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	Commentaires sur : Commission Energies 2050 : pas de fermeture de centrales nucléaires	</title>
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	<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02</link>
	<description>L&#039;énergie au quotidien</description>
	<lastBuildDate>Fri, 17 Feb 2012 08:50:32 +0000</lastBuildDate>
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		<title>
		Par : enerZ		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41498</link>

		<dc:creator><![CDATA[enerZ]]></dc:creator>
		<pubDate>Fri, 17 Feb 2012 08:50:32 +0000</pubDate>
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					<description><![CDATA[Pour insérer une image dont le fichier doit être accessible uniquement via un lien internet. insérer un lien URL vers l&#039;image Le modérateur]]></description>
			<content:encoded><![CDATA[<p>Pour insérer une image dont le fichier doit être accessible uniquement via un lien internet. insérer un lien URL vers l&rsquo;image Le modérateur</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : pclost		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41497</link>

		<dc:creator><![CDATA[pclost]]></dc:creator>
		<pubDate>Fri, 17 Feb 2012 08:29:20 +0000</pubDate>
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					<description><![CDATA[Mes excuses, je ne sais pas comment ajouter ici un jpeg ...]]></description>
			<content:encoded><![CDATA[<p>Mes excuses, je ne sais pas comment ajouter ici un jpeg &#8230;</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : pclost		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41496</link>

		<dc:creator><![CDATA[pclost]]></dc:creator>
		<pubDate>Fri, 17 Feb 2012 08:12:59 +0000</pubDate>
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					<description><![CDATA[Messieurs, Pour votre information, la &quot;parité réseau&quot; est atteinte en Allemagne ! Eh oui, c&#039;est sûr que là-bas il n&#039;y a pas notre &quot;bienveillante&quot; DGEC faisant en sorte de limiter le solaire PV à l&#039;Intégré Bâti, ... et le rendre plus cher Devinette : A qui cela profite ? Source : German Trade &amp; Invest 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]]></description>
			<content:encoded><![CDATA[<p>Messieurs, Pour votre information, la « parité réseau » est atteinte en Allemagne ! Eh oui, c&rsquo;est sûr que là-bas il n&rsquo;y a pas notre « bienveillante » DGEC faisant en sorte de limiter le solaire PV à l&rsquo;Intégré Bâti, &#8230; et le rendre plus cher Devinette : A qui cela profite ? Source : German Trade &#038; Invest 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</p>
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			</item>
		<item>
		<title>
		Par : Dan1		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41495</link>

		<dc:creator><![CDATA[Dan1]]></dc:creator>
		<pubDate>Thu, 16 Feb 2012 20:58:29 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41495</guid>

					<description><![CDATA[Bon d&#039;accord François va grignoter un peu des % d&#039;Eva, mais il faut qu&#039;il y aille mollo car si il y va trop fort ça va passer en négatif ! Sinon, il se pourrait aussi que François ait lu le livre de David Spector sur le rente nucléaire française : Et François pourrait bien décider qu&#039;en ces temps de dettes et de disettes, il est inconvenant de se priver d&#039;un système très rentable. J&#039;ajoute que Le Monde a publié un article intéressant de Bill Clinton sur la problématique du rejet de l&#039;Etat qu&#039;il voit comme une des causes de la mauvaise santé des Etats-Unis : Ben si l&#039;Etat n&#039;est plus le méchant au pays de l&#039;Oncle Sam, où allons nous ?]]></description>
			<content:encoded><![CDATA[<p>Bon d&rsquo;accord François va grignoter un peu des % d&rsquo;Eva, mais il faut qu&rsquo;il y aille mollo car si il y va trop fort ça va passer en négatif ! Sinon, il se pourrait aussi que François ait lu le livre de David Spector sur le rente nucléaire française : Et François pourrait bien décider qu&rsquo;en ces temps de dettes et de disettes, il est inconvenant de se priver d&rsquo;un système très rentable. J&rsquo;ajoute que Le Monde a publié un article intéressant de Bill Clinton sur la problématique du rejet de l&rsquo;Etat qu&rsquo;il voit comme une des causes de la mauvaise santé des Etats-Unis : Ben si l&rsquo;Etat n&rsquo;est plus le méchant au pays de l&rsquo;Oncle Sam, où allons nous ?</p>
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		<title>
		Par : Sicetaitsimple		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41494</link>

