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	<title>priser &#8211; Byggkontakt</title>
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		<title>Ökningstakten i bostadspriserna bromsade in i maj – bekräftar bilden av en lugnare bostadsmarknad</title>
		<link>https://www.byggkontakt.nu/artikel/okningstakten-i-bostadspriserna-bromsade-in-i-maj-bekraftar-bilden-av-en-lugnare-bostadsmarknad/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Wed, 02 Jun 2021 06:28:48 +0000</pubDate>
				<category><![CDATA[Artiklar]]></category>
		<category><![CDATA[priser]]></category>
		<category><![CDATA[SBAB]]></category>
		<guid isPermaLink="false">https://www.byggkontakt.nu/?p=68047</guid>

					<description><![CDATA[<p>Bostadspriserna fortsatte upp under maj med undantag för bostadsrätter i mellersta Sverige som föll med&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/okningstakten-i-bostadspriserna-bromsade-in-i-maj-bekraftar-bilden-av-en-lugnare-bostadsmarknad/">Ökningstakten i bostadspriserna bromsade in i maj – bekräftar bilden av en lugnare bostadsmarknad</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>Bostadspriserna fortsatte upp under maj med undantag för bostadsrätter i mellersta Sverige som föll med 0,4 procent. Ökningstakten var dock överlag lägre i maj än under april, särskilt för villor. Det visar SBAB:s och Booli:s prisindex HPI baserat på samtliga registrerade bostadsförsäljningar på Booli under maj.</strong></p>
<p><strong>Fallande lägenhetspriser i mellersta Sverige</strong><br />
Under maj steg lägenhetspriserna som mest i Stormalmö (1,3 procent), tätt följt av Norra Sverige (1,2 procent). I Storstockholm och Storgöteborg ökade lägenhetspriserna med 0,6 procent. I Mellersta Sverige föll lägenhetspriserna med 0,4 procent.</p>
<p>&#8211; Utvecklingen under maj bekräftar den utveckling vi nu sett under några månader med en betydligt lugnare prisökningstakt på bostadsrätter. Vi har två regioner, Storgöteborg och Mellersta Sverige, där prisnivån nu är lägre än när den var som högst under pandemin, säger Robert Boije, chefsekonom på SBAB.</p>
<p><strong>Fortsatt ökande villapriser men i lugnare takt</strong><br />
Villapriserna fortsatte att öka i samtliga regioner under maj, men med undantag för Norra Sverige gick ökningstakten ner. Till exempel ökade villapriserna i Storstockholm med 0,9 procent i maj jämfört med 4,3 procent i april.</p>
<p>&#8211; Jag brukar vara försiktig med att värdera prisförändringar på bostäder men med det senaste årets historiskt sett mycket höga prisuppgång på särskilt villor, driven av ändrade konsumtionsmönster under pandemin, tror jag att det ändå är bra att det nu lugnar ner sig lite på bostadsmarknaden, säger Robert Boije.</p>
<p>&#8211; Sverige öppnar nu upp allt mer efter att smittspridningen gått ned och om det medför en viss tillbakagång till mer normala konsumtionsmönster bör vi förvänta oss en betydligt mer dämpad utveckling på bostadsmarknaden de kommande månaderna, säger Robert Boije.</p>
<p>Se tabell med prisutveckling i olika områden i Sverige nedan.</p>
<p><strong>Anm:</strong> SBAB Booli Housing Price Index (HPI) uppdateras en gång i månaden och visar prisutvecklingen på bostadsmarknaden den senaste kalendermånaden, de tre senaste kalendermånaderna, de 12 senaste månaderna, sedan årsskiftet och sedan den senaste toppnoteringen. Indexet baseras på samtliga på Booli registrerade bostadsförsäljningar under den aktuella perioden. HPI beräknas som ett index med en hedonisk prismodell som förutom prisnoteringar använder information om bl.a. bostädernas storlek, taxeringsuppgifter, tomtstorlek, antal rum, våning, månadsavgift och geografisk placering, samt avgift till bostadsrättsföreningen. På så sätt tar indexet hänsyn till (kontrollerar för) att de bostäder som sålts vid olika tidpunkter kan skilja sig åt. För geografisk information används kommun- och stadsdelstillhörighet. Prisindexet går tillbaka till 2013. Indexet är uppdelat för lägenheter och villor och beräknas för 6 geografiskt skilda områden. Indexet finns tillgängligt i <a href="https://pro.booli.se/indices/?utm_source=Sbab&amp;utm_medium=Pressmeddelande&amp;utm_campaign=Prisindex">Boolis analysverktyg Booli Pro</a>. Booli är en del av SBAB.</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/okningstakten-i-bostadspriserna-bromsade-in-i-maj-bekraftar-bilden-av-en-lugnare-bostadsmarknad/">Ökningstakten i bostadspriserna bromsade in i maj – bekräftar bilden av en lugnare bostadsmarknad</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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		<title>Booli lanserar unik data &#8211; publicerar slutpriser för underhandsförsäljningar</title>
		<link>https://www.byggkontakt.nu/artikel/booli-lanserar-unik-data-publicerar-slutpriser-for-underhandsforsaljningar/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Wed, 10 Feb 2021 07:59:03 +0000</pubDate>
