<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Maison BBC &#124; Construction maison BBC &#124;</title>
	<atom:link href="http://une-maison-bbc.com/feed" rel="self" type="application/rss+xml" />
	<link>http://une-maison-bbc.com</link>
	<description>Construire maison BBC</description>
	<lastBuildDate>Tue, 21 Feb 2012 14:58:45 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.3.2</generator>
<xhtml:meta xmlns:xhtml="http://www.w3.org/1999/xhtml" name="robots" content="noindex" />
		<item>
		<title>Priximmo, le blog des tendances immo.</title>
		<link>http://une-maison-bbc.com/priximmo-le-blog-des-tendances-immo.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=priximmo-le-blog-des-tendances-immo</link>
		<comments>http://une-maison-bbc.com/priximmo-le-blog-des-tendances-immo.html#comments</comments>
		<pubDate>Tue, 21 Feb 2012 14:53:48 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Financement maison BBC]]></category>

		<guid isPermaLink="false">http://une-maison-bbc.com/?p=962</guid>
		<description><![CDATA[Priximmo, le blog des tendances immo. En cette p&#233;riode pr&#233; &#233;lectorale bon nombre de fran&#231;ais se pose la question (fort l&#233;gitime d&#39;ailleurs) est-ce le bon moment pour acheter ? Question au combien d&#233;licate &#224; laquelle vient s&#39;ajouter un flou plus &#8230; <a href="http://une-maison-bbc.com/priximmo-le-blog-des-tendances-immo.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h2>Priximmo, le blog des tendances immo.</h2>
<p>
	En cette p&eacute;riode pr&eacute; &eacute;lectorale bon nombre de fran&ccedil;ais se pose la question (fort l&eacute;gitime d&#39;ailleurs) est-ce le bon moment pour acheter ?</p>
<p>	Question au combien d&eacute;licate &agrave; laquelle vient s&#39;ajouter un flou plus qu&#39;artistique sur un march&eacute; immobilier d&eacute;j&agrave; bien malmen&eacute;. </p>
<p>	Comment va se comporter le march&eacute; immobilier apr&egrave;s les &eacute;lections ?<br />
	Quelles seront les nouvelles mesures que prendra le nouveau gouvernement ?<br />
	Seront elles plus ou moins avantageuse que le dispositif Scellier ?<br />
	Comment vont se comporter les taux d&#39;int&eacute;r&ecirc;t suite &agrave; la perte de notre triple AAA ?<br />
	Etc </p>
<p>	Alors pas de panique et un peu de lecture s&#39;impose, pour cela dirigeons-nous vers priximmo, le blog qui va nous aider &agrave; d&eacute;cortiquer les <a href="http://prix-immobilier.info" target="_blank">tendances immobili&egrave;res</a> de cette ann&eacute;e 2011 et essayer d&#39;appr&eacute;hender ce que peut nous apporter 2012.</p>
<p>&nbsp;</p>
<p style="text-align: center;"><img alt="" height="480" src="http://une-maison-bbc.com/wp-content/uploads/image/Priximmo [640x480].jpg" width="596" /></p>
<p>
	<span id="more-962"></span></p>
<p>On commencera par du classique avec les barom&ecirc;tres immobiler : <a href="http://prix-immobilier.info/taux-credits-immobiliers" target="_blank">les taux des cr&eacute;dits</a>, les prix au m&sup2; en France, la cote des loyers, des outils de simulations de pr&ecirc;ts &#8230;.</p>
<p>	on passera ensuite au plat de r&eacute;sistance avec une bonne dose d&#39;articles de fond : <br />
	- Projets immobiliers, pourquoi les fran&ccedil;ais attendent le bon moment<br />
	- Fin 2011, est-ce le moment pour acheter ?<br />
	- L&rsquo;achat : un choix de vie des Fran&ccedil;ais !</p>
<p>	&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/priximmo-le-blog-des-tendances-immo.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Autoconstruction maison bois BBC</title>
		<link>http://une-maison-bbc.com/autoconstruction-maison-bois-bbc.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=autoconstruction-maison-bois-bbc</link>
		<comments>http://une-maison-bbc.com/autoconstruction-maison-bois-bbc.html#comments</comments>
		<pubDate>Thu, 17 Nov 2011 12:46:19 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Constructeur maison BBC]]></category>
		<category><![CDATA[Construction maison bois BBC]]></category>
		<category><![CDATA[maison bois BBC]]></category>

		<guid isPermaLink="false">http://une-maison-bbc.com/?p=883</guid>
		<description><![CDATA[Autoconstruction maison bois BBC La maison Kokoon ou la maison bois BBC en autoconstruction La soci&#233;t&#233; maison bois Kokoon, filiale du groupe Gico Constructeur, est sp&#233;cialis&#233; de la construction de maison en bois BBC. En effet elle a r&#233;alis&#233;e pour &#8230; <a href="http://une-maison-bbc.com/autoconstruction-maison-bois-bbc.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h3>Autoconstruction maison bois BBC</h3>
<h4><strong>La maison Kokoon ou la maison bois BBC en autoconstruction</strong></h4>
<p>La soci&eacute;t&eacute; <a href="http://www.maison-kokoon.fr/" target="_blank"><strong>maison bois Kokoon</strong></a>, filiale du groupe Gico Constructeur, est sp&eacute;cialis&eacute; de la construction de maison en bois BBC. En effet elle a r&eacute;alis&eacute;e pour vous une gamme de maisons bois BBC (autoconstruction ou cl&eacute;-en-main) avec des tarif d&eacute;marrant &agrave; moins de 50 000 &euro; pour environ 80 m&sup2;.</p>
<p>Les maisons bois BBC Kokoon sont fabriqu&eacute;es exclusivement sur le territoire Fran&ccedil;ais dans des ateliers bas&eacute;s &agrave; proximit&eacute; d&#39;Epinal avec du bois vosgien qui permet ainsi une combinaison haute durabilit&eacute; avec un rapport qualit&eacute;/prix exceptionnel. </p>
<p>	Constructeur bois BBC depuis plus de 40 ans la soci&eacute;t&eacute; maison Kokoon a &eacute;t&eacute; doublement prim&eacute;e en 2010 recevant le label CQFD du Minist&egrave;re de l&#39;Ecologie et du D&eacute;veloppement Durable ainsi qu&#39;une subvention d&#39;OSEO innovation r&eacute;compensant son programme de R&amp;D </p>
<p style="text-align: center;"><a href="http://www.maison-kokoon.fr/tarif-maison-bois.php" target="_blank"><img alt="" border="0" height="394" src="http://une-maison-bbc.com/wp-content/uploads/image/kokoon.jpg" width="650" /></a></p>
<p><span id="more-883"></span>Sp&eacute;cialiste de la construction BBC en ossature bois, La Maison Kokoon a d&eacute;velopp&eacute; toute une gamme de maison bioclimatiques pour tous les budgets et toutes les familles.</p>
<p>	Pour les plus petits budgets et/ou les plus bricoleurs, elle propose une gamme a<strong>utoconstruction BBC</strong>, la maison est construite en atelier et livr&eacute;e en clos couvert ou HEHA (Hors d&#39;Eau, Hors d&#39;Air).</p>
<p>	Pour les autres d&eacute;couvrez une gamme <strong>Cl&eacute; en Main BBC</strong>, la maison est construite en usine et livr&eacute;e avec diff&eacute;rentes possibilit&eacute;s de finitions int&eacute;rieures.</p>
