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0.18218204,-0.8760448 0.5465461,-1.224403 C 0.91112506,0.41337273 1.3425837,0.23919363 1.842092,0.23919363 c 0.4992695,0 0.9309669,0.1741791 1.2955697,0.52186567 0.3643641,0.3483582 0.5465461,0.7564925 0.5465461,1.224403 0,0.4681343 -0.182182,0.8731343 -0.5465461,1.2147761 C 2.7730589,3.5418802 2.3413615,3.7127011 1.842092,3.7127011" transform="translate(.967319 17)" data-v-b9f57892></path></svg> Figaro Immobilier </a></li><li role="none" tabindex="1" aria-haspopup="true" class="entrie-level-01 entrie-with-sublevel" data-v-84c5d10e><span role="menuitem" data-e2e="first-level" class="first-level-link"><span>Actualités & conseils</span><i class="icon"></i></span><div aria-hidden="true" class="entrie-subsection"><div class="entrie-subsection_content"><div class="interface-mobile"><span class="accueil-mobile-link"><i class="icon-accueil"></i><span>Accueil</span></span><p class="subsections-title">Actualités & conseils</p></div><div class="subsection-wrapper"><div class="subsection"><span 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class="subsection-link">Maisons neuves à vendre</a></li><li role="none"><a role="menuitem" href="/annonces/immobilier-vente-bien-france.html" target="_self" rel="" data-e2e-header="sub-menu-link" tabindex="-1" class="subsection-link">Tous nos biens à vendre</a></li><li role="none"><a role="menuitem" href="/annonces/immobilier-vente-bien-france.html?originSite=figimmoneuf" target="_self" rel="" data-e2e-header="sub-menu-link" tabindex="-1" class="subsection-link">Tous nos biens neufs à vendre</a></li><li role="none"><a role="menuitem" href="https://www.explorimmoneuf.com/" target="_blank" rel="" data-e2e-header="sub-menu-link" tabindex="-1" class="subsection-link blank-link fi9">Immobilier neuf</a></li><li role="none"><a role="menuitem" href="https://proprietes.lefigaro.fr/" target="_blank" rel="" data-e2e-header="sub-menu-link" tabindex="-1" class="subsection-link blank-link plf">Immobilier d'exception</a></li></ul></div></div></div><div class="subsection-wrapper"><div 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type="application/ld+json">{"@context":"http:\/\/schema.org","@type":"WebPage","url":"https:\/\/immobilier.lefigaro.fr\/prix-immobilier\/lerm-et-musset\/ville-33239","mainEntityOfPage":"https:\/\/immobilier.lefigaro.fr\/prix-immobilier\/lerm-et-musset\/ville-33239","isAccessibleForFree":true,"name":"Prix m2 immobilier \u00e0 Lerm-et-Musset en novembre 2024 (33840)","description":"Quel est le prix du m2 \u00e0 Lerm-et-Musset en novembre 2024 ? 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fran\u00e7ais","sameAs":"https:\/\/fr.wikipedia.org\/wiki\/March%C3%A9_immobilier_fran%C3%A7ais"},{"@type":"City","name":"Lerm-et-Musset","latitude":"44.340461312999998711","longitude":"-0.15152558276200001064","address":{"@type":"PostalAddress","addressCountry":"FR","addressLocality":"Lerm-et-Musset","postalCode":"33840"},"containedInPlace":{"@type":"AdministrativeArea","name":"Gironde","mainEntityOfPage":"https:\/\/immobilier.lefigaro.fr\/prix-immobilier\/gironde\/departement-33"}}]}</script><h1 class="marB20">Prix m2 immobilier à Lerm-et-Musset en novembre 2024 (33840)</h1><div class="ccmcss_cms_summary">Sommaire<ul><li><a title="Prix m2 Lerm et Musset" href="#prix-m2">Prix m2</a></li><li><a title="Prix m2 ancien Lerm et Musset" href="#prix-m2-ancien">Prix m2 ancien</a></li><li><a title="Prix m2 maison Lerm et Musset" href="#prix-m2-maison">Prix m2 maison</a></li><li><a title="Volume ventes Lerm et Musset" href="#volume-de-ventes">Volume de ventes</a></li><li><a title="Quand vendre/acheter Lerm et Musset" href="#quand-vendre-ou-acheter">Quand vendre/acheter ?