				<category><![CDATA[Artiklar]]></category>
		<category><![CDATA[booli]]></category>
		<category><![CDATA[priser]]></category>
		<guid isPermaLink="false">https://www.byggkontakt.nu/?p=67518</guid>

					<description><![CDATA[<p>Nu tar Booli tillsammans med systersajten Hittamäklare nästa steg mot en mer transparent bostadsmarknad och&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/booli-lanserar-unik-data-publicerar-slutpriser-for-underhandsforsaljningar/">Booli lanserar unik data &#8211; publicerar slutpriser för underhandsförsäljningar</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>Nu tar Booli tillsammans med systersajten Hittamäklare nästa steg mot en mer transparent bostadsmarknad och publicerar prisstatistik för objekt som inte har annonserats på den öppna marknaden överhuvudtaget utan sålts underhand. Det är statistik som hittills har varit svår att hitta som konsument.</strong></p>
<p>Det är med hjälp av mäklares data som Booli och Hittamäklare numera har möjlighet att presentera information om underhandsförsäljningar. I och med att många objekt säljs underhand är datan en viktig pusselbit i arbetet mot en mer transparent bostadsmarknad och för att få en helhetsbild av bostadsmarknaden i Sverige.</p>
<p>&#8211; Att få in data om underhandsförsäljningar är viktigt för att få en så komplett bild som möjligt över bostadsmarknaden och hur den utvecklas. Det är även information som länge har efterfrågats av både våra användare och mäklarna, säger Josephine Linghammar, marknadschef på Booli.</p>
<p>Att sälja underhand innebär att mäklaren förmedlar en bostad utan att den någonsin når den öppna marknaden. Istället för att marknadsföra objektet på ett traditionellt sätt på nätet eller i media hittar mäklaren en köpare på annat vis. Vanligtvis finns köparen i mäklarens spekulantregister. Kristina Lissheim, mäklare på Alexander White Fastighetsmäkleri i Stockholm ser både för- och nackdelar med att sälja underhand.</p>
<p>&#8211; Det är en diskret process och som säljare slipper man ha öppna visningar med mycket folk och spring i bostaden. Det finns möjlighet att hitta en köpare som är beredd att lägga ett premiumpris och ofta är det en lite lugnare försäljningsprocess. Nackdelen är att du inte exponerar den för lika många potentiella köpare och att det därmed kan vara svårare för mäklaren att hitta ”rätt köpare”, säger Kristina Lissheim.</p>
<p>Exakt hur underhandsmarknaden har utvecklats över tid är svårt att veta eftersom statistiken inte har funnits tillgänglig förrän nu. Förhoppningen med att släppa prisstatistik för underhandsförsäljningar, som tidigare inte har varit möjlig att få tag på, är därför att ge alla aktörer på marknaden ännu mer kunskap för att ta rätt beslut på bostadsmarknaden. Underhandsförsäljningarna visas som slutpriser på Booli och på mäklares profilsidor på Hittamäklare.</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/booli-lanserar-unik-data-publicerar-slutpriser-for-underhandsforsaljningar/">Booli lanserar unik data &#8211; publicerar slutpriser för underhandsförsäljningar</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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		<title>Bostadsmarknaden 2020 &#8211; prisökningar och försäljningsrekord</title>
		<link>https://www.byggkontakt.nu/artikel/bostadsmarknaden-2020-prisokningar-och-forsaljningsrekord/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Thu, 14 Jan 2021 07:56:38 +0000</pubDate>
				<category><![CDATA[Artiklar]]></category>
		<category><![CDATA[mäklare]]></category>
		<category><![CDATA[priser]]></category>
		<guid isPermaLink="false">https://www.byggkontakt.nu/?p=67359</guid>

					<description><![CDATA[<p>Året avslutades med oförändrade priser på riksnivå i december. Sett till hela 2020 steg priserna&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/bostadsmarknaden-2020-prisokningar-och-forsaljningsrekord/">Bostadsmarknaden 2020 &#8211; prisökningar och försäljningsrekord</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>Året avslutades med oförändrade priser på riksnivå i december. Sett till hela 2020 steg priserna på bostadsrätter med +7% och +13% på villor. I storstadsområdena ökade priserna på årsbasis mellan +3% och +15%. Det visar den senaste statistiken över bostadsförsäljningar sammanställd av Svensk Mäklarstatistik.</strong></p>
<p><strong>Bostadsrätter</strong></p>
<p>I december var priserna i oförändrade i Stor-Göteborg och de centrala delarna i Stockholm, Göteborg och Malmö kommun medan de sjönk med -1% i Stor-Stockholm och Stor-Malmö-området. Prisutvecklingen på årsbasis varierar mellan +3% i Stor-Göteborg till +9% i Stor-Malmö.</p>
<p>För länen konstaterar vi övervägande prisökningar på årsbasis. I 19 av 21 län ökade priserna medan de minskade i Dalarna och var oförändrade i Västernorrland, säger Hans Flink Affärsutvecklingschef på Svensk Mäklarstatistik.</p>
