dans notre d&amp;eacute;partement concerne beaucoup de services publics, comme par exemple l&amp;rsquo;Education Nationale et j&amp;rsquo;attire l&amp;rsquo;attention de M. le Pr&amp;eacute;fet sur l&amp;rsquo;inqui&amp;eacute;tude des parents d&amp;rsquo;&amp;eacute;l&amp;egrave;ves, enseignants et &amp;eacute;lus. Par ailleurs cela concerne tout aussi bien les fermetures de classes dans le primaire que les dotations horaires des coll&amp;egrave;ges, de la comp&amp;eacute;tence du Conseil G&amp;eacute;n&amp;eacute;ral ou des Ly&amp;ccedil;&amp;eacute;es. Cela a des cons&amp;eacute;quences sur la qualit&amp;eacute; de l&amp;rsquo;enseignement dans un D&amp;eacute;partement o&amp;ugrave; les probl&amp;egrave;mes &amp;eacute;conomiques et sociaux sont d&amp;eacute;j&amp;agrave; grands&amp;hellip; Par ailleurs, le sort r&amp;eacute;serv&amp;eacute; aux Auxiliaires de Vie Scolaire qui voient leurs contrats arriver &amp;agrave; &amp;eacute;ch&amp;eacute;ance et n&amp;rsquo;&amp;ecirc;tre pas renouvel&amp;eacute; est souvent &amp;eacute;prouvant pour eux alors qu&amp;rsquo;ils avaient d&amp;eacute;montr&amp;eacute; leur utilit&amp;eacute;.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Par ailleurs, l&amp;rsquo;emploi priv&amp;eacute; est &amp;eacute;galement au c&amp;oelig;ur de mes pr&amp;eacute;occupations et le niveau du ch&amp;ocirc;mage dans notre d&amp;eacute;partement est insupportable. Pour aider les vosgiens &amp;agrave; retrouver du travail, p&amp;ocirc;le emploi doit avoir les moyens n&amp;eacute;cessaires et j&amp;rsquo;entends dire que les conseillers ont jusqu&amp;rsquo;&amp;agrave; 150, 180 voire 200 demandeurs &amp;agrave; s&amp;rsquo;occuper&amp;nbsp;! dans ces conditions, comment assurer un suivi rapproch&amp;eacute;. Or, on le voit avec le CTP, la cl&amp;eacute; de la r&amp;eacute;ussite est la disponibilit&amp;eacute; du conseiller et le suivi. Autre point&amp;nbsp;: des &amp;laquo;&amp;nbsp;points emploi&amp;nbsp;&amp;raquo; ont vu le jour dans les Relais de Service Public des Communaut&amp;eacute;s de Communes&amp;nbsp;; or, des subventions attendues depuis 2008/2009 ne sont toujours pas vers&amp;eacute;es pour les investissements r&amp;eacute;alis&amp;eacute;s, notamment dans la vall&amp;eacute;e de la  Fave et &amp;agrave; Brouvelieures.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Le poids financier de l&amp;rsquo;Etat&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Alors que les dotations aux maisons de retraite sont essentielles au bon fonctionnement de celles-ci et par cons&amp;eacute;quent au service aux personnes &amp;acirc;g&amp;eacute;es, les dotations, plus g&amp;eacute;n&amp;eacute;rales, de l&amp;rsquo;Etat au Conseil G&amp;eacute;n&amp;eacute;ral des Vosges pour compenser les dotations de solidarit&amp;eacute; transf&amp;eacute;r&amp;eacute;es (Aide personnalis&amp;eacute;e &amp;agrave; l&amp;rsquo;Autonomie, APA, Revenu de Solidarit&amp;eacute; Active, RSA et Prime de Compensation du Handicap, PCH) sont insuffisantes quand la Dotation Globale de Fonctionnement stagne. Pour le D&amp;eacute;partement des Vosges, la dette de l&amp;rsquo;Etat envers le Conseil G&amp;eacute;n&amp;eacute;ral s&amp;rsquo;&amp;eacute;l&amp;egrave;ve d&amp;eacute;j&amp;agrave; &amp;agrave; plus de 113 millions d&amp;rsquo;euros et va s&amp;rsquo;accro&amp;icirc;tre cette ann&amp;eacute;e encore. D&amp;eacute;j&amp;agrave;, des d&amp;eacute;partements fran&amp;ccedil;ais ont engag&amp;eacute; des recours envers le Gouvernement et je compte bien que le n&amp;ocirc;tre les suivra dans leurs d&amp;eacute;marches.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Concernant les fonds europ&amp;eacute;ens, trop souvent oubli&amp;eacute;s dans les dotations publiques, j&amp;rsquo;attire votre attention, Monsieur le Pr&amp;eacute;fet, sur les difficult&amp;eacute;s rencontr&amp;eacute;es par les gestionnaires de fonds leader, comme le pays de la D&amp;eacute;odatie mais cela est vrai dans toute la France. A l&amp;rsquo;heure o&amp;ugrave; la France a peur de rendre &amp;agrave; Bruxelles des cr&amp;eacute;dits non consomm&amp;eacute;s, je regrette que la France ait mis en place un syst&amp;egrave;me bureaucratique tellement complexe que, bien que nous ayons attribu&amp;eacute; des subventions localement depuis 2009, celles-ci ne sont toujours pas d&amp;eacute;bloqu&amp;eacute;es par l&amp;rsquo;Etat, mettant en difficult&amp;eacute;s entreprises, associations&amp;hellip;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;La Ruralit&amp;eacute;&lt;/strong&gt;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Lors de la r&amp;eacute;organisation de la gendarmerie, vous m&amp;rsquo;avez &amp;eacute;crit que vous veilleriez au devenir du b&amp;acirc;timent de Brouvelieures afin de lui trouver un usage de service pour les habitants. Qu&amp;rsquo;en est-il aujourd&amp;rsquo;hui&amp;nbsp;?&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Alors que l&amp;rsquo;Etat s&amp;rsquo;appr&amp;ecirc;te &amp;agrave; signer un nouveau contrat Etat-ONF-Communes Foresti&amp;egrave;res, deux rapports r&amp;eacute;cents, l&amp;rsquo;un des services de Bercy en d&amp;eacute;cembre dernier l&amp;rsquo;autre d&amp;rsquo;inspecteur g&amp;eacute;n&amp;eacute;raux en mai semblent remettre en cause le r&amp;eacute;gime forestier et solliciter plus encore les communes qui verraient leurs &amp;laquo;&amp;nbsp;frais de garderie&amp;nbsp;&amp;raquo; augmenter. Apr&amp;egrave;s la temp&amp;ecirc;te de 1999 et la crise &amp;eacute;conomique qui a vu chuter les ventes de bois tant en volume qu&amp;rsquo;en prix, les communes foresti&amp;egrave;res ne peuvent supporter un nouveau mauvais coup&amp;hellip;.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;En mati&amp;egrave;re de captages d&amp;rsquo;eau, notre d&amp;eacute;partement de par son sol greseux et ses for&amp;ecirc;ts de r&amp;eacute;sineux , de nombreuses communes de notre d&amp;eacute;partement captent une eau acide qu&amp;rsquo;elles doivent neutraliser. Avec la disparition de la neutralite, la mise aux normes des stations de neutralisation vont co&amp;ucirc;ter cher aux collectivit&amp;eacute;s et le Conseil G&amp;eacute;n&amp;eacute;ral ne pourra supporter seul l&amp;rsquo;aide n&amp;eacute;cessaire. L&amp;rsquo;Etat devra y participer.&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Enfin, en ce qui concerne les zones blanches de t&amp;eacute;l&amp;eacute;phonie mobile, le Ministre Lemaire m&amp;rsquo;a inform&amp;eacute; des communes vosgiennes retenues dans la nouvelle liste nationale des communes &amp;agrave; couvrir. Mais qu&amp;rsquo;en est-il de la suite &amp;agrave; donner&amp;nbsp;? quels financements&amp;nbsp;? quel calendrier&amp;nbsp;?&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style=\"text-align: justify;\"&gt;Je ne saurais conclure sans aborder&lt;strong&gt; la r&amp;eacute;forme territoriale&lt;/strong&gt;. Vous connaissez mon opposition &amp;agrave; celle-ci&amp;nbsp;; notamment sur la cr&amp;eacute;ation du &amp;laquo;&amp;nbsp;conseiller territorial&amp;nbsp;&amp;raquo;&amp;nbsp; pour des raisons de parit&amp;eacute;, de proximit&amp;eacute; g&amp;eacute;ographique et donc de disponibilit&amp;eacute; pour les habitants, etc. En ce qui concerne la r&amp;eacute;forme de l&amp;rsquo;intercommunalit&amp;eacute;, si je d&amp;eacute;plore la m&amp;eacute;thode (qui n&amp;rsquo;est pas de votre fait, et je souligne votre volont&amp;eacute; de dialogue) qui consiste &amp;agrave; imposer des regroupements plut&amp;ocirc;t qu&amp;rsquo;&amp;agrave; les encourager/susciter, je regrette &amp;eacute;galement le calendrier pr&amp;eacute;cipit&amp;eacute;&amp;nbsp;: pour le dialogue, les &amp;eacute;lus ont besoin de temps et il conviendrait de leur en laisser plus &amp;hellip; il en va de la r&amp;eacute;ussite de cette r&amp;eacute;forme.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>réforme intercommunale : les grandes manoeuvres</title>