<p style="text-align: center;"><a href="http://www.maison-kokoon.fr/tarif-maison-bois.php" target="_blank"><img alt="" height="744" src="http://une-maison-bbc.com/wp-content/uploads/image/plans kokoon.jpg" width="526" /></a></p>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/autoconstruction-maison-bois-bbc.html/feed</wfw:commentRss>
		<slash:comments>3</slash:comments>
		</item>
		<item>
		<title>Le mur Thermalians : un véritable atout parasismique</title>
		<link>http://une-maison-bbc.com/le-mur-thermalians-un-veritable-atout-parasismique.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=le-mur-thermalians-un-veritable-atout-parasismique</link>
		<comments>http://une-maison-bbc.com/le-mur-thermalians-un-veritable-atout-parasismique.html#comments</comments>
		<pubDate>Mon, 07 Nov 2011 14:33:25 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Matériaux]]></category>

		<guid isPermaLink="false">http://une-maison-bbc.com/?p=953</guid>
		<description><![CDATA[Le mur Thermalians : un v&#233;ritable atout parasismique La nouvelle r&#233;glementation parasismique Eurocode 8 en vigueur S&#8217;il existe un mat&#233;riau de construction qui ne n&#233;cessite aucun changement pour &#234;tre conforme &#224; l&#8217;Eurocode 8, c&#8217;est bien le Bloc B&#233;ton de 20 &#8230; <a href="http://une-maison-bbc.com/le-mur-thermalians-un-veritable-atout-parasismique.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h2>Le mur Thermalians : un v&eacute;ritable atout parasismique</h2>
<h3>La nouvelle r&eacute;glementation parasismique Eurocode 8 en vigueur</h3>
<p>
	S&rsquo;il existe un mat&eacute;riau de construction qui ne n&eacute;cessite aucun changement pour &ecirc;tre conforme &agrave; l&rsquo;Eurocode 8, c&rsquo;est bien le Bloc B&eacute;ton de 20 cm d&rsquo;&eacute;paisseur. Les ma&ccedil;onneries en b&eacute;ton de 20 cm d&rsquo;&eacute;paisseur sont m&eacute;caniquement r&eacute;sistantes et respectent la norme impos&eacute;e pour la section des cha&icirc;nages. Il est donc inutile d&rsquo;augmenter l&rsquo;&eacute;paisseur de la ma&ccedil;onnerie en Bloc B&eacute;ton, contrairement &agrave; d&rsquo;autres mat&eacute;riaux de construction. <strong>Moins de mati&egrave;re signifie moins d&rsquo;&eacute;nergie n&eacute;cessaire &agrave; la fabrication, moins de transport, un co&ucirc;t </strong>inf&eacute;rieur et une surface habitable plus &eacute;tendue.</p>
<p style="text-align: center;"><img alt="" height="168" src="http://une-maison-bbc.com/wp-content/uploads/image/BBC/Logo_Le_mur_ Thermalians(1).jpg" width="511" /></p>
<h3>Avec le mur Thermalians, soyez rassur&eacute; !</h3>
<p>
	Le Bloc B&eacute;ton est un produit de structure extr&ecirc;mement robuste qui poss&egrave;de des propri&eacute;t&eacute;s de r&eacute;sistance m&eacute;canique permettant d&rsquo;assurer la s&eacute;curit&eacute; des ouvrages et des habitants en cas de s&eacute;isme. <strong>L&rsquo;association du mur Thermalians (Bloc B&eacute;ton + Isolant) et de cha&icirc;nages sp&eacute;cialement con&ccedil;us et mis en oeuvre permet de r&eacute;sister aux sollicitations sismiques.</strong></p>
<h3><span id="more-953"></span><br />
	Etes-vous concern&eacute;s par la nouvelle r&egrave;glementation ?</h3>
<p><img align="left" alt="" height="312" src="data:image/jpeg;base64,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" style="width: 357px; height: 312px;" width="357" /></p>
<p>Si vous construisez en zone 3, 4 ou 5 (risque &laquo; mod&eacute;r&eacute; &agrave; fort &raquo;) vous &ecirc;tes concern&eacute; par la mise en place des nouveaux dispositifs parasismiques sur les &eacute;l&eacute;ments porteurs des b&acirc;timents neufs ou faisant l&rsquo;objet d&rsquo;une demande de permis de construire.<br />
	En zone de sismicit&eacute; 2, il n&rsquo;y a pas d&rsquo;obligation concernant les murs pour les b&acirc;timents de cat&eacute;gorie II comme les maisons individuelles ou les collectifs mais l&rsquo;Eurocode 8 est &agrave; appliquer pour les b&acirc;timents de cat&eacute;gorie III et IV comme les &eacute;tablissements scolaires ou les h&ocirc;pitaux.</p>
<p>3 points importants &agrave; retenir :</p>
<p>1. Tous les Blocs B&eacute;ton de dimension standard (20 cm d&rsquo;&eacute;paisseur) sont conformes aux exigences de l&rsquo;Eurocode 8.<br />
	2. Le mur <a href="http://www.blogbang.com/seeding/event.php?m=11211&amp;h=90&amp;o=209&amp;a=C&amp;t=20de8c29d4fae443a8a6ff0d4df19d64142d3dea" target="_blank">Thermalians</a> &eacute;vite de r&eacute;duire les surfaces habitables.<br />
	Le Bloc B&eacute;ton n&rsquo;a nul besoin de &laquo; grossir &raquo; pour conserver sa conformit&eacute;. R&eacute;sultat : les surfaces habitables restent identiques et en plus la consommation &eacute;nerg&eacute;tique li&eacute;e &agrave; la fabrication et au transport n&rsquo;augmente pas.<br />
	3. Avec le mur Thermalians une maison BBC en zone &agrave; sismique ne co&ucirc;te pas plus cher.<br />
	Le mur Thermalians permet d&eacute;j&agrave; de r&eacute;aliser des maisons BBC (B&acirc;timent Basse Consommation) au co&ucirc;t le plus comp&eacute;titif, tous mat&eacute;riaux confondus</p>
<p><span style="font-size:10px;">* Source : &eacute;tude QEB (Qualit&eacute; Environnementale des B&acirc;timents) r&eacute;alis&eacute;e en 2009 &agrave; l&rsquo;initiative de CIMBETON en &eacute;troite collaboration avec le CERIB, par Tribu &Eacute;nergie, la soci&eacute;t&eacute; &Eacute;cobilan et le CSTB (Centre Scientifique et Technique du B&acirc;timent)</span></p>
<p>&nbsp;</p>
<p><!--[if gte mso 9]><xml><br />
 <o:OfficeDocumentSettings><br />
  <o:AllowPNG/><br />
 </o:OfficeDocumentSettings><br />
</xml><![endif]--><!--[if gte mso 9]><xml><br />
 <w:WordDocument><br />
  <w:View>Normal</w:View><br />
  <w:Zoom>0</w:Zoom><br />
  <w:TrackMoves/><br />
  <w:TrackFormatting/><br />
  <w:HyphenationZone>21</w:HyphenationZone><br />
  <w:PunctuationKerning/><br />
  <w:ValidateAgainstSchemas/><br />
  <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid><br />
  <w:IgnoreMixedContent>false</w:IgnoreMixedContent><br />
  <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText><br />
  <w:DoNotPromoteQF/><br />
  <w:LidThemeOther>FR</w:LidThemeOther><br />
  <w:LidThemeAsian>X-NONE</w:LidThemeAsian><br />
  <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript><br />
  <w:Compatibility><br />
   <w:BreakWrappedTables/><br />
   <w:SnapToGridInCell/><br />
   <w:WrapTextWithPunct/><br />
   <w:UseAsianBreakRules/><br />
   <w:DontGrowAutofit/><br />
   <w:SplitPgBreakAndParaMark/><br />
   <w:EnableOpenTypeKerning/><br />
   <w:DontFlipMirrorIndents/><br />
   <w:OverrideTableStyleHps/><br />
  </w:Compatibility><br />
  <m:mathPr><br />
   <m:mathFont m:val="Cambria Math"/><br />