<p><strong>Villor</strong></p>
<p>I december ökade priserna i Stor-Stockholm med +1% medan de var oförändrade i övriga storstadsområden. På årsbasis ökade priserna i Stor-Stockholm och Stor-Malmö med +15% och i Stor-Göteborg med +10%. Över året har villapriserna ökat i samtliga 21 län, konstaterar Hans Flink.</p>
<p><strong>Marknaden</strong></p>
<p>Trots pandemin präglades 2020 av såväl prisökningar som stora försäljningsvolymer. Under året såldes 120 000 bostadsrätter vilket var över 8 000 fler än förra året, som då var rekord. Även villaförsäljningarna nådde en ny toppnotering 2020 med nästan 57 000, vilket var drygt 1 000 fler än förra året som även det var ett rekord. Det sammanlagda försäljningsvärdet för bostadsrätterna och villorna blev drygt 510 miljarder kronor vilket är 14% högre än förra året, avslutar Hans Flink.</p>
<p><strong>Mäklarsamfundets kommentar</strong></p>
<p>December brukar vara en lugn månad på bostadsmarknaden, men årets sista månad påverkades även den av pandemin med stort antal försäljningar av både bostadsrätter och villor. Mäklarsamfundets medlemmar höll visningar ända in i julhelgen och istället för den sedvanliga julhandeln verkar många svenskar ha valt att julhandla på bostadsmarknaden, säger Björn Wellhagen, VD Mäklarsamfundet.</p>
<p>&nbsp;</p>
<p><strong>Prisstatistik BOSTADSRÄTTER, december</strong> <strong>2020</strong></p>
<table width="643">
<tbody>
<tr>
<td width="180"><strong>BOSTADSRÄTTER</strong></td>
<td width="94"><strong>1 mån</strong></td>
<td width="95"><strong>3 mån</strong></td>
<td width="99"><strong>12 mån</strong></td>
<td width="175"><strong>Medelpris (kr/kvm)</strong></td>
</tr>
<tr>
<td width="180">Riket</td>
<td width="94">± 0%</td>
<td width="95">+ 2%</td>
<td width="99">+ 7%</td>
<td width="175">40 465</td>
</tr>
<tr>
<td width="180">Centrala Stockholm</td>
<td width="94">± 0%</td>
<td width="95">+ 3%</td>
<td width="99">+ 7%</td>
<td width="175">97 356</td>
</tr>
<tr>
<td width="180">Stor-Stockholm</td>
<td width="94">&#8211; 1%</td>
<td width="95">+ 4%</td>
<td width="99">+ 7%</td>
<td width="175">60 501</td>
</tr>
<tr>
<td width="180">Centrala Göteborg</td>
<td width="94">± 0%</td>
<td width="95">&#8211; 1%</td>
<td width="99">+ 4%</td>
<td width="175">63 285</td>
</tr>
<tr>
<td width="180">Stor-Göteborg</td>
<td width="94">± 0%</td>
<td width="95">&#8211; 1%</td>
<td width="99">+ 3%</td>
<td width="175">47 719</td>
</tr>
<tr>
<td width="180">Centrala Malmö</td>
<td width="94">± 0%</td>
<td width="95">+ 3%</td>
<td width="99">+ 8%</td>
<td width="175">35 703</td>
</tr>
<tr>
<td width="180">Stor-Malmö</td>
<td width="94">&#8211; 1%</td>
<td width="95">± 0%</td>
<td width="99">+ 9%</td>
<td width="175">31 950</td>
</tr>
</tbody>
</table>
<p>Statistiken baseras på försäljningen av 30 347 bostadsrätter under oktober 2020 &#8211; december 2020. Tremånaderssiffran är en jämförelse med juli 2020 &#8211; september 2020, tolvmånaderssiffran med oktober 2019 &#8211; december 2019 och i enmånadssiffran jämförs september 2020 &#8211; november 2020 med aktuell period. Medelpriset baseras enbart på den senaste månadens försäljningar.</p>
<p><strong>Prisstatistik VILLOR, december</strong> <strong>2020</strong></p>
<table width="632">
<tbody>
<tr>
<td width="180"><strong>VILLOR</strong></td>
<td width="94"><strong>1 mån</strong></td>
<td width="95"><strong>3 mån</strong></td>
<td width="104"><strong>12 mån</strong></td>
<td width="159"><strong>Medelpris</strong></td>
</tr>
<tr>
<td width="180">Riket</td>
<td width="94">± 0%</td>
<td width="95">+ 2%</td>
<td width="104">+ 13%</td>
<td width="159">3 543 000</td>
</tr>
<tr>
<td width="180">Stor-Stockholm</td>
<td width="94">+ 1%</td>
<td width="95">+ 4%</td>
<td width="104">+ 15%</td>
<td width="159">6 644 000</td>
</tr>
<tr>
<td width="180">Stor-Göteborg</td>
<td width="94">± 0%</td>
<td width="95">+ 3%</td>
<td width="104">+ 10%</td>
<td width="159">5 291 000</td>
</tr>
<tr>
<td width="180">Stor-Malmö</td>
<td width="94">± 0%</td>
<td width="95">+ 4%</td>
<td width="104">+ 15%</td>
<td width="159">4 513 000</td>
</tr>
</tbody>
</table>
<p>Statistiken baseras på försäljningen av 13 903 villor under oktober 2020 &#8211; december 2020. Tremånaderssiffran är en jämförelse med juli 2020 &#8211; september 2020, tolvmånaderssiffran med oktober 2019 &#8211; december 2019 och i enmånadssiffran jämförs september 2020 &#8211; november 2020 med aktuell period. Medelpriset baseras enbart på den senaste månadens försäljningar. Rikssiffrorna för villor och bostadsrätter beräknas som ett vägt genomsnitt för de underliggande storstadsområdena och övriga riket.</p>
<p>Prisutvecklingen för villor baseras på K/T-talet (Köpesumman/Taxeringsvärdet). Medelpriset baseras på den senaste månadens försäljningar.</p>