<id>http://www.etiennepourcher.fr/114_lien</id>
<updated>2011-06-20T22:33:36+02:00</updated>
<link href="http://www.etiennepourcher.fr/114_lien"/>

<summary type="html">&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/sch%C3%A9ma%20interco.pdf\" alt=\"\" /&gt;La loi du 12 juillet 1999, dite loi Chev&amp;egrave;nement, avait dop&amp;eacute; la...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/sch%C3%A9ma%20interco.pdf\" alt=\"\" /&gt;La loi du 12 juillet 1999, dite loi Chev&amp;egrave;nement, avait dop&amp;eacute; la coop&amp;eacute;ration intercommunale par l&amp;rsquo;adoption de trois principes fondamentaux : - le volontariat et le respect de la libert&amp;eacute; de&lt;/p&gt;
&lt;p&gt;choisir son EPCI ; - l&amp;rsquo;octroi des moyens financiers n&amp;eacute;cessaires &amp;agrave; la r&amp;eacute;ussite de la constitution des&lt;/p&gt;
&lt;p&gt;EPCI ; - le maintien des entit&amp;eacute;s communales unies dans un syst&amp;egrave;me f&amp;eacute;d&amp;eacute;ral de gouvernance.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Vot&amp;eacute;e &amp;agrave; l&amp;rsquo;unanimit&amp;eacute; du Parlement, cette loi reposait sur la volont&amp;eacute; de chaque commune de mettre en oeuvre un projet territorial dans la souplesse d&amp;rsquo;un calendrier flexible.Sur le plan financier, une DGF adoss&amp;eacute;e &amp;agrave; l&amp;rsquo;importance des comp&amp;eacute;tences mutualis&amp;eacute;es donnait les moyens aux &amp;eacute;lus de b&amp;acirc;tir&lt;/p&gt;
&lt;p&gt;leur projet en fonction du coefficient d&amp;rsquo;int&amp;eacute;gration fiscale (CIF) choisi. Sur le plan de la gouvernance, chaque EPCI choisissait librement le nombre de ses d&amp;eacute;l&amp;eacute;gu&amp;eacute;s communautaires.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Avec la loi du 16 d&amp;eacute;cembre 2010, tout change. Adopt&amp;eacute;e dans la douleur par un Parlement plut&amp;ocirc;t divis&amp;eacute;, cette nouvelle loi inqui&amp;egrave;te les &amp;eacute;lus. Bien s&amp;ucirc;r, elle accompagne la dynamique intercommunale en g&amp;eacute;n&amp;eacute;ralisant l&amp;rsquo;intercommunalit&amp;eacute;, en supprimant les enclaves et les discontinuit&amp;eacute;s territoriales. Mais, dans un calendrier pr&amp;eacute;cipit&amp;eacute;, elle inqui&amp;egrave;te les &amp;eacute;lus.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Les pr&amp;eacute;fets viennent de pr&amp;eacute;senter leurs sch&amp;eacute;mas d&amp;eacute;partementaux aux commissions d&amp;eacute;partementales de coop&amp;eacute;ration intercommunale (CDCI). S&amp;rsquo;il est vrai que les situations sont diverses selon les d&amp;eacute;partements, on peut noter des d&amp;eacute;cisions pour le moins suprenantes&amp;nbsp;: ici, par d&amp;eacute;rogation, un EPCI de moins de 5 000 habitants est conserv&amp;eacute;, l&amp;agrave; on fusionne, contre leur gr&amp;eacute;, deux EPCI importants. Si le Pr&amp;eacute;fet des Vosges est un homme ouvert au dialogue, pr&amp;ecirc;t &amp;agrave; &amp;eacute;couter toutes propositions alternatives &amp;agrave; son sch&amp;eacute;ma, de nombreux &amp;eacute;lus sont tent&amp;eacute; de rejeter en bloc des regroupements qu&amp;rsquo;ils n&amp;rsquo;ont pas choisi. Pour se conformer &amp;agrave; la loi, d&amp;rsquo;autres &amp;eacute;lus travaillent mais pr&amp;eacute;parer l&amp;rsquo;apr&amp;egrave;s fusion, les fait appara&amp;icirc;tre comme des soutiens malgr&amp;eacute; eux &amp;agrave; la r&amp;eacute;forme.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;En D&amp;eacute;odatie, la ville chef lieu n&amp;rsquo;&amp;eacute;tait dans aucune intercommunalit&amp;eacute;&amp;nbsp;! aujourd&amp;rsquo;hui le Pr&amp;eacute;fet a fait une proposition qui a le m&amp;eacute;rite d&amp;rsquo;exister mais peu nombreux sont les maires qui souhaitent travailler avec Saint Di&amp;eacute; (de nombreuses intercommunalit&amp;eacute;s ou futurs regroupements se font, dos tourn&amp;eacute; &amp;agrave; Saint Di&amp;eacute;&amp;hellip;)&amp;nbsp;; pour autant, les esprits ne sont pas m&amp;ucirc;rs pour une communaut&amp;eacute; d&amp;rsquo;agglom&amp;eacute;ration qui rassemblerait 50 &amp;agrave; 70&amp;nbsp;000 habitants autour de Saint Di&amp;eacute; et quelques comp&amp;eacute;tences cl&amp;eacute;s (transport, &amp;eacute;conomie, tourisme, d&amp;eacute;chets par exemple)&amp;nbsp;; dans la vall&amp;eacute;e de la Meurthe, la logique de territoire (de vall&amp;eacute;e) ne rencontre pas forc&amp;eacute;ment celle des &amp;eacute;lus, &amp;agrave; Corcieux et Brouvelieures la logique de territoire est supplant&amp;eacute;e par celle des projets, autour de G&amp;eacute;rardmer la situation n&amp;rsquo;est pas simple, etc.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Derri&amp;egrave;re ces SDCI, se cachent-elles les futures circonscriptions des conseillers territoriaux.&lt;/p&gt;
&lt;p&gt;Sur le plan financier, les inqui&amp;eacute;tudes sont encore plus pesantes. Certes, les services de l&amp;rsquo;&amp;Eacute;tat font leur possible pour effectuer les simulations fiscales ou juridiques sans personnel suppl&amp;eacute;mentaire&amp;hellip; Mais le calendrier est trop pr&amp;eacute;cipit&amp;eacute; : au 31 d&amp;eacute;cembre 2011, le SCDI est bloqu&amp;eacute;&lt;/p&gt;
&lt;p&gt;par le pr&amp;eacute;fet et d&amp;egrave;s le 1er juin 2013, les cartes sont fig&amp;eacute;es. Il nous a &amp;eacute;t&amp;eacute; annonc&amp;eacute;, apr&amp;egrave;s la suppression de la TP, le gel pour les dotations de l&amp;rsquo;&amp;Eacute;tat jusqu&amp;rsquo;en 2013. Mais que dire&lt;/p&gt;
&lt;p&gt;des augmentations m&amp;eacute;caniques et l&amp;eacute;gales pr&amp;eacute;vues par les fusions ou les nouvelles comp&amp;eacute;tences transf&amp;eacute;r&amp;eacute;es ? Qui paiera ? Qui verra diminuer ses dotations ? Ainsi, l&amp;rsquo;incertitude sur l&amp;rsquo;avenir financier et fiscal, la perte d&amp;rsquo;autonomie, la fin programm&amp;eacute;e des financements crois&amp;eacute;s, l&amp;rsquo;extr&amp;ecirc;me r&amp;eacute;duction des d&amp;eacute;lais impos&amp;eacute;s inqui&amp;egrave;tent les &amp;eacute;lus au-del&amp;agrave; des sensibilit&amp;eacute;s politiques.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Quant aux habitants, peu sensibilis&amp;eacute;s et inform&amp;eacute;s, ils sont sans doute les oubli&amp;eacute;s de la r&amp;eacute;forme. Pourtant, c\'est de leur avenir qu\'il s\'agit.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Toutes ces raisons militent pour la pr&amp;eacute;paration d&amp;rsquo;un troisi&amp;egrave;me acte de la d&amp;eacute;centralisation, apr&amp;egrave;s 2012, plus soucieux de l&amp;rsquo;autonomie des collectivit&amp;eacute;s locales et du maintien de leurs moyens d&amp;rsquo;actions.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Forêt en Fête : un programme exceptionnel ce week end!!</title>