   <m:brkBin m:val="before"/><br />
   <m:brkBinSub m:val="&#45;-"/><br />
   <m:smallFrac m:val="off"/><br />
   <m:dispDef/><br />
   <m:lMargin m:val="0"/><br />
   <m:rMargin m:val="0"/><br />
   <m:defJc m:val="centerGroup"/><br />
   <m:wrapIndent m:val="1440"/><br />
   <m:intLim m:val="subSup"/><br />
   <m:naryLim m:val="undOvr"/><br />
  </m:mathPr></w:WordDocument><br />
</xml><![endif]--><!--[if gte mso 9]><xml><br />
 <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"<br />
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"<br />
  LatentStyleCount="267"><br />
  <w:LsdException Locked="false" Priority="0" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/><br />
  <w:LsdException Locked="false" Priority="9" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/><br />
  <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/><br />
  <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/><br />
  <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/><br />
  <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/><br />
  <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/><br />
  <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/><br />
  <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/><br />
  <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/><br />
  <w:LsdException Locked="false" Priority="39" Name="toc 1"/><br />
  <w:LsdException Locked="false" Priority="39" Name="toc 2"/><br />
  <w:LsdException Locked="false" Priority="39" Name="toc 3"/><br />
  <w:LsdException Locked="false" Priority="39" Name="toc 4"/><br />
  <w:LsdException Locked="false" Priority="39" Name="toc 5"/><br />
  <w:LsdException Locked="false" Priority="39" Name="toc 6"/><br />
  <w:LsdException Locked="false" Priority="39" Name="toc 7"/><br />
  <w:LsdException Locked="false" Priority="39" Name="toc 8"/><br />
  <w:LsdException Locked="false" Priority="39" Name="toc 9"/><br />
  <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/><br />
  <w:LsdException Locked="false" Priority="10" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Title"/><br />
  <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/><br />
  <w:LsdException Locked="false" Priority="11" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/><br />
  <w:LsdException Locked="false" Priority="22" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/><br />
  <w:LsdException Locked="false" Priority="20" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/><br />
  <w:LsdException Locked="false" Priority="59" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Table Grid"/><br />
  <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/><br />
  <w:LsdException Locked="false" Priority="1" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/><br />
  <w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Shading"/><br />
  <w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light List"/><br />
  <w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Grid"/><br />
  <w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 1"/><br />
  <w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 2"/><br />
  <w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 1"/><br />
  <w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 2"/><br />
  <w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 1"/><br />
  <w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 2"/><br />
  <w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 3"/><br />
  <w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Dark List"/><br />
  <w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Shading"/><br />
  <w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful List"/><br />
  <w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Grid"/><br />
  <w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/><br />
  <w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light List Accent 1"/><br />
  <w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/><br />
  <w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/><br />
  <w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/><br />
  <w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/><br />
  <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/><br />
  <w:LsdException Locked="false" Priority="34" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/><br />
  <w:LsdException Locked="false" Priority="29" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/><br />
  <w:LsdException Locked="false" Priority="30" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/><br />
  <w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/><br />
  <w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/><br />
  <w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/><br />
  <w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/><br />
  <w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Dark List Accent 1"/><br />
  <w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/><br />
  <w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/><br />
  <w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/><br />
  <w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/><br />
  <w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light List Accent 2"/><br />
  <w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/><br />
  <w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/><br />
  <w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/><br />
  <w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/><br />
  <w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/><br />
  <w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/><br />
  <w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/><br />
  <w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/><br />
  <w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Dark List Accent 2"/><br />
  <w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/><br />
  <w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/><br />
  <w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/><br />
  <w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/><br />
  <w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light List Accent 3"/><br />
  <w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/><br />
  <w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/><br />
  <w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/><br />
  <w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/><br />
  <w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/><br />
  <w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/><br />
  <w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/><br />