<p><strong>Prisstatistik Fritidshus</strong></p>
<table>
<tbody>
<tr>
<td width="217"><strong>FRITIDSHUS</strong></td>
<td width="112"><strong>12 mån</strong></td>
<td width="112"><strong>Medelpris</strong></td>
</tr>
<tr>
<td width="217">Riket</td>
<td width="112">+ 12%</td>
<td width="112">2 004 000</td>
</tr>
</tbody>
</table>
<p>Statistiken baseras på försäljningen av 6 506 fritidshus mellan januari 2020 och december 2020. Utvecklingen jämförs med föregående 12-månadersperiod.</p>
<p><strong>Nästa pressmeddelande publiceras den 5 februari 2021 kl 06:00</strong></p>
<p><strong>Fakta om Svensk Mäklarstatistik AB</strong></p>
<p>Svensk Mäklarstatistik redovisar varje månad den enda aktuella och heltäckande prisstatistiken för bostadsrätter, villor och fritidshus i Sverige. Statistiken är framtagen av SCB &#8211; Statistiska Centralbyrån, på uppdrag av Svensk Mäklarstatistik och baseras på över 95 procent av de bostadsaffärer som genomförs via fastighetsmäklare. Prisinformation hämtas då köpekontrakten skrivs och behöver därför inte invänta lagfartshanteringen som tar 3-4 månader. Vi kan därför publicera det faktiska marknadsläget och de prisförändringar som sker varje månad utan den eftersläpning som myndigheter och andra aktörer dras med.</p>
<p>Svensk Mäklarstatistik AB ägs av branschorganisationen Mäklarsamfundet.</p>
<p>På <a href="http://www.maklarstatistik.se">www.maklarstatistik.se</a> är det möjligt att följa utvecklingen på riks-, län- och kommunnivå.</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/bostadsmarknaden-2020-prisokningar-och-forsaljningsrekord/">Bostadsmarknaden 2020 &#8211; prisökningar och försäljningsrekord</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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		<title>Fallande lägenhetspriser i Stockholm men stigande i Malmö och Göteborg i december</title>
		<link>https://www.byggkontakt.nu/nyheter/fallande-lagenhetspriser-i-stockholm-men-stigande-i-malmo-och-goteborg-i-december/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Thu, 07 Jan 2021 07:26:42 +0000</pubDate>
				<category><![CDATA[Nyheter]]></category>
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		<category><![CDATA[SBAB]]></category>
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					<description><![CDATA[<p>Priserna på lägenheter föll i december i Storstockholm medan de fortsatte att stiga på småhus.&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/nyheter/fallande-lagenhetspriser-i-stockholm-men-stigande-i-malmo-och-goteborg-i-december/">Fallande lägenhetspriser i Stockholm men stigande i Malmö och Göteborg i december</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>Priserna på lägenheter föll i december i Storstockholm medan de fortsatte att stiga på småhus. I Storgöteborg och Stormalmö gällde det omvända på lägenheter respektive hus. Mest steg lägenhetspriserna i Stormalmö samtidigt som småhuspriserna föll tillbaka som mest i samma region. Bokslutet för hela 2020 gav markant stigande bostadspriser överlag &#8211; trots corona.</strong></p>
<p>Prisutvecklingen på bostäder utvecklades mycket olika mellan olika regioner och bostadstyper under december. I Storstockholm föll lägenhetspriserna med 2 procent medan de steg med 0,4 respektive 2,2 procent i Storgöteborg respektive Stormalmö.</p>
<p>I Storstockholm fortsatte småhuspriserna att öka (plus 0,5 procent) medan de föll tillbaka svagt i Storgöteborg och med hela 4,9 procent i Stormalmö.</p>
<p>&#8211; December brukar normalt vara en lite svagare period på bostadsmarknaden men utvecklingen under den gångna månaden var splittrad med både upp- och nedgångar beroende på region och boendeform. Trots corona så har bostadspriserna stigit markant under hela 2020. Som minst på lägenheter i Storstockholm och Storgöteborg (runt 4 procent) och som mest på småhus i Södra Sverige (17 procent), säger Robert Boije, chefsekonom på SBAB.</p>
<p>&#8211; Trenden med att småhuspriserna stigit mer än lägenhetspriserna fortsatte i Storstockholm under december. Det speglar ett fortsatt relativt sett större intresse för att bo i småhus än i lägenhet under coronakrisen, i kombination med ett litet utbud av småhus, säger Robert Boije.</p>
<p>&#8211; Under 2021 förväntar vi oss en betydlig mindre uppgång i bostadspriserna än den vi såg under 2020, säger Robert Boije.<strong> </strong></p>
<p><strong>Lägenheter</strong></p>
<table width="544">
<tbody>
<tr>
<td width="143"><strong>Indexområde</strong></td>
<td width="100"><strong>1 månad</strong></td>
<td width="100"><strong>3 månader</strong></td>
<td width="100"><strong>12 månader</strong></td>
<td width="100"><strong>Sedan max</strong></td>
</tr>
<tr>
<td width="143"><strong>Storstockholm</strong></td>
<td width="100"><strong>-2,0 %</strong></td>
<td width="100"><strong>-0,5 %</strong></td>
<td width="100"><strong>4,0 %</strong></td>