</a></li><li><a title="Délais vente Lerm et Musset" href="#delais-vente-immobilier">Délais de vente</a></li><li><a title="Loyer m2 Lerm et Musset" href="#loyer-m2">Loyer par m2</a></li><li><a title="Loyer maison Lerm et Musset" href="#loyer-m2">Loyer m2 maison</a></li><li><a title="Loyer appartement Lerm et Musset" href="#loyer-m2">Loyer m2 appartement</a></li><li><a title="Estimer mon déménagement" href="https://www.lesartisansdemenageurs.fr/?utm_source=Fig-class&utm_medium=gen&utm_campaign=txt1">Estimer mon déménagement</a></li></ul></div><h2 id="prix-m2">Prix du m2 à Lerm-et-Musset</h2> <div class="od-same-cols"> <div> <strong class="color--secondary font-title font-maxi">1 638 €/m2</strong> (prix médian) </div> <div> <strong class="color--primary font-title font-maxi">0 %</strong> sur 1 an </div> <div> <strong class="color--secondary font-title font-maxi">+19 %</strong> sur 5 ans </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h3>Evolution du prix du m2 à Lerm-et-Musset</h3> <div class="section-wrapper"> <div id="graph_container_1" style="width:100%; height:400px; margin:5px auto"><div style="border:0px #aaa solid; color:#; text-align:center;"><br>Chargement en cours ...</div></div> <script type="application/x-chart" data-selector="#graph_container_1" data-type="highCharts.opendata"> 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\u20ac\/m2","style":{"fontSize":"16px"},"headerFormat":"<strong>{point.key}<\/strong><br\/>"},"plotOptions":{"series":{"connectNulls":true,"fillOpacity":0.5},"area":{"marker":{"enabled":false}}},"exporting":{"filename":"graphique","enabled":false}} </script> </div>  <div class="od-same-cols"> <div> <strong class="">Prix bas</strong> 1 439 €/m2 </div> <div> <strong class="color--secondary">Prix médian</strong> <strong class="color--secondary">1 638 €/m2</strong> </div> <div> <strong class="">Prix haut</strong> 1 927 €/m2 </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h3>Prix du m2 par nombre de pièces</h3><div class="section-wrapper"> <table class="odTable odTableAuto"> <thead> <tr> <th class="odGradient" style="width: 50%;">Nombre de pièces</th> <th class="odGradient" style="width: 50%;">Prix au m2</th> </tr> </thead> <tbody> <tr> <td>Studios / 1 pièce</td> <td>-</td> </tr> <tr> <td>2 pièces</td> <td>1 907 €/m2</td> </tr> <tr> <td>3 pièces</td> <td>1 650 €/m2</td> </tr> <tr> <td>4 pièces</td> <td>-</td> </tr> <tr> <td>5 pièces</td> <td>-</td> </tr> <tr> <td>6 pièces</td> <td>-</td> </tr> <tr> <td>7 pièces et plus</td> <td>-</td> </tr> </tbody> </table> </div> <aside><div class="fi-classifieds-wrapper"> <style> @media (min-width: 480px) { .fi-classifieds-services { max-width:65%; } } .fi-classifieds-services {display: block; margin:0 auto;} .img-services {width: 100%} </style> <a href="https://immobilier.lefigaro.fr/estimation-immobiliere" target="_blank" title="Estimez votre logement [nouvelle fenêtre]" class="fi-classifieds-services"> <img class="img-services" 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 2x" 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Xa8XHvtte65CriIiJEGhnZobQyrGSIy9NO1cBH1eO1X98n/nHGuE2wMUwcLPIIg0PjRVWpvq/3jfNF/v3Jr0yZOlMorG9z9itWr5IP7HyhJR0edYAPY1xjGosKzzYplI2h0aHBJqc0JydJOO0lExEiFXX8XkQ8E2+r5V8mk887KBFv7IP+VzNB87dq1CT+JqdrckiEZljJ05Nhn0tvruZg02Lmz0wmsPCDcdMEu8deWKk4oTn/X3tLz6nqJiIhofahgG/Oxj2TP9vnJtVIUqs4qa7yCFDYszYakxt6229hx8vL69enkwejceBhpd9/9bQk+ZtLu8mIq3BCKOukQERHR2ghNHGB/G8zw1JvZRZYl1uZW2LCUPaHYxnrfeDN7Nn2ffd26tqQtvPqEtWyPPPKI21eKBof2VkqHsJu3bpWudIo9KbdJRERE64IZ0Z7AseWJ/3L2t6IwZ84cdihItkMhW8hbAEIzpTPSGdKdUg3szkW/kU9WN+4CtDzsbDitZNEumhsLeJlg4B2CbaeOzmhvi4hoYbCO7X/Puajh+8GA2dJRo0YJPt1Uljnh9vLLL7tFb1IQEEosvq0YzQ387Sc+Kd/591vl/R/4QLbbYOnSpdkuBmZLEWzcs57toYce2i7Y0iFp1NwiIloXRSzQbQS181s44bZo0aJCl4G8ns5s7v5nE6V36xs1z9HeTvvIcc4hJcJPfbZxINDwCsLQlE3z2OheenqZ28GQtBUr2MjHB1P3ze5OYNX5E088kfnPGg6wQFTd+wwHyIt1WtgydL/kQPBO8KoRqPuB7K2NGNlIZ0sr7e3tTnPTkeiQbL9y/rcu/bbsM3E3J5wQaizp