  <w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/><br />
  <w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Dark List Accent 3"/><br />
  <w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/><br />
  <w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/><br />
  <w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/><br />
  <w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/><br />
  <w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light List Accent 4"/><br />
  <w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/><br />
  <w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/><br />
  <w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/><br />
  <w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/><br />
  <w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/><br />
  <w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/><br />
  <w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/><br />
  <w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/><br />
  <w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Dark List Accent 4"/><br />
  <w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/><br />
  <w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/><br />
  <w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/><br />
  <w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/><br />
  <w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light List Accent 5"/><br />
  <w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/><br />
  <w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/><br />
  <w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/><br />
  <w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/><br />
  <w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/><br />
  <w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/><br />
  <w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/><br />
  <w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/><br />
  <w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Dark List Accent 5"/><br />
  <w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/><br />
  <w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/><br />
  <w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/><br />
  <w:LsdException Locked="false" Priority="60" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/><br />
  <w:LsdException Locked="false" Priority="61" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light List Accent 6"/><br />
  <w:LsdException Locked="false" Priority="62" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/><br />
  <w:LsdException Locked="false" Priority="63" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/><br />
  <w:LsdException Locked="false" Priority="64" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/><br />
  <w:LsdException Locked="false" Priority="65" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/><br />
  <w:LsdException Locked="false" Priority="66" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/><br />
  <w:LsdException Locked="false" Priority="67" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/><br />
  <w:LsdException Locked="false" Priority="68" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/><br />
  <w:LsdException Locked="false" Priority="69" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/><br />
  <w:LsdException Locked="false" Priority="70" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Dark List Accent 6"/><br />
  <w:LsdException Locked="false" Priority="71" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/><br />
  <w:LsdException Locked="false" Priority="72" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/><br />
  <w:LsdException Locked="false" Priority="73" SemiHidden="false"<br />
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/><br />
  <w:LsdException Locked="false" Priority="19" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/><br />
  <w:LsdException Locked="false" Priority="21" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/><br />
  <w:LsdException Locked="false" Priority="31" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/><br />
  <w:LsdException Locked="false" Priority="32" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/><br />
  <w:LsdException Locked="false" Priority="33" SemiHidden="false"<br />
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/><br />
  <w:LsdException Locked="false" Priority="37" Name="Bibliography"/><br />
  <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/><br />
 </w:LatentStyles><br />
</xml><![endif]--><!--[if gte mso 10]></p>
<style>
 /* Style Definitions */
 table.MsoNormalTable
	{mso-style-name:"Tableau Normal";
	mso-tstyle-rowband-size:0;
	mso-tstyle-colband-size:0;
	mso-style-noshow:yes;
	mso-style-priority:99;
	mso-style-parent:"";
	mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
	mso-para-margin:0cm;
	mso-para-margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:"Calibri","sans-serif";
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:"Times New Roman";
	mso-bidi-theme-font:minor-bidi;
	mso-fareast-language:EN-US;}
</style>
<p><![endif]--><b><span style="font-size:10.0pt;font-family:&quot;Arial&quot;,&quot;sans-serif&quot;;<br />
mso-fareast-font-family:Calibri;mso-fareast-theme-font:minor-latin;mso-ansi-language:<br />
FR;mso-fareast-language:FR;mso-bidi-language:AR-SA">Solidit&eacute;, performances thermiques, performances acoustiques&hellip;Les autres qualit&eacute;s du mur Thermalians &agrave; d&eacute;couvrir sur </span></b><span style="font-size:12.0pt;font-family:&quot;Times New Roman&quot;,&quot;serif&quot;;<br />
mso-fareast-font-family:Calibri;mso-fareast-theme-font:minor-latin;mso-ansi-language:<br />
FR;mso-fareast-language:FR;mso-bidi-language:AR-SA"><a href="http://www.blogbang.com/seeding/event.php?m=11211&amp;h=90&amp;o=209&amp;a=C&amp;t=20de8c29d4fae443a8a6ff0d4df19d64142d3dea" target="_blank"><b><span style="font-size:10.0pt;font-family:<br />
&quot;Arial&quot;,&quot;sans-serif&quot;">www.lemur-thermalians.fr</span></b></a></span></p>
<p style="text-align: right;"><a href="http://www.blogbang.com." target="_blank">Article sponsoris&eacute;<br />
	</a></p>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/le-mur-thermalians-un-veritable-atout-parasismique.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Architecte maison BBC</title>
		<link>http://une-maison-bbc.com/architecte-maison-bbc.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=architecte-maison-bbc</link>
		<comments>http://une-maison-bbc.com/architecte-maison-bbc.html#comments</comments>
		<pubDate>Tue, 25 Oct 2011 12:33:28 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Maison basse consommation]]></category>