<td width="100"><strong>-2,5 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Storgöteborg</strong></td>
<td width="100"><strong>0,4 %</strong></td>
<td width="100"><strong>1,5 %</strong></td>
<td width="100"><strong>4,2 %</strong></td>
<td width="100"><strong>-0,4 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Stormalmö</strong></td>
<td width="100"><strong>2,2 %</strong></td>
<td width="100"><strong>3,7 %</strong></td>
<td width="100"><strong>12,6 %</strong></td>
<td width="100"><strong>0,0 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Norra Sverige</strong></td>
<td width="100"><strong>-2,3 %</strong></td>
<td width="100"><strong>-3,0 %</strong></td>
<td width="100"><strong>6,2 %</strong></td>
<td width="100"><strong>-3,6 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Mellersta Sverige</strong></td>
<td width="100"><strong>1,4 %</strong></td>
<td width="100"><strong>0,8 %</strong></td>
<td width="100"><strong>9,3 %</strong></td>
<td width="100"><strong>0,0 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Södra Sverige</strong></td>
<td width="100"><strong>1,7 %</strong></td>
<td width="100"><strong>2,6 %</strong></td>
<td width="100"><strong>10,3 %</strong></td>
<td width="100"><strong>0,0 %</strong></td>
</tr>
</tbody>
</table>
<p>Till och med<strong> december </strong>månad</p>
<p><strong> Hus</strong></p>
<table width="544">
<tbody>
<tr>
<td width="143"><strong>Indexområde</strong></td>
<td width="100"><strong>1 månad</strong></td>
<td width="100"><strong>3 månader</strong></td>
<td width="100"><strong>12 månader</strong></td>
<td width="100"><strong>Sedan max</strong></td>
</tr>
<tr>
<td width="143"><strong>Storstockholm</strong></td>
<td width="100"><strong>0,5 %</strong></td>
<td width="100"><strong>1,0 %</strong></td>
<td width="100"><strong>12,7 %</strong></td>
<td width="100"><strong>0,0 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Storgöteborg</strong></td>
<td width="100"><strong>-0,1 %</strong></td>
<td width="100"><strong>2,0 %</strong></td>
<td width="100"><strong>10,4 %</strong></td>
<td width="100"><strong>-0,1 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Stormalmö</strong></td>
<td width="100"><strong>-4,9 %</strong></td>
<td width="100"><strong>-1,2 %</strong></td>
<td width="100"><strong>10,6 %</strong></td>
<td width="100"><strong>-4,2 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Norra Sverige</strong></td>
<td width="100"><strong>-3,2 %</strong></td>
<td width="100"><strong>0,3 %</strong></td>
<td width="100"><strong>16,6 %</strong></td>
<td width="100"><strong>-2,6 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Mellersta Sverige</strong></td>
<td width="100"><strong>2,7 %</strong></td>
<td width="100"><strong>3,5 %</strong></td>
<td width="100"><strong>14,6 %</strong></td>
<td width="100"><strong>0,0 %</strong></td>
</tr>
<tr>
<td width="143"><strong>Södra Sverige</strong></td>
<td width="100"><strong>1,2 %</strong></td>
<td width="100"><strong>3,7 %</strong></td>
<td width="100"><strong>17,0 %</strong></td>
<td width="100"><strong>0,0 %</strong></td>
</tr>
</tbody>
</table>
<p>Till och med<strong> december </strong>månad<strong> </strong></p>
<p><strong>Anm: </strong>SBAB Booli Housing Price Index (HPI) uppdateras en gång i månaden och visar prisutvecklingen på bostadsmarknaden den senaste kalendermånaden, de tre senaste kalendermånaderna, de 12 senaste månaderna, sedan årsskiftet och sedan den senaste toppnoteringen. Indexet baseras på samtliga registrerade bostadsförsäljningar under den aktuella perioden. HPI beräknas som ett index med en hedonisk prismodell som förutom prisnoteringar använder information om bl.a. bostädernas storlek, taxeringsuppgifter, tomtstorlek, antal rum, våning, månadsavgift och geografisk placering, samt avgift till bostadsrättsföreningen. På så sätt tar indexet hänsyn till (kontrollerar för) att de bostäder som sålts vid olika tidpunkter kan skilja sig åt. För geografisk information används kommun- och stadsdelstillhörighet. Prisindexet går tillbaka till 2013. Indexet är uppdelat för lägenheter och villor och beräknas för 6 geografiskt skilda områden. Indexet finns tillgängligt i Boolis <a href="https://pro.booli.se/indices/?utm_source=Sbab&amp;utm_medium=Pressmeddelande&amp;utm_campaign=Prisindex">analysverktyg Booli Pro</a>. Booli är en del av SBAB.</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/nyheter/fallande-lagenhetspriser-i-stockholm-men-stigande-i-malmo-och-goteborg-i-december/">Fallande lägenhetspriser i Stockholm men stigande i Malmö och Göteborg i december</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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			</item>
		<item>
		<title>Mäklarpanelen: Stigande villapriser 2021</title>
		<link>https://www.byggkontakt.nu/artikel/maklarpanelen-stigande-villapriser-2021/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Tue, 22 Dec 2020 10:33:39 +0000</pubDate>