6Jo0xW27mtHVJbf94fdOyFmoi3GWgXRu2Sofn7Vd2CQFD0nVgeEee7y9JKXRgkYEC/s4dQsN5du4caMMJ1gxPlw/KmHfI4unEaRMsasvsoEsc8D2sXLlShkM2DcZ2gM5EKhvt4gdC9UJBaek1QxLkXTqergI3HDDDfLEfzwky/6wxC0BuevRR+SPL65ws54sD0HgHZgeJ158STojupubOECw4eeNiQXUy6t+9EOZ+/ETZPYhH5RS5ygpGmhpeZqav6XF9z2GJqMbs63AsVty8rbF+M91K49FsyvY+9p6o2n7+em+07ytR7jSQfhrGdW1kxVuzZZb/eXZOLzzw/lbgex93j8pGrkmH+w2r4jWw4QJE1jrxuXbi3irki4p8u9Xs474c5l58Kx0aPqm9G54zS3CxRa35tVX5akXX5BFS59wG+iZDX3v9OnSPRONbl/n9232oYfL5L32khtuu1VmHjRLpg3TMhA6C3tYccKIsFefVro5nK8+G6UJxzUbqen0OD3E9TheIRAIaD7cq+dT9emlaav/L4ZqxFeHjnRKOqfvSTZEp3qmBWig/rBPvd0iWMiPTdpoPuyBRJtSl0GcFyxYUCMI1CGngnL4G7x5Zh0PIIgIYx1LqkcQyyuuKSebzAmrrtLVFbp+cPSeekBzgz79GxiwvNRN/erNgjITrxnX4RE7DFjAqys+En+dW+FghtPNck4Y5+6nzzhA3vPGG3LE5i1uDVylKvBWr14ju40ZK/eljZ7h69+cc7Zb7Lt42Z/k6ptvkvmz5kvRm65w/aMdVjs+AoGO4du18PRA59VhqXXnDBBk6rrmuOOOc4JGvVSo222EEV40dGilLom412fsS2zGOwWdnDRVk8KLBmnZn4qQn7qQ5p69jpoP9KqQgA4ETt6Qk7gIipDDAgQxLrAB/5GAT6QLLeqOJxSHMOoyCDdGjYaJ8IP0tI6UZp+X1Bv1okI1DwPxwhHRGmBv6dixY92GhGwpCCjSzXgjsP2qnB4q8N5zwDQ5sKcn1ey2yLkH7idnf+MiufnOO5ztDdfk2OXs/0yLAp1Ghzra4PHnhqBQI3ojB5MWtsNwrcMp6xpaHRKqlmb9fgE6ui/oFL4mR1r258/k4f8xSW1lCpuXHf6hQeXZ8lQTUrc+Pqy2Z8vd14Zs6+bad5PeDPJ4Sf0xYcA9wjCktVk7a8SOA8xaTCZUf+/n/jw/JG7G+4ukXHaa2pRdD3BCjZ/HsL+U5SLnnnuua7Dcq8vyImA7owJhp5oHwzcdXhUB6/vLh/35r6KvoSlp5flEo2x04sE4GlTB1l8HiMOBRrxEk1TNEdr9SQiG4BE7HrDTpza3CjY3FvGmpqTtOxS6u7sLXec2GLA85LDDDnONkyErfuGQysPhDUT/J0mHQKgNRKvIA0M269hR3VVb+12zQCtRrQXYX/EBBJtqczZMs7CCrYgZymYA3+0/J6ymqZqxlhGhHuKlrT945Ncf75vxHhzRknCCjREocwjZsLS6zm3I/lvaX6CtMXPKkJRtWOqwskioB1OFuuO2/51UOxqaC3au/gohC+x1aIPYvgAdFlsTQlz/Wwmace2MwZ//wDJ0JR1Ny/dcyxBby5I3TAsBY73a7azn2760ycGAjwl56Z+erFaKPU3/rUC5qCvC+rxkTR1Cj/AIR992Spngif03asQOg2TcuHElPPHqOjcn0NKbtvSm/Gz3yVu5L8IT72CB1saCXvXxNpwIeSgdjAfaoUin2bSK9qg61MijN1TWvPIX6ek2YmTDeuJNh6VbU+2NbVF44t2m2lo5VefKRboZj4iIiBhqGOGGfzWUszo34xXUOYmIiIjYAYDNbUhcHkVEREQMJ9hbKrWTotv/oYABbrjWuUVEREQUDTO77iYUZKjcjEdERES8A3D/TkgnR9l99fawdNq0adHmFhER0ZKoroWsVEegbt2uE26sCenp6Yk2t4iIiFZGoiPQbEKhOkaNiIiIaEmkw1BfOUtUc1OJ534y2rupNf/qHhER8f8H/FxGwQ+ZpbphXg+1ufVys61SWcrNK9fcUBMxIiIiYiQBBWztglvc9evben6VzpZmQm3evHk8TlSVK6UTCu0X7jxp2l+M3+136f1YiYiIiBjh6K1UNt6y8oXjvvHs0uWyfXcC26+2cWQ7FMaOHds79z9/t+Lul1cevWXbtl9KRERExAgFQm1L77ZHfrT6vz922crnXpTto083AhXrZhxMnTq1d8OGDT1//9SjL6S3n0+P9tGjR7dt2bLFCcDOzs5k69atGryi9+lZ9DnXiuq7Om8jJg2pEpH4aYbeafrp+8Rc6/IVfaZxKiZcpZpmYuLUpEG+Vdo0H02jLp6W1zvXLKMx8ROTv9Jpy6JhszJX4wTTNHz20/T55YexeStNidaXl67Py5o60+eWj947TTOx6Xk0Vqp5a5n8tCqWLzl5+W1J49m8bZup+LwwPM3akW0vHk/89lkTzy9fXnomnYpHh19/oXJnfKvypYYOr//V9Su/7ry+W/Hi1fXtEdb/4avT0NLjLc7p6HPbnnvuWbn//vsrzJZmPsc5DjnkkLYlS5Yg8NpTTa4tFXb8U8/9Vw/PHJs3b06q5yxje59eV6r/DswqWONJbcXXdUiNy89Vua9eV6pxfdQ1KuL5/y3MycvGrSmH5mvDVtO1ZREv74xOfe+l5d5rnEBaPh/dM5NGqGwVy1dDY2J4Zstg60BsmaS+Tvxy1t37/K3SWtcYq/T7dS/+teFbxfAsycmzhh6vjYRcd/ntUKS2vVRMuolJ17brmjZvafDqvqY9S7W+PXp93ovln21/mqbSlVcPtq145a945bb8qvjt2aPTbwOVEdb/9XDCraur6610UlSFnXuXRWQqNQVaGgcCrTRx4sS2V155xQk+/JOvW7cu1Hik+s4lk14nXAfCV6phE+MK2KaRaHhNz6Rrw/udJHtv05CwEKt5p+HTclbScpa0LMDmj4dP+GNosTTV5KXeQPV59Y88SaAsNRVt8q3joaZRTTsJlFckIFgsb5lNsnFN+SWHVzW0Qks1jSwvw5dQ3YTCieGJ+1sR0GvLJ8PHmnQ0vOWvTdu2ARO+5tq0TVtndfXht0HbpjWOXydi+orhe01Zq2URW76cdiM+X/W5V3cZf2z9eHWYwdCS0W/7sOZn8pAR2P/1HmHGcLRnzpw5lYULF/ZKoA8oSvh3S8/t06dPH5VKxM5U3etI7zu55pweHdVzdq3vcsJ02nRsOJ6ZOJ1+HO9ZRyBPF1+P6js9OimDxgm87wjk12HS6rRxbdlMWTpsORqVK6c8HQG+1NHl02Pjh/gd4mU1n45AOjVpWnps/v4RSsfjcU0ZfZ4F4mWH5afXtjq8+syrs5r6DPCkw68jS7vfjgP1Ulf/5txhyxGorw4vXs213w5NmJq+FqjPXB7496Y+OkJtxdbBCO3/HdW+3Y68SmdIS4G1bvVgX1Y1oGpxbVWBl13b+wZHyY9r34XS6e7uLvvPB5J3M+H0fV5Y75mlqwQz88rUbJ6hsjUTFh41oDP0vGE9mvQIV/Z4UlMfjfJqVJ8hmvLSbKK+y03UVxbWp28gdaA8VF41w5NBHOVmypbHpwDPyv1tbwOok9Ax1P1fR5qJBDTKviVdfpi8MbQfNxSuLzQbJ5R3cGgk9UNI+66ZtJvlQyUnX5Ewf5rJt1k+5JUtRGNfddFs+fPeB00H3rNKH+/7g0btMe8+L42+rkNp5PGooa3JS1Ok/7Q1QiOa+pNfo/fvRP8Ptfc6/B/ScjPJQryy0QAAAABJRU5ErkJggg==" alt="" /> </a> </div></aside><h2 