<id>http://www.etiennepourcher.fr/113_lien</id>
<updated>2011-06-16T16:53:32+02:00</updated>
<link href="http://www.etiennepourcher.fr/113_lien"/>

<summary type="html">&lt;p class=\"Pa3\"&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/affiche%20For%C3%AAt%20en%20f%C3%AAte%202011.jpg\" alt=\"\" width=\"335\" height=\"457\" /&gt;PROGRAMME FORET EN...</summary>
<content type="html">
<![CDATA[&lt;p class=\"Pa3\"&gt;&lt;img src=\"http://www.etiennepourcher.fr/gestion/koload/files/affiche%20For%C3%AAt%20en%20f%C3%AAte%202011.jpg\" alt=\"\" width=\"335\" height=\"457\" /&gt;PROGRAMME FORET EN FETE&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;CC Canton Brouvelieures&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ENTREE GRATUITE&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Portes-ouvertes entreprises bois &lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;● &lt;strong&gt;&lt;em&gt;Portes-ouvertes de l&amp;rsquo;entreprise Mangeolle &amp;amp; Fils &lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Menuiserie Bois : portes, fen&amp;ecirc;tres, sciage,... 16 rue du village BELMONT-SUR-BUTTANT&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Vendredi 17 Juin de 9h &amp;agrave; 12h &lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;● &lt;strong&gt;&lt;em&gt;Portes-ouvertes de l&amp;rsquo;&amp;eacute;tablissement BARREE &lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Sciage, fendage, &amp;eacute;pointage + &lt;strong&gt;jeu concours &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;1 rue Fosse 88600 BELMONT SUR BUTTANT&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Samedi et Dimanche de 9h &amp;agrave; 19h &lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;Au Moulin de Fr&amp;eacute;mifontaine&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;Samedi et Dimanche 18 et 19 juin 2011 de 10h &amp;agrave; 18h&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Expositions artistes, artisans, animations&amp;hellip;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;&lt;span style=\"text-decoration: underline;\"&gt;REGARDS D&amp;rsquo;ARTISTES&lt;/span&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;Pinceaux et plumes Romain HENTZY&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Photographies Jean-Louis VAUTRIN&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Peintures sur bois G&amp;eacute;rard PETITDIDIER&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Romans Alain BERARD&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Sculptures et peintures Christian DELACOUR&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Sculptures et peintures Marie LAURENT&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Meubles en carton Fran&amp;ccedil;ois MANGIN&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Exposition de tableaux Jo&amp;euml;lle MANGIN&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Livres sur les Vosges Dominique PRIEUR&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;&lt;span style=\"text-decoration: underline;\"&gt;METIERS DU BOIS&lt;/span&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;D&amp;eacute;bardage &amp;agrave; cheval Gabriel REMOND (uniquement le Dimanche)&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Bijoux en bois Dominique BOURQUIN&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Miniatures en bois Ren&amp;eacute; GROSGEORGE&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Cannage, paillage &amp;laquo;A LA BONNE PAILLE&amp;raquo; (uniquement le Samedi)&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Sculpteur sur bois Philippe BALY&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Jouets en bois &amp;laquo;Bernacr&amp;eacute;ation&amp;raquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Exposition et visite des locaux de l&amp;rsquo;Office National de la Chasse et de la Faune Sauvage&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Moulin de Fr&amp;eacute;mifontaine&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi 18 et Dimanche 19 Juin de 10h &amp;agrave; 18h&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Exposition &amp;laquo;Par des contes d&amp;rsquo;ogres et de f&amp;eacute;es&amp;raquo;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;&lt;strong&gt;Archives D&amp;eacute;partementales des Vosges &lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Moulin de Fr&amp;eacute;mifontaine&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi et Dimanche de 10h &amp;agrave; 18h&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;● Exposition &amp;laquo;Hautes Vosges, for&amp;ecirc;ts naturelles, for&amp;ecirc;ts magiques&amp;raquo;&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;&lt;strong&gt;Parc Naturel R&amp;eacute;gional des Ballons des Vosges &lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;Moulin de Fr&amp;eacute;mifontaine&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;Samedi et Dimanche de 10h &amp;agrave; 18h&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● D&amp;eacute;monstration et initiation au tir &amp;agrave; l&amp;rsquo;arc&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;&lt;strong&gt;par l&amp;rsquo;Association des Archers de Fr&amp;eacute;mifontaine &lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Moulin de Fr&amp;eacute;mifontaine&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi 18 et Dimanche 19 Juin de 10h &amp;agrave; 18h&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Ecologie de la for&amp;ecirc;t et observation de la nature&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;(dur&amp;eacute;e: 1h30) sorties nature grand public anim&amp;eacute;es sur le terrain par l&amp;rsquo;association ETC Terra&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Moulin de Fr&amp;eacute;mifontaine&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Dimanche 19 Juin &amp;agrave; 15h et &amp;agrave; 16h30&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;● Petits tableaux de peinture avec Jo&amp;euml;lle MANGIN&lt;strong&gt; &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;D&amp;eacute;coration de maison pour les enfants de 8 &amp;agrave; 13 ans.&lt;/p&gt;
&lt;p&gt;20 enfants maximum (inscription recommand&amp;eacute;e, contacter la Communaut&amp;eacute; de Communes)&lt;/p&gt;
&lt;p&gt;Moulin de Fr&amp;eacute;mifontaine&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi 18 Juin &amp;agrave; 15h&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;● Exposition des travaux des &amp;eacute;coles du canton sur le th&amp;egrave;me du bois et de la for&amp;ecirc;t.&lt;/p&gt;
&lt;p&gt;Moulin de Fr&amp;eacute;mifontaine&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi et Dimanche de 10h &amp;agrave; 18h&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa2\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Vins et jus de fruits, fromages fermiers, herbes et plantes aromatiques, miels, Pain Bio,....&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Buvette et restauration sur place&lt;/p&gt;
&lt;p class=\"Pa2\"&gt;Les associations vous proposent une restauration&lt;/p&gt;
