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        <title>APT'IMMO</title>
        <link>https://www.aptimmo.fr</link>
        <description>Actualites</description>
        <language>fr-FR</language>
        <managingEditor>APT'IMMO</managingEditor>
        <item>
					<title>simulateur ADEME</title>
					<link><a href="/expertises-immobilieres-simulateur-ademe-a7.html">simulateur ADEME</a></link>
					<description>&lt;p&gt;
	Simulateur DPE ADEME&lt;/p&gt;
&lt;p&gt;
	https://observatoire-dpe-audit.ademe.fr/accueil&lt;/p&gt;
&lt;p&gt;
	&amp;nbsp;&lt;/p&gt;
&lt;p&gt;
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</description>
					<pubDate>Thu, 25 Sep 2025 16:54:22 +0200</pubDate>
				</item>
		<item>
					<title>DPE evolution</title>
					<link><a href="/expertises-immobilieres-dpe-evolution-a6.html">DPE evolution</a></link>
					<description>&lt;div class=&quot;aju&quot;&gt;
	&lt;div class=&quot;aCi&quot;&gt;
		&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;gs&quot;&gt;
	&lt;div class=&quot;gE iv gt&quot;&gt;
		&lt;table cellpadding=&quot;0&quot; class=&quot;cf gJ&quot;&gt;
			&lt;tbody&gt;
				&lt;tr class=&quot;acZ&quot;&gt;
					&lt;td class=&quot;gF gK&quot;&gt;
						&lt;table cellpadding=&quot;0&quot; class=&quot;cf ix&quot;&gt;
							&lt;tbody&gt;
								&lt;tr&gt;
									&lt;td class=&quot;c2&quot;&gt;
										&lt;h3 class=&quot;iw gFxsud&quot;&gt;
											&amp;nbsp;&lt;/h3&gt;
									&lt;/td&gt;
								&lt;/tr&gt;
							&lt;/tbody&gt;
						&lt;/table&gt;
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									&lt;h1&gt;
										&amp;Eacute;volution du Cep &amp;eacute;lectricit&amp;eacute;&amp;nbsp;: les diagnostiqueurs n&amp;rsquo;auront pas &amp;agrave; refaire les DPE&lt;/h1&gt;
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										&lt;img alt=&quot;&quot; class=&quot;CToWUd a6T&quot; data-bit=&quot;iit&quot; src=&quot;https://ci3.googleusercontent.com/meips/ADKq_NZJBQ8WRuXxbNrJEOyN3xU7QiXbzd7czvPNF1GInZol8FpjqGgoLjfuXcJ9xizD8zA03T3gtgTnmELOwfJUww_hKKYszutFH1Ign5nHmKWAX3rmtG8=s0-d-e1-ft#https://infodiag.fr/wp-content/uploads/2022/10/DPE8-678x381.jpg&quot; tabindex=&quot;0&quot; /&gt;&lt;/div&gt;
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		&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=https://infodiag.fr/evolution-du-cep-electricite-les-diagnostiqueurs-nauront-pas-a-refaire-les-dpe/%23&amp;amp;source=gmail&amp;amp;ust=1755246511472000&amp;amp;usg=AOvVaw2tabBdp1FBFgCbk_1PyzdL&quot; href=&quot;https://infodiag.fr/evolution-du-cep-electricite-les-diagnostiqueurs-nauront-pas-a-refaire-les-dpe/#&quot; target=&quot;_blank&quot;&gt; &lt;/a&gt; &lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=https://infodiag.fr/evolution-du-cep-electricite-les-diagnostiqueurs-nauront-pas-a-refaire-les-dpe/%23&amp;amp;source=gmail&amp;amp;ust=1755246511472000&amp;amp;usg=AOvVaw2tabBdp1FBFgCbk_1PyzdL&quot; href=&quot;https://infodiag.fr/evolution-du-cep-electricite-les-diagnostiqueurs-nauront-pas-a-refaire-les-dpe/#&quot; target=&quot;_blank&quot;&gt; &lt;/a&gt; &lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=https://infodiag.fr/evolution-du-cep-electricite-les-diagnostiqueurs-nauront-pas-a-refaire-les-dpe/%23&amp;amp;source=gmail&amp;amp;ust=1755246511472000&amp;amp;usg=AOvVaw2tabBdp1FBFgCbk_1PyzdL&quot; href=&quot;https://infodiag.fr/evolution-du-cep-electricite-les-diagnostiqueurs-nauront-pas-a-refaire-les-dpe/#&quot; target=&quot;_blank&quot;&gt; &lt;/a&gt; &lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=https://infodiag.fr/evolution-du-cep-electricite-les-diagnostiqueurs-nauront-pas-a-refaire-les-dpe/%23&amp;amp;source=gmail&amp;amp;ust=1755246511472000&amp;amp;usg=AOvVaw2tabBdp1FBFgCbk_1PyzdL&quot; href=&quot;https://infodiag.fr/evolution-du-cep-electricite-les-diagnostiqueurs-nauront-pas-a-refaire-les-dpe/#&quot; target=&quot;_blank&quot;&gt; &lt;/a&gt; &lt;a href=&quot;mailto:?subject=%C3%89volution%20du%20Cep%20%C3%A9lectricit%C3%A9%C2%A0%3A%20les%20diagnostiqueurs%20n%E2%80%99auront%20pas%20%C3%A0%20refaire%20les%20DPE&amp;amp;body=https%3A%2F%2Finfodiag.fr%2Fevolution-du-cep-electricite-les-diagnostiqueurs-nauront-pas-a-refaire-les-dpe%2F&quot; target=&quot;_blank&quot;&gt; &lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;p&gt;