		<category><![CDATA[Architecte maison BBC]]></category>
		<category><![CDATA[Claude Veyret]]></category>

		<guid isPermaLink="false">http://une-maison-bbc.com/?p=877</guid>
		<description><![CDATA[Claude Veyret : Architecte maison BBC &#160;Claude Veyret, architecte d.p.l.g.,&#160; est sp&#233;cialis&#233; dans la construction maisons contemporaines et l&#8217;am&#233;nagement de lofts. Avec plus de 20 ans d&#39;exp&#233;rience &#224; son actif Claude Veyret saura vous guider dans ce fabuleux projet de &#8230; <a href="http://une-maison-bbc.com/architecte-maison-bbc.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h3>Claude Veyret : Architecte maison BBC</h3>
<p class="MsoBodyText"><span style="font-family: arial,helvetica,sans-serif;">&nbsp;<a href="http://www.claude-veyret.fr" target="_blank">Claude Veyret</a>, architecte d.p.l.g.,&nbsp; est sp&eacute;cialis&eacute; dans la construction maisons contemporaines et l&rsquo;am&eacute;nagement de lofts. Avec plus de 20 ans d&#39;exp&eacute;rience &agrave; son actif Claude Veyret saura vous guider dans ce fabuleux projet de vie<br />
	</span></p>
<p class="MsoBodyText">Pour votre projet de construction de maison BBC, l&rsquo;architecte accompagnera son futur client d&egrave;s le premier RDV pour l&rsquo;aider &agrave; choisir son terrain ou son plateau, analyser ses besoins et ses contraintes, dessiner les premi&egrave;res esquisses de son projet et enfin suivra son projet jusqu&#39;&agrave; la livraison.</p>
<p class="MsoBodyText"><span style="font-family: arial,helvetica,sans-serif;">Pour une maison contemporaine BBC il faut compter un budget moyen compris entre 1 700 &agrave; 2 200 &euro; du m&sup2;.</span></p>
<p class="MsoBodyText" style="text-align: center;"><img alt="" border="0" height="488" src="http://une-maison-bbc.com/wp-content/uploads/image/maison contemporaine.JPG" width="650" /></p>
<p class="MsoBodyText"><span id="more-877"></span><strong><u><span style="font-family: arial,helvetica,sans-serif;">Contact </span>:</u></strong></p>
<p><strong>Claude Veyret<br />
	</strong></p>
<p><strong>T&eacute;l<strong> </strong>:</strong> 06 77 27 63 13</p>
<p>Email : <a href="mailto:claude.veyret@gmail.com"><em>claude.veyret@gmail.com</em></a></p>
<p><a href="http://www.claudeveyret.com" target="_blank">www.claudeveyret.com</a> et <a href="http://www.claude-veyret.fr" target="_blank">www.claude-veyret.fr</a></p>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/architecte-maison-bbc.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Le concept Thermalians</title>
		<link>http://une-maison-bbc.com/le-concept-thermalian.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=le-concept-thermalian</link>
		<comments>http://une-maison-bbc.com/le-concept-thermalian.html#comments</comments>
		<pubDate>Fri, 21 Oct 2011 14:47:51 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Maison basse consommation]]></category>

		<guid isPermaLink="false">http://une-maison-bbc.com/?p=936</guid>
		<description><![CDATA[Le concept du mur thermalians Pour les murs de votre future maison BBC (b&#226;timent basse consommation), plusieurs choix de mat&#233;riaux et syst&#232;mes constructifs s&#8217;offrent &#224; vous, apportant une r&#233;elle efficacit&#233; au plan de l&#8217;isolation thermique. Mais peu d&#8217;entre eux offrent &#8230; <a href="http://une-maison-bbc.com/le-concept-thermalian.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h2>Le concept du mur thermalians</h2>
<p>Pour les murs de votre future maison BBC (b&acirc;timent basse consommation), plusieurs choix de mat&eacute;riaux et syst&egrave;mes constructifs s&rsquo;offrent &agrave; vous, apportant une r&eacute;elle efficacit&eacute; au plan de l&rsquo;isolation thermique. Mais peu d&rsquo;entre eux offrent l&rsquo;avantage suppl&eacute;mentaire d&rsquo;&ecirc;tre produits localement sur tout le territoire fran&ccedil;ais, et de satisfaire aux principes fondamentaux du d&eacute;veloppement durable : favoriser l&rsquo;emploi, limiter les d&eacute;penses d&rsquo;&eacute;nergie, assurer un rapport qualit&eacute;-prix id&eacute;al.</p>
<p style="text-align: center;"><a href="http://www.blogbang.com/seeding/event.php?m=11211&amp;h=90&amp;o=196&amp;a=C&amp;t=df1e9be361c970dfbcad252316def72aed8c04dc" target="_blank"><img alt="" border="0" height="177" src="http://www.blog-construction.fr/wp-content/uploads/image/logo thermalians.jpg" width="538" /></a></p>
<p>Parce qu&rsquo;il est compos&eacute; de <strong>blocs b&eacute;ton &#8211; associ&eacute;s &agrave; un isolant</strong> &#8211; le mur <a href="http://www.blogbang.com/seeding/event.php?m=11211&amp;h=90&amp;o=196&amp;a=C&amp;t=df1e9be361c970dfbcad252316def72aed8c04dc" target="_blank">Thermalians</a> cumule ces 2 avantages avec son efficacit&eacute; optimale et son faible co&ucirc;t &eacute;conomique.</p>
<p>En effet le bloc b&eacute;ton, aussi appel&eacute; parpaing, moellon ou agglo, est fabriqu&eacute; en France, sur pr&egrave;s de 400 sites industriels, petites et moyennes entreprises r&eacute;parties de mani&egrave;re homog&egrave;ne sur l&rsquo;ensemble du territoire.</p>
<p>&nbsp;</p>
<p style="text-align: center;"><img alt="" height="85" src="http://une-maison-bbc.com/wp-content/uploads/image/BBC/Logo_marque_BLOCALIANS.jpg" width="199" /><br />
	&nbsp;</p>
<p><span id="more-936"></span></p>
<p>Ces sites <strong>ne sont pas d&eacute;localisables</strong> &agrave; l&rsquo;&eacute;tranger car le poids des parpaings et leur faible prix de vente sont dissuasifs.</p>
<p>
	Les blocs b&eacute;ton &eacute;tant compos&eacute;s de 87% de granulats (graviers, pierres et sable), de 6% d&rsquo;eau et de 7% de ciment, ils ne n&eacute;cessitent <strong>aucune importation</strong>.</p>
<p>
	Ainsi le bloc b&eacute;ton, mat&eacute;riau local de tradition fran&ccedil;aise, permet-il de <u>conserver de nombreux emplois industriels dans de multiples communes.<br />
	Au niveau environnementa</u>l :</p>
<p><strong>Au niveau environnemental :<br />
	</strong></p>
<p>De tous les mat&eacute;riaux de construction, il est celui qui n&eacute;cessite <u>le moins de transport</u>, ce qui <strong>limite l&rsquo;&eacute;manation de gaz &agrave; effet de serre</strong>. En effet les carri&egrave;res comme les chantiers se trouvent en moyenne &agrave; moins de 50 km des usines.</p>
<p>
	Le bloc b&eacute;ton est moul&eacute; &agrave; froid, et sa fabrication ne demande donc <u>aucune cuisson</u> (seuls les 6% &agrave; 7% de ciment qui entrent dans sa composition ont subi une cuisson). Il est de fait le mat&eacute;riau de construction <strong>demandant le moins d&rsquo;&eacute;nergie n&eacute;cessaire &agrave; sa fabrication</strong> (pour preuve, il suffit de comparer les fiches de d&eacute;claration environnementales et sanitaires des mat&eacute;riaux de construction, sur www.inies.fr ).</p>