&lt;p class=\"Pa2\"&gt;De m&amp;ecirc;me, les restaurants du canton&lt;/p&gt;
&lt;p class=\"Pa2\"&gt;vous accueilleront avec plaisir.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Conf&amp;eacute;rences et animations&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;Samedi 18 juin 2011&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Marche culinaire de &amp;laquo;Cuisine Sauvage&amp;raquo;, anim&amp;eacute;e par Heidi Colombier&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;RDV &amp;agrave; la salle intercommunale de Domfaing&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;(Participation demand&amp;eacute;e de 2&amp;euro;, inscription recommand&amp;eacute;e, contacter la Communaut&amp;eacute; de Communes)&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi 18 Juin &amp;agrave; 10h&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;● Conf&amp;eacute;rence sur &amp;laquo;L&amp;rsquo;histoire de la for&amp;ecirc;t de Mortagne et des Rouges-Eaux et de ses communaut&amp;eacute;s d&amp;rsquo; habitants&amp;nbsp;&amp;raquo; pr&amp;eacute;sent&amp;eacute;e par &lt;strong&gt;Jean-Claude FOMBARON &lt;/strong&gt;de la Soci&amp;eacute;t&amp;eacute; Philomatique Vosgienne&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Salle des f&amp;ecirc;tes de Brouvelieures&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi 18 Juin &amp;agrave; 10h30 &lt;em&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Visite du Haut-Fer de Brouaumont (dur&amp;eacute;e: 1h, gratuite)&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;anim&amp;eacute;e par l&amp;rsquo;association SEMER&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi 18 Juin de 14h30, 15h30 et 16h30&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;● P&amp;ecirc;che &amp;eacute;lectrique : les habitants de nos rivi&amp;egrave;res&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Conf&amp;eacute;rence pr&amp;eacute;sent&amp;eacute;e par Aur&amp;eacute;lien BANSEPT &amp;agrave; la Salle des f&amp;ecirc;tes des Rouges-Eaux&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Suivie &lt;strong&gt;&lt;em&gt;d&amp;rsquo;une&lt;/em&gt;&lt;/strong&gt; p&amp;ecirc;che &amp;eacute;lectrique et visite de l&amp;rsquo;&amp;eacute;closerie, anim&amp;eacute;es par Christian SAVAGE&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi 18 Juin &amp;agrave; 15h&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Conf&amp;eacute;rence sur la sorci&amp;egrave;re de la Vologne&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;pr&amp;eacute;sent&amp;eacute;e par &lt;strong&gt;Jean-Claude DIEDLER &lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Salle des f&amp;ecirc;tes de Brouvelieures&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Samedi 18 Juin &amp;agrave; 18h&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa3\"&gt;Dimanche 19 juin 2011&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;● A la d&amp;eacute;couverte du pi&amp;eacute;mont vosgien &lt;strong&gt;&lt;em&gt;(Hauts de Comtimpierre) &lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Conf&amp;eacute;rence sur la lecture du paysage pr&amp;eacute;sent&amp;eacute;e par&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Sylvain GUERVENO &amp;agrave; la Salle des f&amp;ecirc;tes de Brouvelieures&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Suivie d&amp;rsquo;une Marche du Club Vosgien de Bruy&amp;egrave;res sur le chemin des Roches de Contimpierre&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;(Point de d&amp;eacute;part: 10h salle des f&amp;ecirc;tes de Brouvelieures)&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Dimanche 19 Juin &amp;agrave; 9h30&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;● Conf&amp;eacute;rence &amp;laquo;Scieries de la montagne vosgienne, d&amp;rsquo;hier &amp;agrave; aujourd&amp;rsquo;hui&amp;raquo;&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;pr&amp;eacute;sent&amp;eacute;e par &lt;strong&gt;Jean-Yves HENRY &lt;/strong&gt;de l&amp;rsquo;Inventaire G&amp;eacute;n&amp;eacute;ral du Patrimoine Culturel&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;Salle des f&amp;ecirc;tes de Brouvelieures&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;Dimanche 19 Juin &amp;agrave; 10h30&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Visite du Haut-Fer de Brouaumont (dur&amp;eacute;e: 1h, gratuite)&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;anim&amp;eacute;e par l&amp;rsquo;association SEMER&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Dimanche 19 Juin &amp;agrave; 10h00 et 11h00&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Visite de l&amp;rsquo;arboretum du Haut-Jacques&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Circuit p&amp;eacute;destre et d&amp;eacute;couverte gratuite&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;avec un guide de l&amp;rsquo;Office National des For&amp;ecirc;ts&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Dimanche 19 Juin &amp;agrave; 14h (Rendez-vous sur place)&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;● Concert d&amp;rsquo;&amp;eacute;pinettes, par l&amp;rsquo;association &amp;laquo;La Fourmill&amp;egrave;re&amp;raquo;&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;Au Moulin de Fr&amp;eacute;mifontaine&lt;/p&gt;
&lt;p class=\"Pa0\"&gt;Dimanche 19 Juin &amp;agrave; 14h&lt;/p&gt;
&lt;p class=\"Pa2\"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Conf&amp;eacute;rence de pr&amp;eacute;sentation de la la Charte Foresti&amp;egrave;re Territoriale du Pays de la D&amp;eacute;odatie&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;pr&amp;eacute;sent&amp;eacute;e par Christophe Lerouge&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Salle des f&amp;ecirc;tes de Brouvelieures&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Dimanche 19 Juin &amp;agrave; 16h30 &lt;em&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Les concerts&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;● Vendredi 17 Juin &amp;agrave; 20h15&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Concert de Taenn &lt;/em&gt;&lt;/strong&gt;(folk celtique) &lt;strong&gt;&lt;em&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Haut-Fer de Brouaumont&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;● Samedi 18 Juin &amp;agrave; partir de 18h30&lt;strong&gt;&lt;em&gt; &lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Lecture d&amp;rsquo;un conte &lt;/em&gt;&lt;/strong&gt;&lt;strong&gt;&lt;em&gt;&amp;laquo;Des poils sous la peau&amp;raquo; &lt;/em&gt;&lt;/strong&gt;&lt;strong&gt;&lt;em&gt;&amp;agrave; partir de 5 ans, 45 min. &lt;/em&gt;&lt;/strong&gt;&lt;strong&gt;&lt;em&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Et Concert musique fran&amp;ccedil;aise et folklorique &lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p class=\"Pa1\"&gt;Salle des f&amp;ecirc;tes intercommunales de Domfaing&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Communaut&amp;eacute; de Communes du Canton de Brouvelieures &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;7 rue de l&amp;rsquo;Ancienne Ecole 88 600 BROUVELIEURES &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;T&amp;eacute;l: 03 29 50 59 27&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;http://club.quomodo.com/foretenfete-vosges/&lt;/strong&gt;&lt;/p&gt;]]>