id="prix-m2-ancien">Prix du m2 ancien à Lerm-et-Musset</h2> <div class="od-same-cols"> <div> <strong class="color--secondary font-title font-maxi">1 614 €/m2</strong> (prix médian) </div> <div> <strong class="color--secondary font-title font-maxi">+9 %</strong> sur 1 an </div> <div> <strong class="color--secondary font-title font-maxi">+18 %</strong> sur 5 ans </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h3>Evolution du prix du m2 ancien à Lerm-et-Musset</h3> <div class="section-wrapper"> <div id="graph_container_2" style="width:100%; height:400px; margin:5px auto"><div style="border:0px #aaa solid; color:#; text-align:center;"><br>Chargement en cours ...</div></div> <script type="application/x-chart" data-selector="#graph_container_2" data-type="highCharts.opendata"> 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1 pièce</td> <td>-</td> </tr> <tr> <td>2 pièces</td> <td>1 907 €/m2</td> </tr> <tr> <td>3 pièces</td> <td>1 232 €/m2</td> </tr> <tr> <td>4 pièces</td> <td>-</td> </tr> <tr> <td>5 pièces</td> <td>-</td> </tr> <tr> <td>6 pièces</td> <td>-</td> </tr> <tr> <td>7 pièces et plus</td> <td>-</td> </tr> </tbody> </table> </div> <aside><div class="fi-classifieds-wrapper"> <style> @media (min-width: 480px) { .fi-classifieds-services { max-width:65%; } } .fi-classifieds-services {display: block; margin:0 auto;} .img-services {width: 100%} </style> <a href="https://immobilier.lefigaro.fr/estimation-immobiliere" target="_blank" title="Estimez votre logement [nouvelle fenêtre]" class="fi-classifieds-services"> <img class="img-services" 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 2x" 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" alt="" /> </a> </div></aside><h2 id="prix-m2-maison">Prix d'une maison à Lerm-et-Musset</h2> <div class="od-same-cols"> <div> <strong class="color--secondary font-title font-maxi">1 638 €/m2</strong> (prix médian) </div> <div> <strong class="color--primary font-title font-maxi">0 %</strong> sur 1 an </div> <div> <strong class="color--secondary font-title font-maxi">+19 %</strong> sur 5 ans </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h3>Evolution du prix des maisons à Lerm-et-Musset</h3> <div class="section-wrapper"> <div id="graph_container_3" style="width:100%; height:400px; margin:5px auto"><div style="border:0px #aaa solid; color:#; text-align:center;"><br>Chargement en cours ...</div></div> <script type="application/x-chart" data-selector="#graph_container_3" data-type="highCharts.opendata"> 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\u20ac\/m2","style":{"fontSize":"16px"},"headerFormat":"<strong>{point.key}<\/strong><br\/>"},"plotOptions":{"series":{"connectNulls":true,"fillOpacity":0.5},"area":{"marker":{"enabled":false}}},"exporting":{"filename":"graphique","enabled":false}} </script> </div>  <div class="od-same-cols"> <div> <strong class="">Prix bas</strong> 1 439 €/m2 </div> <div> <strong class="color--secondary">Prix médian</strong> <strong class="color--secondary">1 638 €/m2</strong> </div> <div> <strong class="">Prix haut</strong> 1 927 €/m2 </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h3>Prix d'une maison par nombre de pièces</h3><div class="section-wrapper"> <table class="odTable odTableAuto"> <thead> <tr> <th class="odGradient" style="width: 40%;">Nombre de pièces</th> <th class="odGradient" style="width: 30%;">Prix m2 ancien</th> <th class="odGradient" style="width: 30%;">Prix m2 neuf</th> </tr> </thead> <tbody> <tr> <td>1 pièce</td> <td>-</td> <td>-</td> </tr> <tr> <td>2 pièces</td> <td>1 907 €/m2</td> <td>-</td> </tr> <tr> <td>3 pièces</td> <td>1 232 €/m2</td> <td>-</td> </tr> <tr> <td>4 pièces</td> <td>-</td> <td>-</td> </tr> <tr> <td>5 pièces</td> <td>-</td> <td>-</td> </tr> <tr> <td>6 pièces</td> <td>-</td> <td>-</td> </tr> <tr> <td>7 pièces et