		<dc:creator><![CDATA[Sicetaitsimple]]></dc:creator>
		<pubDate>Thu, 16 Feb 2012 20:25:55 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41494</guid>

					<description><![CDATA[Si FrancoisII, comme vous l&#039;appelez, décide de sacrifier un site nucléaire pour esperer grignoter quelques voix, disons que c&#039;est malheureux, mais on a connu pire... Il aura statistiquement ( 2 sur 58) fait reculer le risque nucléaire d&#039;environ 3 à 4%, mais aura peut-être grignoté 1 % à Mme Joly au premier tour. Après, on tourne la page et on en reparle effectivement à l&#039;horizon 2025. Vous avez un réel problème avec ce que sont les vrais enjeux.... C&#039;est à desesperer des politiques, mais bon, je dois vieillir, Cordialement.]]></description>
			<content:encoded><![CDATA[<p>Si FrancoisII, comme vous l&rsquo;appelez, décide de sacrifier un site nucléaire pour esperer grignoter quelques voix, disons que c&rsquo;est malheureux, mais on a connu pire&#8230; Il aura statistiquement ( 2 sur 58) fait reculer le risque nucléaire d&rsquo;environ 3 à 4%, mais aura peut-être grignoté 1 % à Mme Joly au premier tour. Après, on tourne la page et on en reparle effectivement à l&rsquo;horizon 2025. Vous avez un réel problème avec ce que sont les vrais enjeux&#8230;. C&rsquo;est à desesperer des politiques, mais bon, je dois vieillir, Cordialement.</p>
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		<title>
		Par : Dan1		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41493</link>

		<dc:creator><![CDATA[Dan1]]></dc:creator>
		<pubDate>Thu, 16 Feb 2012 20:17:15 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41493</guid>

					<description><![CDATA[Franchement, a-t-on besoin de sélectionner des rapporteurs très orientés pour arriver aux conclusions de la commisssion ? Conclure que le nucléaire historique est un avantage pour la France qu&#039;il ne faut pas abandonner à la va vite est un peu enfoncer une porte ouverte.]]></description>
			<content:encoded><![CDATA[<p>Franchement, a-t-on besoin de sélectionner des rapporteurs très orientés pour arriver aux conclusions de la commisssion ? Conclure que le nucléaire historique est un avantage pour la France qu&rsquo;il ne faut pas abandonner à la va vite est un peu enfoncer une porte ouverte.</p>
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		<title>
		Par : Dan1		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41492</link>

		<dc:creator><![CDATA[Dan1]]></dc:creator>
		<pubDate>Thu, 16 Feb 2012 20:03:18 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41492</guid>

					<description><![CDATA[Ce soir sur TF1 François II a déclaré qu&#039;il fermerait Fessenheim à cause des risques sismiques. Mais il a dit qu&#039;il conservait l&#039;EPR 3G expérimental de Flamanville. Malgré les retards de l&#039;EPR, il me semble qu&#039;il est un peu plus qu&#039;expérimental. J&#039;aurais dit tête de série française. Mais bon, s&#039;il veut conserver de l&#039;expérimental, il y a ce qu&#039;il faut avec la 4G et ASTRID. Pour les 24 réacteurs (et non centrales car 24/19 c&#039;est difficile) il a dit que c&#039;était pour 2025. Reste à savoir qui sera président en 2025 ? Si c&#039;est Cécile Duflot, c&#039;est sûr qu&#039;on va les fermer !]]></description>
			<content:encoded><![CDATA[<p>Ce soir sur TF1 François II a déclaré qu&rsquo;il fermerait Fessenheim à cause des risques sismiques. Mais il a dit qu&rsquo;il conservait l&rsquo;EPR 3G expérimental de Flamanville. Malgré les retards de l&rsquo;EPR, il me semble qu&rsquo;il est un peu plus qu&rsquo;expérimental. J&rsquo;aurais dit tête de série française. Mais bon, s&rsquo;il veut conserver de l&rsquo;expérimental, il y a ce qu&rsquo;il faut avec la 4G et ASTRID. Pour les 24 réacteurs (et non centrales car 24/19 c&rsquo;est difficile) il a dit que c&rsquo;était pour 2025. Reste à savoir qui sera président en 2025 ? Si c&rsquo;est Cécile Duflot, c&rsquo;est sûr qu&rsquo;on va les fermer !</p>
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		<title>
		Par : Nicias		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41491</link>