	Apr&amp;egrave;s les annonces, les questions. Pourquoi&amp;nbsp;? Comment&amp;nbsp;? Qu&amp;rsquo;est-ce que &amp;ccedil;a change&amp;nbsp;? Dans une &lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=https://www.ecologie.gouv.fr/actualites/evolutions-du-calcul-du-dpe-reponses-vos-questions&amp;amp;source=gmail&amp;amp;ust=1755246511472000&amp;amp;usg=AOvVaw1M6zYhD31g1UobqSQ2xXF3&quot; href=&quot;https://www.ecologie.gouv.fr/actualites/evolutions-du-calcul-du-dpe-reponses-vos-questions&quot; target=&quot;_blank&quot;&gt;FAQ&lt;/a&gt;, le minist&amp;egrave;re apporte des r&amp;eacute;ponses notamment pour tous les propri&amp;eacute;taires qui disposent actuellement d&amp;rsquo;un DPE valide.&lt;/p&gt;
&lt;p&gt;
	&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=https://infodiag.fr/dpe-matignon-annonce-850-000-passoires-de-moins-grace-a-la-revision-du-cep-electricite/&amp;amp;source=gmail&amp;amp;ust=1755246511472000&amp;amp;usg=AOvVaw1LvQll57pd_rbqfiEY4OK9&quot; href=&quot;https://infodiag.fr/dpe-matignon-annonce-850-000-passoires-de-moins-grace-a-la-revision-du-cep-electricite/&quot; target=&quot;_blank&quot;&gt;L&amp;rsquo;&amp;eacute;volution du coefficient d&amp;rsquo;&amp;eacute;nergie primaire dans la m&amp;eacute;thode du DPE &lt;/a&gt;n&amp;rsquo;a rien d&amp;rsquo;anodin. Au 1&lt;sup&gt;er&lt;/sup&gt; janvier 2026, n&amp;rsquo;importe quel logement verra sa consommation en &amp;eacute;nergie primaire s&amp;rsquo;am&amp;eacute;liorer. Question de logique, puisque tout logement utilise au moins l&amp;rsquo;&amp;eacute;lectricit&amp;eacute; pour l&amp;rsquo;&amp;eacute;clairage.&lt;/p&gt;
&lt;p&gt;
	Forc&amp;eacute;ment, les logements tout &amp;eacute;lectriques sont les premiers gagnants avec la r&amp;eacute;forme annonc&amp;eacute;e. Et plus encore les petites surfaces avec un ballon et des convecteurs &amp;eacute;lectriques qui devraient souvent voire leur &amp;eacute;tiquette remonter dans le classement &amp;eacute;nerg&amp;eacute;tique. Selon les calculs du minist&amp;egrave;re, environ 850.000 logements devraient ainsi sortir du statut de passoire &amp;eacute;nerg&amp;eacute;tique.&lt;/p&gt;
&lt;p&gt;
	Pour autant les propri&amp;eacute;taires n&amp;rsquo;auront pas &amp;agrave; refaire leur DPE. &amp;laquo;&lt;em&gt;&amp;nbsp;Il sera possible de mettre &amp;agrave; jour son DPE sans avoir &amp;agrave; le faire refaire par un professionnel&amp;nbsp;&amp;raquo;&lt;/em&gt;, confirme le minist&amp;egrave;re de la Transition &amp;eacute;cologique.&lt;/p&gt;
&lt;p&gt;
	Comme en 2024 pour les logements de petite surface, les propri&amp;eacute;taires pourront t&amp;eacute;l&amp;eacute;charger gratuitement sur le site de l&amp;rsquo;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=https://observatoire-dpe-audit.ademe.fr/accueil&amp;amp;source=gmail&amp;amp;ust=1755246511472000&amp;amp;usg=AOvVaw20s_HtH6A5oZwxnI7Gp_4z&quot; href=&quot;https://observatoire-dpe-audit.ademe.fr/accueil&quot; target=&quot;_blank&quot;&gt;Observatoire du DPE&lt;/a&gt;, leur nouvelle &amp;eacute;tiquette &amp;eacute;nerg&amp;eacute;tique simplement en renseignant le num&amp;eacute;ro Ademe. &lt;em&gt;&amp;laquo;&amp;nbsp;Cette attestation remplacera l&amp;rsquo;&amp;eacute;tiquette du DPE et aura la m&amp;ecirc;me dur&amp;eacute;e de validit&amp;eacute; que le DPE dont elle remplace l&amp;rsquo;&amp;eacute;tiquette.&amp;nbsp;Cette attestation pourra &amp;ecirc;tre utilis&amp;eacute;e notamment lors de transactions immobili&amp;egrave;res ou de mises en location.&amp;nbsp;&amp;raquo;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;
	Dans cette p&amp;eacute;riode de transition, le minist&amp;egrave;re annonce aussi un simulateur pour que les propri&amp;eacute;taires qui louent ou qui vendent puisse se faire une id&amp;eacute;e de leur nouvelle &amp;eacute;tiquette &amp;eacute;nerg&amp;eacute;tique &amp;agrave; partir du 1&lt;sup&gt;er&lt;/sup&gt; janvier 2026.&lt;/p&gt;
&lt;p&gt;
	&amp;nbsp;&lt;/p&gt;
</description>
					<pubDate>Fri, 28 Sep 2018 10:39:07 +0200</pubDate>
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