plus</td> <td>-</td> <td>-</td> </tr> </tbody> </table> </div> <aside><div> <style> @media (min-width: 480px) { .fi-classifieds-services { max-width: 65%; } } .fi-classifieds-netting { display: block; padding: 1.2rem 1.5rem; background-color: rgba(11,168,157,.15); border-radius: 0.4rem; text-align: left; } .link-netting { color: #0ba89e; font-weight: bold; text-decoration: underline; } </style> <p class="fi-classifieds-netting"> Découvrez les annonces d' <a href="https://immobilier.lefigaro.fr/annonces/immobilier-vente-appartement-lerm+et+musset+33840.html" class="link-netting" >appartements en vente à Lerm-et-Musset</a> et les <a href="https://immobilier.lefigaro.fr/annonces/immobilier-vente-maison-lerm+et+musset+33840.html" class="link-netting" >maisons à acheter à Lerm-et-Musset</a>. </p> </div></aside><h2 id="volume-de-ventes">Volume de ventes à Lerm-et-Musset</h2> <div class="section-wrapper"> <div id="graph_container_4" style="width:100%; height:400px; margin:5px auto"><div style="border:0px #aaa solid; color:#; text-align:center;"><br>Chargement en cours ...</div></div> <script type="application/x-chart" data-selector="#graph_container_4" data-type="highCharts.opendata"> 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...</div></div> <script type="application/x-chart" data-selector="#graph_container_6" data-type="highCharts.opendata"> {"chart":{"renderTo":null,"type":"column","style":{"fontFamily":"inherit"},"backgroundColor":"#FFFFFF","borderColor":"#C0C0C0","borderWidth":0,"borderRadius":0},"title":{"text":null,"style":{"fontFamily":"inherit","color":"#303030","fontSize":"16px"},"align":"left"},"series":[{"name":"Biens mis en vente","data":[40,60,180,0,80,120,80,40,160,140,260,220],"type":"column"},{"name":"Biens 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Les données sont présentées sous la forme d'un indice moyen par mois de biens immobiliers mis en vente et de biens immobiliers vendus à Lerm-et-Musset. Cet indice est calculé sur la base des ventes et des mises en vente sur les cinq dernières années. Le mois le plus intéressant pour vendre est celui pour lequel le rapport est le plus avantageux pour les biens vendus (peu de biens mis en vente et beaucoup de biens vendus). Inversement, le mois le plus intéressant pour acheter est celui au cours duquel le ratio est le plus avantageux pour les biens à vendre (peu de biens vendus et beaucoup de biens à vendre)</p><aside><h3>Quand vendre une maison à Lerm-et-Musset ?</h3> <div class="section-wrapper"> <div id="graph_container_7" style="width:100%; height:400px; margin:5px auto"><div style="border:0px #aaa solid; color:#; text-align:center;"><br>Chargement en cours ...</div></div> <script type="application/x-chart" data-selector="#graph_container_7" data-type="highCharts.opendata"> {"chart":{"renderTo":null,"type":"column","style":{"fontFamily":"inherit"},"backgroundColor":"#FFFFFF","borderColor":"#C0C0C0","borderWidth":0,"borderRadius":0},"title":{"text":null,"style":{"fontFamily":"inherit","color":"#303030","fontSize":"16px"},"align":"left"},"series":[{"name":"Biens mis en vente","data":[44,67,200,0,89,111,89,44,178,156,289,244],"type":"column"},{"name":"Biens 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jours","style":{"fontSize":"16px"},"headerFormat":"<strong>{point.key}<\/strong><br\/>"},"plotOptions":{"series":{"connectNulls":true,"fillOpacity":0.5},"area":{"marker":{"enabled":false}}},"exporting":{"filename":"graphique","enabled":false}} </script> </div> <h3>Délais de vente d'une maison à Lerm-et-Musset</h3> <div class="section-wrapper"> <div id="graph_container_9" style="width:100%; height:400px; margin:5px auto"><div style="border:0px #aaa solid; color:#; text-align:center;"><br>Chargement en cours ...