		<dc:creator><![CDATA[Nicias]]></dc:creator>
		<pubDate>Thu, 16 Feb 2012 19:32:53 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41491</guid>

					<description><![CDATA[il n&#039;est pas question de Besson tel un prompteur dictant le discours de la commission, mais de Besson préemptant le choix des participants. Le président me parait au dessus de tout soupçons, ce n&#039;est pas le cas de autres participants, qui l&#039;ai a désigné ? C&#039;est chiant et divertissant mais je n&#039;ai pas d&#039;autre choix que de dénoncer ce biais.]]></description>
			<content:encoded><![CDATA[<p>il n&rsquo;est pas question de Besson tel un prompteur dictant le discours de la commission, mais de Besson préemptant le choix des participants. Le président me parait au dessus de tout soupçons, ce n&rsquo;est pas le cas de autres participants, qui l&rsquo;ai a désigné ? C&rsquo;est chiant et divertissant mais je n&rsquo;ai pas d&rsquo;autre choix que de dénoncer ce biais.</p>
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		<title>
		Par : Dan1		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41490</link>

		<dc:creator><![CDATA[Dan1]]></dc:creator>
		<pubDate>Thu, 16 Feb 2012 18:23:04 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41490</guid>

					<description><![CDATA[Honnêtement, je ne pense pas qu&#039;Eric Besson ait eu le temps d&#039;orienter les conclusions du rapport... il était occupé sur Twitter avec Cécile Duflot ! Pour Rice. &quot;En attendant, ne vous inquietez pas : on y travaille à sortir du nuécléaire...&quot; Travaillez-y, vous pressez pas trop, faites de la belle ouvrage, si vous êtes aussi efficace que vos ainés on est encore dans le nucléaire pour quelques années ! Pour mahmadeus et rouget. On &quot;découvre&quot; effectivement que la filière nucléaire française est compétitive et pire qu&#039;elle le sera plus encore si on prend soin de l&#039;héritage de nos ainés. Accessoirement, on montre que la France n&#039;est pas assise sur une montagne d&#039;énergie fossile, comme le Danemark, la Norvège et l&#039;Allemagne qui possède au moins 350 ans de LIGNITE au rythme actuel de consommation.]]></description>
			<content:encoded><![CDATA[<p>Honnêtement, je ne pense pas qu&rsquo;Eric Besson ait eu le temps d&rsquo;orienter les conclusions du rapport&#8230; il était occupé sur Twitter avec Cécile Duflot ! Pour Rice. « En attendant, ne vous inquietez pas : on y travaille à sortir du nuécléaire&#8230; » Travaillez-y, vous pressez pas trop, faites de la belle ouvrage, si vous êtes aussi efficace que vos ainés on est encore dans le nucléaire pour quelques années ! Pour mahmadeus et rouget. On « découvre » effectivement que la filière nucléaire française est compétitive et pire qu&rsquo;elle le sera plus encore si on prend soin de l&rsquo;héritage de nos ainés. Accessoirement, on montre que la France n&rsquo;est pas assise sur une montagne d&rsquo;énergie fossile, comme le Danemark, la Norvège et l&rsquo;Allemagne qui possède au moins 350 ans de LIGNITE au rythme actuel de consommation.</p>
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		<title>
		Par : mahmadeus		</title>
		<link>https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41489</link>

		<dc:creator><![CDATA[mahmadeus]]></dc:creator>
		<pubDate>Thu, 16 Feb 2012 10:47:40 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/commission-energies-2050-pas-de-fermeture-de-centrales-nucleaires/12461-2012-02#comment-41489</guid>