</content>
</entry><entry>
<title>compte rendu du dernier conseil communautaire</title>
<id>http://www.etiennepourcher.fr/111_lien</id>
<updated>2011-05-23T18:49:46+02:00</updated>
<link href="http://www.etiennepourcher.fr/111_lien"/>

<summary type="html">&lt;p&gt;R&amp;eacute;union du 28 avril 2011, &amp;agrave; 20 heures &amp;agrave; la mairie de BELMONT SUR BUTTANT&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;L&amp;rsquo;an deux mille onze, le...</summary>
<content type="html">
<![CDATA[&lt;p&gt;R&amp;eacute;union du 28 avril 2011, &amp;agrave; 20 heures &amp;agrave; la mairie de BELMONT SUR BUTTANT&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;L&amp;rsquo;an deux mille onze, le vingt-huit avril &amp;agrave; 20h00, le Conseil Communautaire r&amp;eacute;guli&amp;egrave;rement convoqu&amp;eacute; s&amp;rsquo;est r&amp;eacute;uni &amp;agrave; la Mairie de Belmont sur Buttant sous la pr&amp;eacute;sidence de Monsieur Etienne POURCHER, Pr&amp;eacute;sident.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;1 &amp;egrave;re partie&amp;nbsp; FINANCES&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;1 / FIXATION DES TAUX DE FISCALITE LOCALE 2011&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VU&lt;/strong&gt; le Code g&amp;eacute;n&amp;eacute;ral des imp&amp;ocirc;ts,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VU&lt;/strong&gt; le Code g&amp;eacute;n&amp;eacute;ral des Collectivit&amp;eacute;s Territoriales,&lt;/p&gt;
&lt;p&gt;Le pr&amp;eacute;sident pr&amp;eacute;cise les contours de la r&amp;eacute;forme fiscale qui supprime la taxe professionnelle et la remplace par une contribution sur la valeur ajout&amp;eacute;e des entreprises dont le taux est fix&amp;eacute; nationalement et une contribution fonci&amp;egrave;re des entreprises ; parall&amp;egrave;lement, la Communaut&amp;eacute; de Communes r&amp;eacute;cup&amp;egrave;re une partie de la Taxe d&amp;rsquo;Habitation vers&amp;eacute;e jusqu&amp;rsquo;ici par les habitants au Conseil G&amp;eacute;n&amp;eacute;ral.&lt;/p&gt;
&lt;p&gt;Compte tenu de la situation &amp;eacute;conomique et sociale des Vosges et des difficult&amp;eacute;s des habitants, le pr&amp;eacute;sident propose de ne pas augmenter les imp&amp;ocirc;ts intercommunaux cette ann&amp;eacute;e.&lt;/p&gt;
&lt;p&gt;Le Conseil Communautaire, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;, fixe donc le taux des taxes locales comme suit :&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;- Taxe d&amp;rsquo;Habitation :&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 5.10 %&lt;/p&gt;
&lt;p&gt;- Taxe Fonci&amp;egrave;re B&amp;acirc;tie :&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 3.10 %&lt;/p&gt;
&lt;p&gt;- Taxe Fonci&amp;egrave;re Non B&amp;acirc;tie :&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 7.77 %&lt;/p&gt;
&lt;p&gt;- Taux CFE :&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 4.24 %&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;2 / VOTE DU TAUX de la Taxe d\'Enl&amp;egrave;vement des Ordures M&amp;eacute;nag&amp;egrave;res&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Pour extrait conforme au registre des d&amp;eacute;lib&amp;eacute;rations du conseil intercommunal.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VU&lt;/strong&gt; la comp&amp;eacute;tence \"Ordures M&amp;eacute;nag&amp;egrave;res\" et, consid&amp;eacute;rant les factures &amp;agrave; venir du SICOVAD pour ce service,&lt;/p&gt;
&lt;p&gt;Le Conseil Communautaire, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, sur proposition de Monsieur le Pr&amp;eacute;sident,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;FIXE&lt;/strong&gt;&amp;nbsp; ainsi, pour 2011, au m&amp;ecirc;me taux inchang&amp;eacute; que 2010 :&lt;/p&gt;
&lt;p&gt;La Taxe d\'Enl&amp;egrave;vement des Ordures M&amp;eacute;nag&amp;egrave;res &amp;agrave; 10.7 %,&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;&lt;span style=\"text-decoration: underline;\"&gt;2&amp;egrave;me partie TOURISME/CULTURE&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;3/ &amp;nbsp;&amp;laquo; MAISON DE LA BIODIVERSITE &amp;raquo; FINANCEMENT DETR&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VU&lt;/strong&gt; le projet de cr&amp;eacute;ation d&amp;rsquo;un sentier de d&amp;eacute;couverte de la biodiversit&amp;eacute; de la vall&amp;eacute;e de la Mortagne, et d\'une maison de la for&amp;ecirc;t&lt;/p&gt;
&lt;p&gt;Dans le cadre de la mise en valeur de son patrimoine naturel et du d&amp;eacute;veloppement touristique du territoire intercommunal,&lt;/p&gt;
&lt;p&gt;Sur proposition de Monsieur le Pr&amp;eacute;sident,&lt;/p&gt;
&lt;p&gt;Le Conseil Communautaire, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;DECIDE&lt;/strong&gt; de r&amp;eacute;habiliter des locaux dans le b&amp;acirc;timent intercommunal ainsi que le site ext&amp;eacute;rieur du Moulin qui serviront &amp;agrave; la mise en place d&amp;rsquo;expositions, d&amp;rsquo;animations ludiques et interactives sur la biodiversit&amp;eacute; locale et le point de d&amp;eacute;part du sentier biodiversit&amp;eacute;.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;AUTORISE&lt;/strong&gt; Monsieur le Pr&amp;eacute;sident &amp;agrave; lancer l\'Appel d\'Offres,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;INSCRIT&lt;/strong&gt; les cr&amp;eacute;dits n&amp;eacute;cessaires au Budget Primitif 2011,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;AUTORISE&lt;/strong&gt; Monsieur le Pr&amp;eacute;sident &amp;agrave; solliciter les subventions au niveau le plus &amp;eacute;lev&amp;eacute; possible pour le financement des travaux et de l&amp;rsquo;&amp;eacute;quipement de la maison de la for&amp;ecirc;t et de la biodiversit&amp;eacute;.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;4/ &amp;nbsp;CONVENTION PRET/LOCATION CHAPITEAUX&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VU&lt;/strong&gt; l&amp;rsquo;achat de 3 chapiteaux et d&amp;rsquo;une remorque aupr&amp;egrave;s de l&amp;rsquo;association Retraite Ensoleill&amp;eacute;e,&lt;/p&gt;
&lt;p&gt;Sur proposition de Monsieur le Pr&amp;eacute;sident,&lt;/p&gt;
&lt;p&gt;Le Conseil Communautaire, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;AUTORISE&lt;/strong&gt; Monsieur le Pr&amp;eacute;sident &amp;agrave; signer une convention de pr&amp;ecirc;t/location aupr&amp;egrave;s des communes ou associations du territoire ou non intercommunal,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;DECIDE&lt;/strong&gt; qu&amp;rsquo;une caution de 500 euros sera demand&amp;eacute;e lors de la signature de la convention et restitu&amp;eacute;e lors de la r&amp;eacute;cup&amp;eacute;ration du mat&amp;eacute;riel,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;DECIDE&lt;/strong&gt; que le mat&amp;eacute;riel sera pr&amp;ecirc;t&amp;eacute; gracieusement aux associations, communes du territoire intercommunal, et la maison de retraite&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;DECIDE&lt;/strong&gt; de fixer le tarif de location pour les associations et communes ext&amp;eacute;rieures au territoire intercommunal de la fa&amp;ccedil;on suivante :&lt;/p&gt;
&lt;p&gt;50 euros par chapiteau pour 2 jours/week-end pour une manifestation reconnue d&amp;rsquo;int&amp;eacute;r&amp;ecirc;t local sur le territoire intercommunal,&lt;/p&gt;