</div></div> <script type="application/x-chart" data-selector="#graph_container_9" data-type="highCharts.opendata"> {"chart":{"renderTo":null,"type":"area","style":{"fontFamily":"inherit"},"backgroundColor":"#FFFFFF","borderColor":"#C0C0C0","borderWidth":0,"borderRadius":0},"title":{"text":null,"style":{"fontFamily":"inherit","color":"#303030","fontSize":"16px"},"align":"left"},"series":[{"name":"Lerm-et-Musset","data":[138,124,113,97,84,72,74,80,76,93,92,87,86,83,89,null,85,81,null,77,75,null,null,136,130,118,105,null,null,101,100,150,156,null,151,170,196,null,175,null,153,null,139,null,158,153,138,152,172,null,null,null,null,146,164,148,null,null,null,null,null,154,null,148,null,185,null,null,null,null,158,null,null,186,169,203,null,199,null,null,null,null,null,null,null,null,181,165,null,null,164,139,118,106,142,147,180,168,null,161,146,null,124,131,175,163,218,212,225,null,204,null,177,154,132],"type":"area"}],"colors":["#0BA89E","#DB4050"],"loading":{"labelStyle":{"color":"#FFFFFF"},"style":{"backgroundColor":"gray"}},"credits":{"enabled":false,"position":{"verticalAlign":"bottom","align":"left","x":7,"y":-6},"style":{"color":"#C0C0C0","fontSize":"10px"}},"subtitle":{"align":"left","style":{"color":"#303030","fontFamily":"inherit"}},"yAxis":{"title":{"style":{"fontFamily":"inherit","color":"#303030","fontWeight":"bold","fontSize":"16px"},"text":"Nombre 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2020","Avr 2020","Mai 2020","Juin 2020","Juil 2020","Aout 2020","Sept 2020","Oct 2020","Nov 2020","Dec 2020","Jan 2021","Fev 2021","Mar 2021","Avr 2021","Mai 2021","Juin 2021","Juil 2021","Aout 2021","Sept 2021","Oct 2021","Nov 2021","Dec 2021","Jan 2022","Fev 2022","Mar 2022","Avr 2022","Mai 2022","Juin 2022","Juil 2022","Aout 2022","Sept 2022","Oct 2022","Nov 2022","Dec 2022","Jan 2023","Fev 2023","Mar 2023","Avr 2023","Mai 2023","Juin 2023","Juil 2023","Aout 2023","Sept 2023","Oct 2023","Nov 2023","Dec 2023","Jan 2024","Fev 2024","Mar 2024","Avr 2024","Mai 2024","Juin 2024","Juil 2024","Aout 2024","Sept 2024","Oct 2024"]},"legend":{"enabled":false,"layout":"horizontal","align":"center","verticalAlign":"bottom","borderWidth":0,"itemStyle":{"fontSize":"16px","color":"#000000","font-weight":"normal"}},"tooltip":{"valueSuffix":" jours","style":{"fontSize":"16px"},"headerFormat":"<strong>{point.key}<\/strong><br\/>"},"plotOptions":{"series":{"connectNulls":true,"fillOpacity":0.5},"area":{"marker":{"enabled":false}}},"exporting":{"filename":"graphique","enabled":false}} </script> </div> <h2 id="loyer-m2">Loyer au m2 à Lerm-et-Musset</h2> <div class="od-same-cols"> <div> <strong class="color--secondary font-title font-maxi">10 €/m2</strong> (loyer médian) </div> <div> <strong class="color--secondary font-title font-maxi">+6 %</strong> sur 1 an </div> <div> <strong class="color--secondary font-title font-maxi">+35 %</strong> sur 5 ans </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h3>Evolution des loyers au m2 à Lerm-et-Musset</h3> <div class="section-wrapper"> <div id="graph_container_10" style="width:100%; height:400px; margin:5px auto"><div style="border:0px #aaa solid; color:#; text-align:center;"><br>Chargement en cours ...</div></div> <script type="application/x-chart" data-selector="#graph_container_10" data-type="highCharts.opendata"> 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2020","Sept 2020","Oct 2020","Nov 2020","Dec 2020","Jan 2021","Fev 2021","Mar 2021","Avr 2021","Mai 2021","Juin 2021","Juil 2021","Aout 2021","Sept 2021","Oct 2021","Nov 2021","Dec 2021","Jan 2022","Fev 2022","Mar 2022","Avr 2022","Mai 2022","Juin 2022","Juil 2022","Aout 2022","Sept 2022","Oct 2022","Nov 2022","Dec 2022","Jan 2023","Fev 2023","Mar 2023","Avr 2023","Mai 2023","Juin 2023","Juil 2023","Aout 2023","Sept 2023","Oct 2023","Nov 2023","Dec 2023","Jan 2024","Fev 2024","Mar 2024","Avr 2024","Mai 2024","Juin 