				<category><![CDATA[Artiklar]]></category>
		<category><![CDATA[priser]]></category>
		<category><![CDATA[villor]]></category>
		<guid isPermaLink="false">https://www.byggkontakt.nu/?p=67194</guid>

					<description><![CDATA[<p>Under 2020 har har efterfrågan varit stark och bostadspriserna har stigit trots pandemin. Kommer 2021&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/maklarpanelen-stigande-villapriser-2021/">Mäklarpanelen: Stigande villapriser 2021</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong><span style="font-size: 12.0pt;">Under 2020 har har efterfrågan varit stark och bostadspriserna har stigit trots pandemin. Kommer 2021 se likadant ut? Fastighetsbyråns senaste Mäklarpanel visar att en majoritet av mäklarna tror stigande villapriser medan drygt 6 av 10 tror på stillastående bostadsrättspriser. Resultaten visar även att fördelen för säljarna på bostadsmarknaden sjönk något i december vilket är normalt för årstiden.</span></strong></p>
<p>I Mäklarpanelen från Fastighetsbyrån, Sveriges största mäklarföretag, har 425 av företagets mäklare runt om i landet svarat på frågor om läget på bostadsmarknaden. Den här gången har mäklarna fått förutspå hur priserna kommer att utvecklas under nästa år. På frågan ” Vad tror du om prisutvecklingen på villor i ditt område under 2020?” svarade 50 % stigande priser, 48 % svarade stillastående priser och endast 2 % tror på sjunkande villapriser. Motsvarande siffror för bostadsrätter ser annorlunda ut – 29 % tror på stigande priser, 64 % på stillastående och 7 % på sjunkande.</p>
<ul>
<li>Under 2019 har vi sett att bostadsmarknaden har fortsatt att fungera trots pandemin och många svenskar har haft stort fokus på sina hem. Det har gett en stark efterfrågan. Överlag tror våra mäklare att det kommer att hålla i sig även nästa år. Låga räntor och bostadsbrist på många orter ger förutsättningar för stabila eller stigande priser, säger Johan Engström, vd på Fastighetsbyrån.</li>
<li>Flest mäklare tror på stigande villapriser och stillasåtende bostadsrättspriser. Det är en förlängning av det vi sett under 2020 – väldigt stark efterfrågan på villor och större lägenheter medan försäljningen mindre bostadsrätter är lite trögare. Förstagångsköpare och ensamhushåll är de som har minst marginaler och drabbats mest av pandemin, säger Johan Engström.</li>
</ul>
<p><strong>Minskat övertag för säljarna i december – vanligt för årstiden</strong><br />
På frågan ”För vilka är bostadsmarknaden mest fördelaktig just nu” blev snittet 6,7 på en skala mellan 0 (köparna) och 10 (säljarna). Det kan jämföras med 6,97 när samma fråga ställdes i oktober och 5,07 i december 2019. På riksnivå minskar alltså fördelen för säljarna på bostadsmarknaden – något som brukar ske i december.</p>
<ul>
<li>December är en speciell månad på bostadsmarknaden och nu inför jul går aktiviteten ner och det brukar avspeglas i siffrorna. Överlag har vi en fortsatt stark efterfrågan även i december och det har gjorts mycket bostadsaffärer jämfört med tidigare år, säger Johan Engström.</li>
</ul>
<p>&nbsp;</p>
<p><strong>Resultat från Mäklarpanelen december 2020:</strong></p>
<p>”För vilka är bostadsmarknaden mest fördelaktig just nu”, på en skala mellan 0 (köparna) och 10 (säljarna).</p>
<table width="623">
<tbody>
<tr>
<td width="123"><strong>Totalmarknad</strong></td>
<td width="43"><strong>Dec</strong></td>
<td width="36"><strong>Okt</strong></td>
<td width="36"><strong>Aug</strong></td>
<td width="37"><strong>Jun</strong></td>
<td width="40"><strong>Apr</strong></td>
<td width="36"><strong>Jan</strong></td>
<td width="37"><strong>Dec</strong></td>
<td width="37"><strong>Okt</strong></td>
<td width="44"><strong>Aug</strong></td>
<td width="41"><strong>Jun</strong></td>
<td width="37"><strong>Apr</strong></td>
<td width="36"><strong>Jan</strong></td>
<td width="39"><strong>Dec</strong></td>
</tr>
<tr>
<td width="123">Riks</td>
<td width="43">6,7</td>
<td width="36">6,97</td>
<td width="36">6,41</td>
<td width="37">5,22</td>
<td width="40">4,25</td>
<td width="36">5,59</td>
<td width="37">5,08</td>
<td width="37">5,17</td>
<td width="44">5,05</td>
<td width="41">4,72</td>
<td width="37">4,52</td>
<td width="36">4,19</td>
<td width="39">4,03</td>
</tr>
<tr>
<td width="123">Stor-Stockholm</td>
<td width="43">6,59</td>
<td width="36">7,11</td>
<td width="36">5,94</td>
<td width="37">4,72</td>
<td width="40">3,41</td>
<td width="36">5,6</td>
<td width="37">5,06</td>
<td width="37">4,59</td>
<td width="44">4,33</td>
<td width="41">4,13</td>
<td width="37">3,8</td>
<td width="36">3,12</td>
<td width="39">3,32</td>
</tr>
<tr>
<td width="123">Stor-Göteborg</td>
<td width="43">6,26</td>
<td width="36">6,97</td>
<td width="36">6,41</td>
<td width="37">5,29</td>
<td width="40">3,84</td>
<td width="36">5,94</td>