&lt;p&gt;75 euros par chapiteau pour 2 jours/week-end pour une manifestation reconnue d&amp;rsquo;int&amp;eacute;r&amp;ecirc;t local hors du territoire intercommunal,&lt;/p&gt;
&lt;p&gt;50 euros par chapiteau pour 2 jours/week-end aux particuliers habitant la Communaut&amp;eacute; de Communes pour une utilisation dans une des communes du territoire.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;5/ &amp;nbsp;SITE INTERNET&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;VU la d&amp;eacute;cision prise lors du conseil communautaire du 22 d&amp;eacute;cembre 2010 de rompre le contrat avec Info Plus et de cr&amp;eacute;er un nouveau site internet plus r&amp;eacute;actif, plus accessible,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VU&lt;/strong&gt; le travail de la commission &amp;laquo; communication &amp;ndash; tourisme &amp;raquo; sur un cahier des charges type pour la r&amp;eacute;alisation de ce site&lt;/p&gt;
&lt;p&gt;Le Conseil Communautaire, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, sur proposition de Monsieur le Pr&amp;eacute;sident,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;AUTORISE&lt;/strong&gt; le Pr&amp;eacute;sident &amp;agrave; signer le cahier des charges et &amp;agrave; lancer la consultation afin de trouver le prestataire qui proc&amp;eacute;dera &amp;agrave; la mise en place du nouveau site.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;3&amp;egrave;me partie&amp;nbsp; PAYSAGE&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;6/ OPAV&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Dans le cadre de la mise en place de l&amp;rsquo;Op&amp;eacute;ration Programm&amp;eacute;e de l&amp;rsquo;Am&amp;eacute;lioration des Vergers (cr&amp;eacute;ation ou r&amp;eacute;novation de vergers communaux ou particuliers),&lt;/p&gt;
&lt;p&gt;Le conseil communautaire, &amp;agrave; l\'unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, sur proposition de Monsieur le Pr&amp;eacute;sident,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;AUTORISE&lt;/strong&gt; le Pr&amp;eacute;sident &amp;agrave; valider et &amp;agrave; signer le cahier des charges du diagnostic Verger et &amp;agrave; lancer la consultation afin de trouver un prestataire pour mener l&amp;rsquo;&amp;eacute;tude de faisabilit&amp;eacute; pr&amp;eacute;alable&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;4&amp;egrave;me partie MOULIN &lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;DELIBERATIONS&amp;nbsp;:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;7/ BAIL DOMOCULTURE&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Monsieur le Pr&amp;eacute;sident informe les membres du conseil de la demande faite par Monsieur Gr&amp;eacute;gory PERRIGUEY g&amp;eacute;rant de soci&amp;eacute;t&amp;eacute;, de louer des bureaux dans l\'ancien Moulin de Fr&amp;eacute;mifontaine dans le cadre de la cr&amp;eacute;ation de son activit&amp;eacute;,&lt;/p&gt;
&lt;p&gt;Le Conseil Communautaire, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;AUTORISE&lt;/strong&gt; Monsieur le Pr&amp;eacute;sident &amp;agrave; signer un bail commercial (pour un ensemble de locaux situ&amp;eacute; au rez-de-chauss&amp;eacute;e pour une surface total de 88 m&amp;sup2;) selon la l&amp;eacute;gislation en vigueur, avec le g&amp;eacute;rant de la soci&amp;eacute;t&amp;eacute; DOMOCULTURE, d&amp;egrave;s le 1er juin 2011.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;8 / TRAVAUX MOULIN&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Dans le cadre de l&amp;rsquo;accueil de nouvelles entreprises au sein du B&amp;acirc;timent Relais,&lt;/p&gt;
&lt;p&gt;Le conseil communautaire, &amp;agrave; l\'unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, sur proposition de Monsieur le Pr&amp;eacute;sident,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;DECIDE&lt;/strong&gt; d&amp;rsquo;effectuer les travaux pour la cr&amp;eacute;ation d&amp;rsquo;un bureau et d&amp;rsquo;un local de stockage pour l&amp;rsquo;entreprise DOMOCULTURE sous condition de signature du bail avant engagement des travaux,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VU &lt;/strong&gt;le r&amp;eacute;sultat de la consultation d&amp;rsquo;entreprises effectu&amp;eacute;e pr&amp;eacute;alablement&lt;strong&gt;,&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;RETIENT&lt;/strong&gt; les entreprises suivantes :&lt;/p&gt;
&lt;p&gt;Lot N&amp;deg; 1 ma&amp;ccedil;onnerie atelier&amp;nbsp; entreprise HCM pour un montant HT de 708.32 &amp;euro;,&lt;/p&gt;
&lt;p&gt;Lot N&amp;deg; 2 pl&amp;acirc;trerie isolation entreprise HCM pour un montant HT de 3 103.67 &amp;euro;,&lt;/p&gt;
&lt;p&gt;Lot N&amp;deg; 3 carrelage bureau entreprise HCM pour un montant HT de 667.02 &amp;euro;,&lt;/p&gt;
&lt;p&gt;Lot N&amp;deg; 4 &amp;eacute;lectricit&amp;eacute; bureau entreprise HUMBERT&amp;nbsp; pour un montant HT de 1 403.30 &amp;euro;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;INSCRIT&lt;/strong&gt; les cr&amp;eacute;dits n&amp;eacute;cessaires au Budget 2011 de la Communaut&amp;eacute; de Communes&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;&lt;span style=\"text-decoration: underline;\"&gt;6&amp;egrave;me partie ADHESION&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;9/ ADHESION A L&amp;rsquo;ANEM (Association Nationale des Elus de la Montagne)&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Monsieur le Pr&amp;eacute;sident informe les membres du Conseil Communautaire, que la Communaut&amp;eacute; de Communes du canton de Brouvelieures int&amp;eacute;grant 8 communes situ&amp;eacute;es en zone de montagne peut adh&amp;eacute;rer &amp;agrave; l&amp;rsquo;Association Nationale des Elus de la Montagne (ANEM). Cette association cr&amp;eacute;&amp;eacute;e en octobre 1984 &amp;agrave; l&amp;rsquo;initiative d&amp;rsquo;&amp;eacute;lus de toutes les sensibilit&amp;eacute;s politiques a pour objet de repr&amp;eacute;senter les collectivit&amp;eacute;s de montagne (communes, intercommunalit&amp;eacute;s, d&amp;eacute;partements, r&amp;eacute;gions) aupr&amp;egrave;s des pouvoirs publics, pour obtenir la mise en &amp;oelig;uvre de politique vigoureuse de d&amp;eacute;veloppement de ces r&amp;eacute;gions, comme l&amp;rsquo;engagement en a &amp;eacute;t&amp;eacute; pris dans la loi Montagne.&lt;/p&gt;
&lt;p&gt;L&amp;rsquo;Association a pour objectif prioritaire le renforcement des moyens d&amp;rsquo;actions des collectivit&amp;eacute;s de montagne. De plus, elle apporte des services directs &amp;agrave; ses adh&amp;eacute;rents : information (revue &amp;laquo; Pour la Montagne &amp;raquo;, fiches techniques), conseils, assistance technique, etc.&lt;/p&gt;
&lt;p&gt;Les instances de l&amp;rsquo;association sont l&amp;rsquo;Assembl&amp;eacute;e g&amp;eacute;n&amp;eacute;rale, le Comit&amp;eacute; directeur &amp;ndash; qui comprend des repr&amp;eacute;sentants de tous les massifs, et le Bureau dont la pr&amp;eacute;sidence est actuellement assur&amp;eacute;e par Vincent DESCOEUR d&amp;eacute;put&amp;eacute; du cantal, et dont la secr&amp;eacute;taire g&amp;eacute;n&amp;eacute;ral est Chantal ROBIN-RODRIGO, d&amp;eacute;put&amp;eacute;e des Hautes-Pyr&amp;eacute;n&amp;eacute;es.&lt;/p&gt;