2024"]},"legend":{"enabled":false,"layout":"horizontal","align":"center","verticalAlign":"bottom","borderWidth":0,"itemStyle":{"fontSize":"16px"}},"tooltip":{"valueSuffix":" \u20ac\/m2","style":{"fontSize":"16px"},"headerFormat":"<strong>{point.key}<\/strong><br\/>"},"plotOptions":{"series":{"connectNulls":true,"fillOpacity":0.5},"area":{"marker":{"enabled":false}}},"exporting":{"filename":"graphique","enabled":false}} </script> </div>  <div class="od-same-cols"> <div> <strong class="">Loyer bas</strong> </div> <div> <strong class="color--secondary">Loyer médian</strong> <strong class="color--secondary">10 €/m2</strong> </div> <div> <strong class="">Loyer haut</strong> </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h2 id="loyer-maison">Loyer d'une maison à Lerm-et-Musset</h2> <div class="od-same-cols"> <div> <strong class="color--secondary font-title font-maxi">9 €/m2</strong> (loyer médian) </div> <div> <strong class="color--secondary font-title font-maxi">+2 %</strong> sur 1 an </div> <div> <strong class="color--secondary font-title font-maxi">+24 %</strong> sur 5 ans </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h3>Evolution des loyers des maisons</h3> <div class="section-wrapper"> <div id="graph_container_11" style="width:100%; height:400px; margin:5px auto"><div style="border:0px #aaa solid; color:#; text-align:center;"><br>Chargement en cours ...</div></div> <script type="application/x-chart" data-selector="#graph_container_11" data-type="highCharts.opendata"> 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2020","Sept 2020","Oct 2020","Nov 2020","Dec 2020","Jan 2021","Fev 2021","Mar 2021","Avr 2021","Mai 2021","Juin 2021","Juil 2021","Aout 2021","Sept 2021","Oct 2021","Nov 2021","Dec 2021","Jan 2022","Fev 2022","Mar 2022","Avr 2022","Mai 2022","Juin 2022","Juil 2022","Aout 2022","Sept 2022","Oct 2022","Nov 2022","Dec 2022","Jan 2023","Fev 2023","Mar 2023","Avr 2023","Mai 2023","Juin 2023","Juil 2023","Aout 2023","Sept 2023","Oct 2023","Nov 2023","Dec 2023","Jan 2024","Fev 2024","Mar 2024","Avr 2024","Mai 2024","Juin 2024"]},"legend":{"enabled":false,"layout":"horizontal","align":"center","verticalAlign":"bottom","borderWidth":0,"itemStyle":{"fontSize":"16px"}},"tooltip":{"valueSuffix":" \u20ac\/m2","style":{"fontSize":"16px"},"headerFormat":"<strong>{point.key}<\/strong><br\/>"},"plotOptions":{"series":{"connectNulls":true,"fillOpacity":0.5},"area":{"marker":{"enabled":false}}},"exporting":{"filename":"graphique","enabled":false}} </script> </div>  <div class="od-same-cols"> <div> <strong class="">Loyer bas</strong> </div> <div> <strong class="color--secondary">Loyer médian</strong> <strong class="color--secondary">9 €/m2</strong> </div> <div> <strong class="">Loyer haut</strong> </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h2 id="loyer-appartement">Loyer d'un appartement à Lerm-et-Musset</h2> <div class="od-same-cols"> <div> <strong class="color--secondary font-title font-maxi">11 €/m2</strong> (loyer médian) </div> <div> <strong class="color--secondary font-title font-maxi">+12 %</strong> sur 1 an </div> <div> <strong class="color--secondary font-title font-maxi">+23 %</strong> sur 5 ans </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><h3>Evolution des loyers des appartements</h3> <div class="section-wrapper"> <div id="graph_container_12" style="width:100%; height:400px; margin:5px auto"><div style="border:0px #aaa solid; color:#; text-align:center;"><br>Chargement en cours ...