					<description><![CDATA[Pour avoir papoté plutôt longuement avec un membre de la Commission avant et pendant la rédaction du rapport (et au passage pour Rice en regardant le CV du bonhomme on ne pense même pas à mettre des guillements autour du mot expert), je confirme que les experts étaient aux commandes de la Commission, Besson n&#039;a rien dicté, il a simplement demandé ce rapport et s&#039;est présenté en porte-parole de la Commission pour en communiquer les conclusions. Après la Commission avait pour objectif d&#039;avoir une portée économique forte (le nerf de la guerre) et en rentabilité brute, un schéma basé sur le nucléaire évidemment c&#039;est le plus avantageux donc les conclusions de la Commission de ce point de vue étaient assez prévisibles. La vraie question du nucléaire elle n&#039;est toujours pas (peut-être qu&#039;un jour avec la technologie ça viendra) sur sa performance économique qui n&#039;est plus à démontrer mais sur la dangerosité présumée du procédé, chose pour laquelle on n&#039;a pas de garantie à 100%. Par ailleurs, même en admettant que les coûts de la poursuite du nucléaire soient aussi élevés que les coûts d&#039;une sortie, ce qui est une pure hypothèse non-démontrée (du moins par quelqu&#039;un d&#039;autre que des copains d&#039;Eva Joly), je trouve surprenant que personne ne se pose la question de qui va payer. Parce que pour un même total (toujours hypothétique), on peut s&#039;interroger sur la répartition des coûts et surtout ceux supportés par les ménages qui à mon avis seraient significativement plus élevés dans l&#039;hypothèse d&#039;une sortie du nucléaire. Le développement des renouvelables repose sur la défiscalisation et la subvention (autrement dit vos impôts chers amis) et à mon sens cela affecterait plus le pouvoir d&#039;achat des ménages. Autre canal de financement : le prix de l&#039;électricité. Si les écolos se disent prêts à payer plus cher leur électricité c&#039;est bien qu&#039;ils reconnaissent que le prix du kWh serait supérieur, donc encore une fois le portefeuille des ménages serait là aussi un peu plus mis à contribution...]]></description>
			<content:encoded><![CDATA[<p>Pour avoir papoté plutôt longuement avec un membre de la Commission avant et pendant la rédaction du rapport (et au passage pour Rice en regardant le CV du bonhomme on ne pense même pas à mettre des guillements autour du mot expert), je confirme que les experts étaient aux commandes de la Commission, Besson n&rsquo;a rien dicté, il a simplement demandé ce rapport et s&rsquo;est présenté en porte-parole de la Commission pour en communiquer les conclusions. Après la Commission avait pour objectif d&rsquo;avoir une portée économique forte (le nerf de la guerre) et en rentabilité brute, un schéma basé sur le nucléaire évidemment c&rsquo;est le plus avantageux donc les conclusions de la Commission de ce point de vue étaient assez prévisibles. La vraie question du nucléaire elle n&rsquo;est toujours pas (peut-être qu&rsquo;un jour avec la technologie ça viendra) sur sa performance économique qui n&rsquo;est plus à démontrer mais sur la dangerosité présumée du procédé, chose pour laquelle on n&rsquo;a pas de garantie à 100%. Par ailleurs, même en admettant que les coûts de la poursuite du nucléaire soient aussi élevés que les coûts d&rsquo;une sortie, ce qui est une pure hypothèse non-démontrée (du moins par quelqu&rsquo;un d&rsquo;autre que des copains d&rsquo;Eva Joly), je trouve surprenant que personne ne se pose la question de qui va payer. Parce que pour un même total (toujours hypothétique), on peut s&rsquo;interroger sur la répartition des coûts et surtout ceux supportés par les ménages qui à mon avis seraient significativement plus élevés dans l&rsquo;hypothèse d&rsquo;une sortie du nucléaire. Le développement des renouvelables repose sur la défiscalisation et la subvention (autrement dit vos impôts chers amis) et à mon sens cela affecterait plus le pouvoir d&rsquo;achat des ménages. Autre canal de financement : le prix de l&rsquo;électricité. Si les écolos se disent prêts à payer plus cher leur électricité c&rsquo;est bien qu&rsquo;ils reconnaissent que le prix du kWh serait supérieur, donc encore une fois le portefeuille des ménages serait là aussi un peu plus mis à contribution&#8230;</p>
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