<p>
	100% recyclable, 100% min&eacute;ral, ne n&eacute;cessitant aucun entretien, aucun vernissage, le bloc b&eacute;ton n&rsquo;&eacute;met aucun COV* ni particule.<strong> Il est donc sans aucun risque pour la sant&eacute;</strong>.</p>
<p>
	Le mur Thermalians s&rsquo;av&egrave;re &ecirc;tre ainsi le <u>choix constructif de pr&eacute;dilection</u> pour ceux qui souhaitent construire une maison &laquo; basse consommation &raquo; en associant &eacute;conomie budg&eacute;taire et sauvegarde de l&rsquo;&eacute;conomie locale.</p>
<p>&nbsp;</p>
<p style="text-align: right;"><a href="http://www.blogbang.com." target="_blank">Article sponsoris&eacute;<br />
	</a></p>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/le-concept-thermalian.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Construction maison bois</title>
		<link>http://une-maison-bbc.com/construction-maison-bois.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=construction-maison-bois</link>
		<comments>http://une-maison-bbc.com/construction-maison-bois.html#comments</comments>
		<pubDate>Mon, 10 Oct 2011 08:30:04 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Matériaux]]></category>
		<category><![CDATA[construction bois]]></category>
		<category><![CDATA[construction maison bois]]></category>
		<category><![CDATA[maison bois]]></category>

		<guid isPermaLink="false">http://une-maison-bbc.com/?p=930</guid>
		<description><![CDATA[La construction d&#39;une maison en bois est-elle un luxe ? Autrefois r&#233;serv&#233;e au budget cons&#233;quent la maison en bois devient petit &#224; petit accessible &#224; tous. Sans oublier l&#39;aspect environnemental, de nombreux avantages esth&#233;tiques et techniques li&#233;s &#224; la construction &#8230; <a href="http://une-maison-bbc.com/construction-maison-bois.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h2>La construction d&#39;une maison en bois est-elle un luxe ?</h2>
<p>	Autrefois r&eacute;serv&eacute;e au budget cons&eacute;quent la maison en bois devient petit &agrave; petit accessible &agrave; tous. Sans oublier l&#39;aspect environnemental, de nombreux avantages esth&eacute;tiques et techniques li&eacute;s &agrave; la construction en bois permettent de r&eacute;aliser des maisons aux int&eacute;rieurs accueillants et personnalis&eacute;s &agrave; des prix tr&egrave;s int&eacute;ressants.</p>
<p>	Rapide &agrave; construire, les maisons en bois sont totalement adapt&eacute;es aux aspect environnementaux.</p>
<p>	On retrouve notamment ce type de construction &agrave; <a href="http://www.charpente-lucas.com/construction-maison-et-ossature-bois-savoie-haute-savoie/" target="_blank">ossature bois en Haute-Savoi</a>e gr&agrave;ce surtout &agrave; leur adaptation aux contraintes sismiques des terrains.</p>
<p>	C&#39;est pourquoi construire votre maison ou m&ecirc;me vos <a href="http://www.charpente-lucas.com/verandas-bois-haute-savoie-73-74/" target="_blank">v&eacute;randas bois</a> permettra de garder solidit&eacute; et rigidit&eacute; m&ecirc;me si votre terrain est soumis &agrave; des d&eacute;formations.</p>
<p>	N&#39;h&eacute;sitez pas enfin &agrave; penser afin de s&eacute;curiser votre maison aux <a href="http://www.charpente-lucas.com/terrasses-et-gardes-corps-haute-savoie/" target="_blank">terrasses et garde-corps en bois</a></p>
<p>&nbsp;</p>
<p style="text-align: center;">
	&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/construction-maison-bois.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Association maisons de qualité</title>
		<link>http://une-maison-bbc.com/association-maisons-de-qualite.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=association-maisons-de-qualite</link>
		<comments>http://une-maison-bbc.com/association-maisons-de-qualite.html#comments</comments>
		<pubDate>Tue, 12 Apr 2011 12:00:14 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Constructeur maison BBC]]></category>
		<category><![CDATA[constructeur maison qualité]]></category>
		<category><![CDATA[maison qualité]]></category>

		<guid isPermaLink="false">http://une-maison-bbc.com/?p=912</guid>
		<description><![CDATA[Des constructeurs de maisons individuelles de qualit&#233; Maison Qualit&#233; est une association loi 1901 &#224; but non lucratif cr&#233;&#233;e au d&#233;but des ann&#233;es 90 &#224; l&#8217;initiative d&#8217;associations de consommateurs. &#160; L&#39;objectif de cette association est de s&#233;lectionner et d&#8217;accompagner des &#8230; <a href="http://une-maison-bbc.com/association-maisons-de-qualite.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h2 class="access">Des constructeurs de maisons individuelles de qualit&eacute;</h2>
<div class="para_1513512 resize" id="para_1">
<div class="texte">
<div class="access firstletter">Maison Qualit&eacute; est une association loi 1901 &agrave; but non lucratif cr&eacute;&eacute;e au <b>d&eacute;but des ann&eacute;es 90</b> &agrave; l&rsquo;initiative d&rsquo;associations de consommateurs.</div>
<div class="access firstletter">&nbsp;</div>
<div class="access firstletter">L&#39;objectif de cette association est de s&eacute;lectionner et d&rsquo;accompagner des <a href="http://www.maisons-qualite.com" target="_blank">constructeurs de maisons</a><a href="http://www.maisons-qualite.com" target="_blank"> individuelles</a> respectant le Contrat de Construction de Maison Individuelle.</div>
<div class="access firstletter">&nbsp;</div>
<div class="access firstletter">En 2011, l&rsquo;Association <b>regroupe &agrave; parit&eacute;</b> des repr&eacute;sentants d&rsquo;Associations Familiales et de Consommateurs et des repr&eacute;sentants de Constructeurs de maisons individuelles, ainsi qu&#39;un certains nombre d&#39;organismes institutionnels (ADEME, GDF, ALDES&#8230;)&nbsp; . </p>
<p>			Acteur impartial au service de l&rsquo;int&eacute;r&ecirc;t g&eacute;n&eacute;ral l&#39;association s&#39;est donner comme mission principale l&#39;accompagnement des acqu&eacute;reurs dans leur projet de construction de maison, ainsi que des Constructeurs dans leur d&eacute;marche de qualit&eacute;.</p></div>
</p></div>
</div>
<div class="param_commentaire mod_1809113" id="mod_1809113">
<div class="cel1">
<div class="infos" style="text-align: center;"><a href="http://www.maisons-qualite.com/" target="_blank"><img alt="" height="120" src="http://une-maison-bbc.com/wp-content/uploads/image/BBC/maisons de qualité.jpg" width="289" /><br />
			</a></div>
<p>		<span id="more-912"></span></p>
<div class="infos">