<td width="37">4,86</td>
<td width="37">5,42</td>
<td width="44">4,92</td>
<td width="41">4,64</td>
<td width="37">3,92</td>
<td width="36">3,71</td>
<td width="39">3,38</td>
</tr>
<tr>
<td width="123">Stor-Malmö</td>
<td width="43">7,13</td>
<td width="36">7,17</td>
<td width="36">7,29</td>
<td width="37">5,48</td>
<td width="40">4,83</td>
<td width="36">7</td>
<td width="37">6,19</td>
<td width="37">6</td>
<td width="44">5,61</td>
<td width="41">5,59</td>
<td width="37">5,26</td>
<td width="36">4,38</td>
<td width="39">4,22</td>
</tr>
<tr>
<td width="123">Större ort</td>
<td width="43">5,98</td>
<td width="36">6,91</td>
<td width="36">6,48</td>
<td width="37">4,78</td>
<td width="40">4,23</td>
<td width="36">5</td>
<td width="37">4,55</td>
<td width="37">4,91</td>
<td width="44">4,97</td>
<td width="41">4,45</td>
<td width="37">4,15</td>
<td width="36">4</td>
<td width="39">4,21</td>
</tr>
<tr>
<td width="123">Mellanstor ort</td>
<td width="43">6,93</td>
<td width="36">6,83</td>
<td width="36">6,43</td>
<td width="37">5,5</td>
<td width="40">4,74</td>
<td width="36">5,56</td>
<td width="37">5,16</td>
<td width="37">5,09</td>
<td width="44">5,34</td>
<td width="41">4,94</td>
<td width="37">4,89</td>
<td width="36">4,86</td>
<td width="39">4,35</td>
</tr>
<tr>
<td width="123">Mindre ort</td>
<td width="43">6,88</td>
<td width="36">6,95</td>
<td width="36">6,5</td>
<td width="37">5,5</td>
<td width="40">4,55</td>
<td width="36">5,44</td>
<td width="37">5,18</td>
<td width="37">5,55</td>
<td width="44">5,42</td>
<td width="41">5,02</td>
<td width="37">5,19</td>
<td width="36">4,75</td>
<td width="39">4,45</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>”För vilka är <em>nyproduktionsmarknaden</em> mest fördelaktig just nu”, på en skala mellan 0 (köparna) och 10 (säljarna).</p>
<table width="548">
<tbody>
<tr>
<td width="123"><strong>Nyproduktion</strong></td>
<td width="43"><strong>Dec</strong></td>
<td width="36"><strong>Okt</strong></td>
<td width="36"><strong>Aug</strong></td>
<td width="37"><strong>Jun</strong></td>
<td width="40"><strong>April</strong></td>
<td width="36"><strong>Jan</strong></td>
<td width="37"><strong>Dec</strong></td>
<td width="37"><strong>Okt</strong></td>
<td width="44"><strong>Aug</strong></td>
<td width="41"><strong>Juni</strong></td>
<td width="37"><strong>April</strong></td>
</tr>
<tr>
<td width="123">Riks</td>
<td width="43">4,89</td>
<td width="36">4,92</td>
<td width="36">4,78</td>
<td width="37">3,99</td>
<td width="40">3,83</td>
<td width="36">4,35</td>
<td width="37">4,05</td>
<td width="37">3,71</td>
<td width="44">3,45</td>
<td width="41">3,28</td>
<td width="37">3,15</td>
</tr>
<tr>
<td width="123">Stor-Stockholm</td>
<td width="43">4,76</td>
<td width="36">4,66</td>
<td width="36">4,4</td>
<td width="37">3,24</td>
<td width="40">3,22</td>
<td width="36">4,23</td>
<td width="37">3,52</td>
<td width="37">2,96</td>
<td width="44">2,15</td>
<td width="41">2,65</td>
<td width="37">2,17</td>
</tr>
<tr>
<td width="123">Stor-Göteborg</td>
<td width="43">4,63</td>
<td width="36">5,57</td>
<td width="36">4,33</td>
<td width="37">4,2</td>
<td width="40">4,06</td>
<td width="36">4,68</td>
<td width="37">4,5</td>
<td width="37">3,73</td>
<td width="44">3,4</td>
<td width="41">2,87</td>
<td width="37">2,75</td>
</tr>
<tr>
<td width="123">Stor-Malmö</td>
<td width="43">6</td>
<td width="36">5,88</td>
<td width="36">4,75</td>
<td width="37">3,17</td>
<td width="40">3,56</td>
<td width="36">4,91</td>
<td width="37">4</td>
<td width="37">5,12</td>
<td width="44">5,18</td>
<td width="41">4,4</td>
<td width="37">4,38</td>
</tr>
<tr>
<td width="123">Större ort</td>
<td width="43">4,47</td>
<td width="36">4,08</td>
<td width="36">4,55</td>
<td width="37">4,09</td>
<td width="40">4,19</td>
<td width="36">4,28</td>
<td width="37">3,5</td>
<td width="37">3,13</td>
<td width="44">3,46</td>
<td width="41">3,29</td>
<td width="37">2,75</td>
</tr>
<tr>
<td width="123">Mellanstor ort</td>
<td width="43">5</td>
<td width="36">5,17</td>
<td width="36">5,33</td>
<td width="37">4,84</td>
<td width="40">4,39</td>
<td width="36">4,06</td>
<td width="37">5,08</td>
<td width="37">4,48</td>
<td width="44">3,82</td>
<td width="41">3,77</td>
<td width="37">4,06</td>
</tr>
<tr>
<td width="123">Mindre ort</td>
<td width="43">4,88</td>
<td width="36">4,64</td>
<td width="36">4,78</td>
<td width="37">4,03</td>
<td width="40">3,72</td>
<td width="36">4,48</td>
<td width="37">3,93</td>
<td width="37">4,03</td>
<td width="44">4,66</td>
<td width="41">3,55</td>
<td width="37">4,09</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>Vad tror du om prisutvecklingen för villor i ditt område under 2021?</p>
<table width="463">
<tbody>
<tr>
<td width="123"><strong>Villor</strong></td>
<td width="43">Riks</td>
<td width="43">Sthlm</td>
<td width="65">Göteborg</td>
<td width="53">Malmö</td>