&lt;p&gt;La cotisation est forfaitaire par strate d&amp;eacute;mographique et l&amp;rsquo;abonnement, facultatif, &amp;agrave; la revue Pour la Montagne est de 37.88 &amp;euro;, soit pour l&amp;rsquo;EPCI du Canton de Brouvelieures un montant de 100 &amp;euro;&lt;/p&gt;
&lt;p&gt;N&amp;eacute;anmoins, l&amp;rsquo;adh&amp;eacute;sion est gratuite pour 2011&lt;/p&gt;
&lt;p&gt;Le Conseil Communautaire, apr&amp;egrave;s avoir entendu Monsieur le Pr&amp;eacute;sident, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;DONNE&lt;/strong&gt; son accord pour adh&amp;eacute;rer &amp;agrave; l&amp;rsquo;Association nationale des Elus de la Montagne 7 Rue de Bourgogne 75007&amp;nbsp; PARIS&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;AUTORISE&lt;/strong&gt; Monsieur le Pr&amp;eacute;sident &amp;agrave; signer cet accord.&lt;/p&gt;]]>
</content>
</entry><entry>
<title>Conseil Municipal : budget bois et impôts 2011</title>
<id>http://www.etiennepourcher.fr/108_lien</id>
<updated>2011-05-09T21:39:49+02:00</updated>
<link href="http://www.etiennepourcher.fr/108_lien"/>

<summary type="html">&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;vote      du budget bois&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p...</summary>
<content type="html">
<![CDATA[&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;vote      du budget bois&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Monsieur le Maire propose &amp;agrave; l&amp;rsquo;agent patrimonial ONF, Lionel MALBRUNO, de pr&amp;eacute;senter ses propositions pour 2011. Du d&amp;eacute;gagement manuel des parcelles &amp;laquo;&amp;nbsp;apr&amp;egrave;s temp&amp;ecirc;te&amp;nbsp;&amp;raquo; n&amp;deg; 28, 37 et 41 est n&amp;eacute;cessaire&amp;nbsp;; pour faire face &amp;agrave; la charge de travail, un poste est cr&amp;eacute;&amp;eacute; en accompagnement du premier, au titre d&amp;rsquo;un contrat aid&amp;eacute;. Des &amp;eacute;lagages de r&amp;eacute;sineux sont d&amp;eacute;cid&amp;eacute;s parcelle 28 pour am&amp;eacute;liorer la qualit&amp;eacute; des bois. Le Conseil se r&amp;eacute;jouit de la pose de panneaux et barri&amp;egrave;res afin de limiter au maximum la circulation en for&amp;ecirc;t et demande au maire de renouveler son arr&amp;ecirc;t&amp;eacute; en ce sens. Enfin, le conseil choisit de nouveau l&amp;rsquo;ONF pour la mat&amp;eacute;rialisation des lots de bois de chauffage. Les ventes de bois 2011 seront r&amp;eacute;alis&amp;eacute;es dans la mesure du possible en r&amp;eacute;gie afin de conserver les houppiers pour les habitants. Des contrats d&amp;rsquo;approvisionnement pourraient &amp;ecirc;tre envisag&amp;eacute;s.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Le Conseil Municipal, &lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;&amp;agrave; l&amp;rsquo;unanimit&amp;eacute;&lt;/span&gt;&lt;/strong&gt;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, sur proposition de Monsieur le Maire,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ACCEPTE, &lt;/strong&gt;le Budget Bois 2011 ainsi qu&amp;rsquo;il suit&amp;nbsp;:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;En fonctionnement&amp;nbsp;:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Equilibr&amp;eacute; en recettes et en d&amp;eacute;penses &amp;agrave; hauteur de 24 550 &amp;euro;, vot&amp;eacute;s par chapitres&amp;nbsp;:&lt;/p&gt;
&lt;p&gt;&lt;span style=\"text-decoration: underline;\"&gt;En d&amp;eacute;penses&amp;nbsp;:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Chapitre 11 charges &amp;agrave; caract&amp;egrave;re g&amp;eacute;n&amp;eacute;ral&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;7 290.00 &amp;euro;&lt;/p&gt;
&lt;p&gt;Chapitre 65 charges gestion courante&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 2&amp;nbsp;760.00 &amp;euro;&lt;/p&gt;
&lt;p&gt;Chapitre 66 charges financi&amp;egrave;res&amp;nbsp;: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;500.00 &amp;euro;&lt;/p&gt;
&lt;p&gt;Chapitre 68 dotations amortissements&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 14&amp;nbsp;000.00 &amp;euro;&lt;/p&gt;
&lt;p&gt;&lt;span style=\"text-decoration: underline;\"&gt;En recettes&amp;nbsp;:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Chapitre 70 produits du domaine&amp;nbsp;: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;24&amp;nbsp;150.00 &amp;euro;&lt;/p&gt;
&lt;p&gt;Chapitre 75 autres produits&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;400.00 &amp;euro;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;En investissement&amp;nbsp;:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Equilibr&amp;eacute; en recettes et en d&amp;eacute;penses &amp;agrave; hauteur de 14&amp;nbsp;000 &amp;euro;, vot&amp;eacute;s par article.&lt;/p&gt;
&lt;p&gt;&lt;span style=\"text-decoration: underline;\"&gt;En d&amp;eacute;penses&amp;nbsp;:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Article 2117 terrains&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;10&amp;nbsp;000.00 &amp;euro;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Article 2158 mat&amp;eacute;riel&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 500.00 &amp;euro;&lt;/p&gt;
&lt;p&gt;Article 2312 immobilisations en cours&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 3&amp;nbsp;500.00 &amp;euro;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style=\"text-decoration: underline;\"&gt;En recettes&amp;nbsp;:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Article 021 op&amp;eacute;ration d&amp;rsquo;ordre de section &amp;agrave; section&amp;nbsp; 14&amp;nbsp;000.00 &amp;euro;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;vote      des imp&amp;ocirc;ts locaux 2011&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VU&lt;/strong&gt; le Code g&amp;eacute;n&amp;eacute;ral des imp&amp;ocirc;ts,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VU&lt;/strong&gt; le Code g&amp;eacute;n&amp;eacute;ral des Collectivit&amp;eacute;s Territoriales,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Monsieur le Maire expose la r&amp;eacute;forme fiscale qui supprime d&amp;eacute;sormais la taxe Professionnelle, remplac&amp;eacute;e par une cotisation sur la Valeur Ajout&amp;eacute;e des entreprises (dont le taux est fix&amp;eacute; au niveau national) et une Contribution Fonci&amp;egrave;re des Entreprises. Par ailleurs, la commune r&amp;eacute;cup&amp;egrave;re une partie de la Taxe d&amp;rsquo;Habitation que les habitants payaient au Conseil G&amp;eacute;n&amp;eacute;ral. Enfin, l&amp;rsquo;Etat pr&amp;eacute;l&amp;egrave;ve une partie des dotations des communes favoris&amp;eacute;es par la r&amp;eacute;forme.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Compte tenu de la situation &amp;eacute;conomique et sociale actuelle, Monsieur le maire propose de ne pas augmenter les imp&amp;ocirc;ts cette ann&amp;eacute;e.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Le Conseil Municipal, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, &lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;&amp;agrave; l&amp;rsquo;unanimit&amp;eacute;&lt;/span&gt;&lt;/strong&gt;, fixe donc le taux des taxes locales comme suit&amp;nbsp;:&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;- Taxe d&amp;rsquo;Habitation&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 14.81&amp;nbsp; %&lt;/p&gt;