<p>Depuis 1993, les Constructeurs Agr&eacute;&eacute;s Maisons de Qualit&eacute; ont construit plus de 42 000 maisons individuelles.</p>
<p>L&#39;association met en oeuvre un certain nombre de mission pour les constructeurs&nbsp; :</p>
<div class="para_1506121 resize" id="para_1">
<div class="texte">
<ul>
<li>Formation sur les &eacute;volutions (r&egrave;glementaires, techniques et technologiques)</li>
<li>Cr&eacute;ation d&#39;outils p&eacute;dagogiques,</li>
<li>Diffusion d&#39;enqu&ecirc;tes sociologiques de panels consommateurs</li>
<li>Organisation des tables rondes sur des th&egrave;mes d&rsquo;actualit&eacute; de la construction.</li>
</ul>
<div class="access firstletter">Sur le nouveau site maison de qualit&eacute; vous trouverez la liste des constructeurs agr&eacute;&eacute;s ainsi qu&#39;un certain nombre de fiche conseils pour vous aider dans votre projet de construction</div>
<div class="access firstletter">&nbsp;</div>
<div class="access firstletter" style="text-align: center;"><img alt="" src="data:image/jpeg;base64,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" /></div>
</p></div>
</p></div>
</p></div>
</p></div>
</div>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/association-maisons-de-qualite.html/feed</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Maison contemporaine toit plat</title>
		<link>http://une-maison-bbc.com/maison-contemporaine-toit-plat.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=maison-contemporaine-toit-plat</link>
		<comments>http://une-maison-bbc.com/maison-contemporaine-toit-plat.html#comments</comments>
		<pubDate>Tue, 01 Feb 2011 20:10:08 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Maison basse consommation]]></category>
		<category><![CDATA[Maison BBC Toit plat]]></category>
		<category><![CDATA[Maison contemporaine toit plat]]></category>

		<guid isPermaLink="false">http://une-maison-bbc.com/?p=864</guid>
		<description><![CDATA[Maison contemporaine toit plat Comment faire une maison contemporaine &#224; toit plat ? La r&#233;alisation d&#39;une maison contemporaine &#224; toit plat n&#39;est pas plus compliqu&#233;e qu&#39;une maison avec un toit traditionnel, il faut cependant concevoir une architecture pouvant accepter de &#8230; <a href="http://une-maison-bbc.com/maison-contemporaine-toit-plat.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h3>Maison contemporaine toit plat</h3>
<h4><b>Comment faire une maison contemporaine &agrave; toit plat ?</b></h4>
<p>La r&eacute;alisation d&#39;une maison contemporaine &agrave; toit plat n&#39;est pas plus compliqu&eacute;e qu&#39;une maison avec un toit traditionnel, il faut cependant concevoir une architecture pouvant accepter de fa&ccedil;on harmonieuse ce type de toit.</p>
<p>	Une maison contemporaine &agrave; toit plat doit quand m&ecirc;me r&eacute;pondre &agrave; des contraintes techniques et r&egrave;glementaires. Une toiture v&eacute;g&eacute;talis&eacute;e assurant une isolation plus performante permettra sans doute une une meilleure int&eacute;gration architecturale dans son environnement.</p>
<p>	<b>Combien co&ucirc;te </b><b>une maison contemporaine &agrave; toit plat </b><b> ?</b></p>
<p>La contrainte majeure r&eacute;side essentiellement dans le fait de trouver un entrepreneur s&eacute;rieux capable de r&eacute;aliser votre maison contemporaine &agrave; toit plat, et cette donn&eacute;e risque d&#39;avoir un impact sur votre budget global.</p>
<p>Au del&agrave; de cet aspect la construction d&#39;une maison &agrave; toit plat n&#39;est pas forc&eacute;ment plus on&eacute;reuse qu&#39;une maison contemporaine avec un toit traditionnel.</p>
<p style="text-align: center;"><img alt="" height="404" src="http://une-maison-bbc.com/wp-content/uploads/image/BBC/maison-contemporaine-toit-plat-1.jpg" width="672" /></p>
<p><span id="more-864"></span></p>
<h4>
	<b>Une maison contemporaine &agrave; toit plat n&eacute;cessite-t-elle une</b><b> autorisation particuli&egrave;re ?</b></h4>
<p>La construction d&#39;une maison contemporaine &agrave; toit plat ne se faire n&#39;importe o&ugrave;, selon votre secteur et donc en fonction du PLU, il convient de vous rapprocher des services d&#39;urbanismes pour connaitre vos possibilit&eacute;s de construire ou non une maison contemporaine &agrave; toit plat.</p>
<h4>
	<b>Quels mat&eacute;riaux utiliser pour une maison contemporaine &agrave; toit plat ?</b></h4>
<p>la construction d&#39;une maison contemporaine &agrave; toit plats ne n&eacute;cessite pas l&#39;utilisation de mat&eacute;riaux sp&eacute;cifiques, en effet&nbsp; la quasi totalit&eacute;s des mat&eacute;riaux s&#39;adapte &agrave; la construction d&#39;un toit plat.<br />
	&nbsp;</p>
<h4><b>La maison contemporaine &agrave; toit plat peut-elle &ecirc;tre BBC ?</b></h4>
<p>Le label BBC effinergie n&#39;impose rien en terme d&#39;architecture, une maison contemporaine &agrave; toit plat est par cons&eacute;quent tout &agrave; fait &eacute;ligible au label maison BBC si elle r&eacute;pond aux crit&egrave;res &eacute;nerg&eacute;tiques demand&eacute;s.</p>
<p>&nbsp;</p>
<p style="text-align: center;"><img alt="" border="0" height="504" src="http://une-maison-bbc.com/wp-content/uploads/image/BBC/maison-contemporaine-toit-plat.jpg" width="672" /></p>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/maison-contemporaine-toit-plat.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Poêle à bois maison BBC</title>
		<link>http://une-maison-bbc.com/poele-a-bois-maison-bbc.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=poele-a-bois-maison-bbc</link>
		<comments>http://une-maison-bbc.com/poele-a-bois-maison-bbc.html#comments</comments>
		<pubDate>Thu, 20 Jan 2011 08:59:13 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Aménagement intérieur]]></category>
		<category><![CDATA[poele]]></category>
		<category><![CDATA[poele a bois]]></category>
		<category><![CDATA[poele a bois maison bbc]]></category>
		<category><![CDATA[poele bbc]]></category>
		<category><![CDATA[poele maison bbc]]></category>

		<guid isPermaLink="false">http://une-maison-bbc.com/?p=843</guid>
		<description><![CDATA[Po&#234;le &#224; bois maison BBC Une innovation pour les maisons BBC La soci&#233;t&#233; Brisach, fond&#233;e en 1961 et sp&#233;cialis&#233;e vente de po&#234;le, chemin&#233;e et insert a d&#233;cid&#233; d&#39;apporter sa pierre &#224; l&#39;&#233;difice de la construction BBC en d&#233;veloppant une gamme &#8230; <a href="http://une-maison-bbc.com/poele-a-bois-maison-bbc.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h3>Po&ecirc;le &agrave; bois maison BBC</h3>
<h4>Une innovation pour les maisons BBC</h4>