</div></div> <script type="application/x-chart" data-selector="#graph_container_12" data-type="highCharts.opendata"> 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2024","Mar 2024","Avr 2024","Mai 2024","Juin 2024"]},"legend":{"enabled":false,"layout":"horizontal","align":"center","verticalAlign":"bottom","borderWidth":0,"itemStyle":{"fontSize":"16px"}},"tooltip":{"valueSuffix":" \u20ac\/m2","style":{"fontSize":"16px"},"headerFormat":"<strong>{point.key}<\/strong><br\/>"},"plotOptions":{"series":{"connectNulls":true,"fillOpacity":0.5},"area":{"marker":{"enabled":false}}},"exporting":{"filename":"graphique","enabled":false}} </script> </div>  <div class="od-same-cols"> <div> <strong class="">Loyer bas</strong> </div> <div> <strong class="color--secondary">Loyer médian</strong> <strong class="color--secondary">11 €/m2</strong> </div> <div> <strong class="">Loyer haut</strong> </div> </div> <p class="odCaption">Estimations au 01/10/2024 (<a href="https://immobilier.lefigaro.fr/acheter/76-methodologie-des-prix-de-l-immobilier/" rel="nofollow">méthodologie</a>)</p><div class="section-wrapper"> <h2>Prix immobilier dans les villes proches de Lerm-et-Musset</h2> <ul class="list--bullet list--2colcount"> <li><a href="https://immobilier.lefigaro.fr/prix-immobilier/marmande/ville-47157" class="" title="Prix m2 Marmande">Marmande (47200)</a> </li> <li><a href="https://immobilier.lefigaro.fr/prix-immobilier/leognan/ville-33238" class="" title="Prix m2 Léognan">Léognan (33850)</a> </li> <li><a href="https://immobilier.lefigaro.fr/prix-immobilier/mont-de-marsan/ville-40192" class="" title="Prix m2 Mont-de-Marsan">Mont-de-Marsan (40000)</a> </li> <li><a href="https://immobilier.lefigaro.fr/prix-immobilier/villenave-d-ornon/ville-33550" class="" title="Prix m2 Villenave-d'Ornon">Villenave-d'Ornon (33140)</a> </li> <li><a href="https://immobilier.lefigaro.fr/prix-immobilier/begles/ville-33039" class="" title="Prix m2 Bègles">Bègles (33130)</a> </li> <li><a href="https://immobilier.lefigaro.fr/prix-immobilier/gradignan/ville-33192" class="" title="Prix m2 Gradignan">Gradignan (33170)</a> </li> </ul> </div> </div> <div id="jPosInsertColMiddleBottom" class="marB20"></div><div class="section-wrapper"> <h2>En savoir plus sur Lerm-et-Musset</h2> <ul class="list--bullet list--2colcount"> <li><a href="https://www.linternaute.com/ville/lerm-et-musset/ville-33239" class=" " target="_blank" title = "Lerm et Musset (33)">Lerm-et-Musset</a></li> <li><a href="https://entreprises.lefigaro.fr/lerm-et-musset/ville-33239" class=" " target="_blank" title = "Entreprise Lerm et Musset">Entreprises à Lerm-et-Musset</a></li> <li><a href="https://www.journaldunet.com/business/salaire/lerm-et-musset/ville-33239" class=" " target="_blank" title = "Salaire Lerm et Musset">Salaires à Lerm-et-Musset</a></li> <li><a href="https://www.journaldesfemmes.fr/maman/ecole/lerm-et-musset/ville-33239" class=" " target="_blank" title = "Ecole Lerm et Musset">Ecole à Lerm-et-Musset</a></li> <li><a href="https://www.ariase.com/mobile/couverture/gironde-33/lerm-et-musset" class=" " target="_blank" title = "Couverture 5G Lerm-et-Musset">Couverture 5G à Lerm-et-Musset</a></li> <li><a href="https://resultat-bac.linternaute.com/lerm-et-musset/ville-33239" class=" " target="_blank" title = "Resultat bac Lerm et Musset">Résultat du bac à Lerm-et-Musset</a></li> <li><a href="https://resultat-brevet.linternaute.com/lerm-et-musset/ville-33239" class=" " target="_blank" title = "Resultat brevet Lerm et Musset">Résultat du brevet à Lerm-et-Musset</a></li> <li><a href="https://resultat-bts.linternaute.com/lerm-et-musset/ville-33239" class=" " target="_blank" title = "Resultat BTS Lerm et Musset">Résultat du BTS à Lerm-et-Musset</a></li> <li><a href="https://election-legislative.linternaute.com/resultats/lerm-et-musset/ville-33239" class=" " target="_blank" title = "Législatives 2024 Lerm et Musset">Résultat des législatives 2024 à Lerm-et-Musset</a></li> </ul> </div> </div> </div> </main> </div> </div> <div class="layout_right" id="adsLayoutRight"> <div class="sticky-wrapper" id="jSidebarSticky"> <div 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