&lt;p&gt;- Taxe Fonci&amp;egrave;re B&amp;acirc;tie&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;  &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;8.03&amp;nbsp; %&lt;/p&gt;
&lt;p&gt;- Taxe Fonci&amp;egrave;re Non B&amp;acirc;tie&amp;nbsp;:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 26.31 %&lt;/p&gt;
&lt;p&gt;- Taux CFE :&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 14.31&amp;nbsp; %&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Travaux      dans les logements communaux&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Monsieur le Maire rappelle que la r&amp;eacute;novation&amp;nbsp;/ isolation des deux appartements municipaux dans le b&amp;acirc;timent Mairie est pr&amp;eacute;vue depuis 2009 et que la subvention DGE n&amp;rsquo;a &amp;eacute;t&amp;eacute; attribu&amp;eacute;e qu&amp;rsquo;en d&amp;eacute;cembre 2010.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Suite &amp;agrave; la r&amp;eacute;union de la Commission d&amp;rsquo;Appel d&amp;rsquo;Offres r&amp;eacute;unie pour ouvrir les plis concernant l&amp;rsquo;appel d&amp;rsquo;offres pour les travaux de r&amp;eacute;novation de deux appartements municipaux.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Le Conseil Municipal, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, consid&amp;eacute;rant la proposition de la Commission d&amp;rsquo;Appel d&amp;rsquo;Offres,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;CONFIRME&lt;/strong&gt; le choix du Ma&amp;icirc;tre d&amp;rsquo;&amp;oelig;uvre GW D&amp;eacute;veloppement, valide la proc&amp;eacute;dure,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;PREND ACTE&lt;/strong&gt; de la confirmation des offres des entreprises qui ont soumissionn&amp;eacute;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ATTRIBUE&lt;/strong&gt; les lots de travaux aux entreprises suivantes, sous r&amp;eacute;serve de v&amp;eacute;rification des dossiers administratifs et des devis&amp;nbsp;:&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;LOT 1&lt;/strong&gt; D&amp;eacute;pose pl&amp;acirc;trerie&amp;nbsp;: entreprise GALLOIS SARL, de Mortagne, pour un montant HT de 18&amp;nbsp;993.42 euros,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;LOT 2&lt;/strong&gt; &amp;eacute;lectricit&amp;eacute; : entreprise LAURENT SARL, pour un montant HT de 7 906.00 euros,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;LOT 3&lt;/strong&gt; sanitaire plomberie chauffage&amp;nbsp;: entreprise FEVE, pour un montant HT de 1 210 euros,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;LOT 4&lt;/strong&gt; Sols souples, carrelages, fa&amp;iuml;ences&amp;nbsp;: entreprise ROBEY, pour un montant HT de 1&amp;nbsp;869.12 euros,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;LOT 5&lt;/strong&gt; peintures&amp;nbsp;: entreprise BOVE B&amp;acirc;timents, pour un montant HT de 10&amp;nbsp;942.60 euros,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;LOT 6&lt;/strong&gt; menuiseries&amp;nbsp;: entreprise ACMB, pour un montant HT&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; de 1 117.18 euros.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;L&amp;rsquo;ensemble des lots a &amp;eacute;t&amp;eacute; attribu&amp;eacute; pour un march&amp;eacute; total de 42&amp;nbsp;038.32 euros HT, inf&amp;eacute;rieur &amp;agrave; l&amp;rsquo;estimation initiale de 58&amp;nbsp;785.16 HT.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;travaux      d&amp;rsquo;enfouissement rues de la f&amp;eacute;vaille et des grands jardins&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Monsieur le Maire fait part du projet concernant l&amp;rsquo;enfouissement du r&amp;eacute;seau BT rues de la F&amp;eacute;vaille et des Grands Jardins,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Monsieur le Maire indique que les travaux sont estim&amp;eacute;s &amp;agrave; 113&amp;nbsp;100 euros TTC et qu&amp;rsquo;ils sont susceptibles d&amp;rsquo;&amp;ecirc;tre financ&amp;eacute;s par le D&amp;eacute;partement des Vosges au titre du FACE C ou du Programme D&amp;eacute;partemental &amp;laquo;&amp;nbsp;environnement&amp;nbsp;&amp;raquo;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;La participation de la commune s&amp;rsquo;&amp;eacute;l&amp;egrave;ve &amp;agrave; 20% du montant TTC des travaux, plafonn&amp;eacute; &amp;agrave; 110&amp;nbsp;000 euros TTC de travaux puis 55 % du montant TTC des travaux au-del&amp;agrave; de ce montant, conform&amp;eacute;ment &amp;agrave; la d&amp;eacute;cision du comit&amp;eacute; du Syndicat Mixte D&amp;eacute;partemental d&amp;rsquo;Electricit&amp;eacute; des Vosges en date du 20 d&amp;eacute;cembre 2007.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Le Conseil Municipal, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, sur proposition de Monsieur le Maire,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;DECIDE&lt;/strong&gt; de la r&amp;eacute;alisation des travaux conform&amp;eacute;ment au projet pr&amp;eacute;sent&amp;eacute; pour un montant de 113&amp;nbsp;100 euros TTC sous r&amp;eacute;serve de l&amp;rsquo;octroi de l&amp;rsquo;une des subventions,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;DEMANDE&lt;/strong&gt; au Syndicat Mixte D&amp;eacute;partemental d&amp;rsquo;Electricit&amp;eacute; des Vosges de bien vouloir solliciter les subventions aupr&amp;egrave;s du FACE C et du Programme D&amp;eacute;partement &amp;laquo;&amp;nbsp;environnement&amp;nbsp;&amp;raquo;,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;S&amp;rsquo;ENGAGE&lt;/strong&gt; &amp;agrave; verser au Syndicat Mixte D&amp;eacute;partemental d&amp;rsquo;Electricit&amp;eacute; des Vosges, d&amp;egrave;s que la demande lui en sera faite, la somme de 23&amp;nbsp;705 euros repr&amp;eacute;sentant 20% du montant des travaux TTC, plafonn&amp;eacute; &amp;agrave; 110&amp;nbsp;000 euros TTC de travaux puis 55% du montant TTC au-del&amp;agrave; de ce montant&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;&lt;span style=\"text-decoration: underline;\"&gt;Accessibilit&amp;eacute;      des b&amp;acirc;timents et de la voirie communale&lt;/span&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VUE&lt;/strong&gt; la loi sur le Handicap&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Monsieur le Maire fait part aux membres du conseil du pr&amp;eacute;-diagnostic concernant le plan de mise en accessibilit&amp;eacute; de la voierie et des espaces publics d&amp;rsquo;une part, et du cadre b&amp;acirc;ti d&amp;rsquo;autre part de la commune,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Le Conseil Municipal, &amp;agrave; l&amp;rsquo;unanimit&amp;eacute;, apr&amp;egrave;s en avoir d&amp;eacute;lib&amp;eacute;r&amp;eacute;, sur proposition de Monsieur le Maire,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;DECIDE&lt;/strong&gt; de transf&amp;eacute;rer cette comp&amp;eacute;tence, pour la partie &amp;laquo;&amp;nbsp;&amp;eacute;tudes&amp;nbsp;&amp;raquo; &amp;agrave; la  Communaut&amp;eacute; de Communes du Canton de Brouvelieures, afin que soit &amp;eacute;tabli un diagnostic global des 8 communes.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;AUTORISE&lt;/strong&gt; Monsieur le Maire &amp;agrave; signer tous documents en ce sens.&lt;/p&gt;]]>
</content>
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