<p>La soci&eacute;t&eacute; Brisach, fond&eacute;e en 1961 et sp&eacute;cialis&eacute;e vente de po&ecirc;le, chemin&eacute;e et insert a d&eacute;cid&eacute; d&#39;apporter sa pierre &agrave; l&#39;&eacute;difice de la construction BBC en d&eacute;veloppant une gamme compl&egrave;te de <a href="http://www.brisach.com/fr/poele/poele_a_bois" target="_blank">po&ecirc;les</a> &eacute;tanches compatibles avec les exigences du label Maison BBC (Maison Basse Consommation). Un des crit&egrave;re principal de la maison BBC est la r&eacute;duction de la consommation d&#39;&eacute;nergie.</p>
<h4>Une solution de chauffage id&eacute;ale pour une maison BBC</h4>
<p>Le bois est par essence un mat&eacute;riau r&eacute;solument &eacute;cologique extr&ecirc;mement avantageux financi&egrave;rement, il en effet un des moyen de chuaffage principal pr&eacute;conise afin de r&eacute;pondre aux exigences des maisons BBC.<br />
	La soci&eacute;t&eacute; Brisach a donc d&eacute;cid&eacute; &agrave; compter de l&#39;hiver 2011 de commercialiser sa gamme de <strong>po&ecirc;le &agrave; bois BBC.</strong></p>
<h4><span id="more-843"></span>Les po&ecirc;les Brisach et les crit&egrave;res BBC :</h4>
<ul>
<li><strong><em>Un label 5* Flamme Verte</em></strong></li>
</ul>
<ul>
<li><strong><em>Une prise d&rsquo;air ext&eacute;rieure directe</em></strong></li>
</ul>
<ul>
<li><strong><em>Une &eacute;tanch&eacute;it&eacute; test&eacute;e selon la future norme europ&eacute;enne</em></strong></li>
</ul>
<ul>
<li><strong><em>Une juste puissance pour un confort optimal</em></strong></li>
</ul>
<ul>
<li><strong><em>Une combustion ma&icirc;tris&eacute;e</em></strong></li>
</ul>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="http://www.brisach.com/fr/poele/poele_a_bois" target="_blank"><img alt="" border="0" height="348" src="http://une-maison-bbc.com/wp-content/uploads/image/poele brisach.jpg" width="338" /></a></p>
<h4><strong>Brisach et l&#39;utilisation intelligente du BBC</strong></h4>
<ul>
<li><em>Un avantage confort et &eacute;conomie : le syst&egrave;me domotique e-BAB</em></li>
</ul>
<ul>
<li><em>Les garanties d&rsquo;un laboratoire d&rsquo;essai qui a &eacute;t&eacute; certifi&eacute; ISO 17025</em></li>
</ul>
<p>D&eacute;couvrez toute la gamme de <a href="http://www.brisach.com/fr/poele/poele_a_bois" target="_blank"><strong>po&ecirc;les</strong></a><strong> </strong>et de <a href="http://www.brisach.com/fr/cheminee/cheminees_bois" target="_blank"><strong>chemin&eacute;es</strong></a> en visitant le site Brisach.com.</p>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/poele-a-bois-maison-bbc.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Maison BBC – Construction Maison BBC</title>
		<link>http://une-maison-bbc.com/maison-bbc.html?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=maison-bbc</link>
		<comments>http://une-maison-bbc.com/maison-bbc.html#comments</comments>
		<pubDate>Sat, 23 Oct 2010 18:37:01 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Maison basse consommation]]></category>
		<category><![CDATA[Construction Maison BBC]]></category>
		<category><![CDATA[label maison BBC]]></category>
		<category><![CDATA[maison basse consommation]]></category>
		<category><![CDATA[maison bbc]]></category>

		<guid isPermaLink="false">http://www.blog-construction.fr/?p=388</guid>
		<description><![CDATA[Maison BBC &#8211; Construction Maison BBC Une Maison BBC appel&#233; aussi Maison Basse Consommation est une maison avec une consommation &#233;nerg&#233;tique extr&#234;mement faible, et un taux de rejet de CO2 r&#233;duit. Toutes les maisons construites &#224; compter du 1er Janvier &#8230; <a href="http://une-maison-bbc.com/maison-bbc.html">Continuer la lecture <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h3>Maison BBC &#8211; Construction Maison BBC</h3>
<p>Une <a href="http://une-maison-bbc.com/" target="_parent"><strong>Maison BBC</strong></a> appel&eacute; aussi Maison Basse Consommation est une maison avec une consommation &eacute;nerg&eacute;tique extr&ecirc;mement faible, et un taux de rejet de CO2 r&eacute;duit.</p>
<p>Toutes les maisons construites &agrave; compter du 1er Janvier 2013 devront r&eacute;pondre aux exigences aux futures exigences r&eacute;glementaires RT2012 fix&eacute;es par le Grenelle de l&#39;environnement que ce soit en terme d&#39;isolation, de consommation &eacute;nerg&eacute;tique &#8230;</p>
<p>Ainsi les constructions r&eacute;sidentielles neuves, auront pour objectif une consommation maximale en &eacute;nergie primaire fix&eacute; &agrave; 50 kWh/ m&sup2; / par an (&agrave; moduler selon les r&eacute;gions et l&rsquo;altitude).</p>
<p><span id="more-388"></span></p>
<p>	L&#39;&eacute;nergie primaire comprend les consommations suivantes : le chauffage, le refroidissement, la ventilation, la production d&rsquo;eau chaude sanitaire et l&rsquo;&eacute;clairage.</p>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="http://www.blog-construction.fr/wp-content/uploads/2010/03/maison_BBC1.jpg"><img alt="" border="0" height="355" src="http://une-maison-bbc.com/wp-content/uploads/image/BBC/carte maison BBC.jpg" width="643" /><br />
	</a></p>
<h4>
	Le label Maison BBC</h4>
<p>
	Le label <strong>Maison BBC</strong> est attribu&eacute; aux maisons individuelles qui r&eacute;pondent aux exigences du label B&acirc;timent Basse Consommation (BBC) : Une &eacute;tude thermique doit &ecirc;tre r&eacute;alis&eacute;e afin de valider les r&eacute;sultats et ainsi pouvoir faire la demande<strong> de label aupr&egrave;s d&rsquo;un organisme certifi&eacute;</strong> (Cet organisme tiers est le garant que l&rsquo;&eacute;tude thermique est r&eacute;alis&eacute;e en bonne et due forme)&nbsp;</p>
<p>
	Comme pour l&rsquo;&eacute;lectrom&eacute;nager, il existe sept classes allant du logement &eacute;conome (classe A), avec une consommation annuelle d&rsquo;&eacute;nergie primaire pour le chauffage, l&rsquo;eau chaude sanitaire et le refroidissement inf&eacute;rieure &agrave; 51 kWh/m2/an, au logement &eacute;nergivore (classe G).</p>
<p>	Cet indicateur devra &eacute;galement &ecirc;tre compl&eacute;t&eacute; par une d&eacute;composition entre &eacute;nergies renouvelables et &eacute;nergies fossiles ainsi qu&rsquo;une estimation du co&ucirc;t en euros incluant les abonnements et la contribution au r&eacute;chauffement climatique en kg. &eacute;quivalant CO2 par m2.an.</p>
<p>&nbsp;</p>
<p style="text-align: center;"><a href="http://www.blog-construction.fr/wp-content/uploads/2010/03/BBC.jpg"><img alt="" border="0" class="alignnone size-full wp-image-391" height="246" src="http://www.blog-construction.fr/wp-content/uploads/2010/03/BBC.jpg" width="208" /></a></p>
]]></content:encoded>
			<wfw:commentRss>http://une-maison-bbc.com/maison-bbc.html/feed</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
	</channel>
</rss>