<td width="41">Större</td>
<td width="51">Mellan</td>
<td width="44">Liten</td>
</tr>
<tr>
<td width="123">Stigande</td>
<td width="43">50</td>
<td width="43">46</td>
<td width="65">35</td>
<td width="53">56</td>
<td width="41">50</td>
<td width="51">57</td>
<td width="44">50</td>
</tr>
<tr>
<td width="123">Stillastående</td>
<td width="43">48</td>
<td width="43">50</td>
<td width="65">65</td>
<td width="53">44</td>
<td width="41">50</td>
<td width="51">43</td>
<td width="44">48</td>
</tr>
<tr>
<td width="123">Sjunkande</td>
<td width="43">2</td>
<td width="43">4</td>
<td width="65">0</td>
<td width="53">0</td>
<td width="41">0</td>
<td width="51">0</td>
<td width="44">2</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>Vad tror du om prisutvecklingen för bostadsrätter i ditt område under 2021?</p>
<table width="463">
<tbody>
<tr>
<td width="123"><strong>BR</strong></td>
<td width="43">Riks</td>
<td width="43">Sthlm</td>
<td width="65">Göteborg</td>
<td width="53">Malmö</td>
<td width="41">Större</td>
<td width="51">Mellan</td>
<td width="44">Liten</td>
</tr>
<tr>
<td width="123">Stigande</td>
<td width="43">29</td>
<td width="43">29</td>
<td width="65">24</td>
<td width="53">35</td>
<td width="41">32</td>
<td width="51">25</td>
<td width="44">28</td>
</tr>
<tr>
<td width="123">Stillastående</td>
<td width="43">64</td>
<td width="43">60</td>
<td width="65">71</td>
<td width="53">60</td>
<td width="41">64</td>
<td width="51">65</td>
<td width="44">66</td>
</tr>
<tr>
<td width="123">Sjunkande</td>
<td width="43">7</td>
<td width="43">10</td>
<td width="65">5</td>
<td width="53">5</td>
<td width="41">4</td>
<td width="51">10</td>
<td width="44">6</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>Vad tror du om efterfrågan på nyproduktion i ditt område under 2021?</p>
<table width="482">
<tbody>
<tr>
<td width="142"><strong>Nyproduktion</strong></td>
<td width="43">Riks</td>
<td width="43">Sthlm</td>
<td width="65">Göteborg</td>
<td width="53">Malmö</td>
<td width="41">Större</td>
<td width="51">Mellan</td>
<td width="44">Liten</td>
</tr>
<tr>
<td width="142">Ökad efterfrågan</td>
<td width="43">32</td>
<td width="43">39</td>
<td width="65">24</td>
<td width="53">41</td>
<td width="41">21</td>
<td width="51">36</td>
<td width="44">30</td>
</tr>
<tr>
<td width="142">Oförändrad efterfrågan</td>
<td width="43">60</td>
<td width="43">51</td>
<td width="65">70</td>
<td width="53">55</td>
<td width="41">70</td>
<td width="51">57</td>
<td width="44">62</td>
</tr>
<tr>
<td width="142">Minskad efterfrågan</td>
<td width="43">8</td>
<td width="43">11</td>
<td width="65">6</td>
<td width="53">5</td>
<td width="41">9</td>
<td width="51">7</td>
<td width="44">8</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p><strong>Om Mäklarpanelen</strong><br />
Mäklarpanelen är en webbenkät som med jämna mellanrum skickas till Fastighetsbyråns ca 1100 mäklare runt om i landet. Den senaste enkäten genomfördes 26-30 oktober 2020 och totalt svarade 405 personer. Svaren bryts ner på segmenten Stor-Stockholm, Stor-Göteborg, Stor-Malmö, Större ort, Mellanstor ort och Liten ort.</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/maklarpanelen-stigande-villapriser-2021/">Mäklarpanelen: Stigande villapriser 2021</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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		<item>
		<title>Kommentar till Svensk Mäklarstatistik: Fortsatt ökande priser i November</title>
		<link>https://www.byggkontakt.nu/nyheter/kommentar-till-svensk-maklarstatistik-fortsatt-okande-priser-i-november/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Tue, 08 Dec 2020 08:37:31 +0000</pubDate>
				<category><![CDATA[Nyheter]]></category>
		<category><![CDATA[fmf]]></category>
		<category><![CDATA[priser]]></category>
		<guid isPermaLink="false">https://www.byggkontakt.nu/?p=67110</guid>

					<description><![CDATA[<p>I november ökade priserna på bostadsrätter med +1% i riket som helhet. Villapriserna förblev oförändrade.&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/nyheter/kommentar-till-svensk-maklarstatistik-fortsatt-okande-priser-i-november/">Kommentar till Svensk Mäklarstatistik: Fortsatt ökande priser i November</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>I november ökade priserna på bostadsrätter med +1% i riket som helhet. Villapriserna förblev oförändrade. Prisutvecklingen på årsbasis ligger på +7% på bostadsrätter och ökat till +11% på villor. Detta enligt de senaste mätningarna som vi har tagit del av från Svensk Mäklarstatistik. </strong><span id="more-67110"></span></p>
<p><strong>Bostadsrätterna </strong>ökade med +1% i både stor-Malmö och centrala Malmö. Även i Stockholm har det ökat. Stor-Stockholm med +2% samt centrala Stockholm med +1%. I Göteborgsområdena däremot har priserna minskat med -1% i centrala Göteborg medan Stor-Göteborg inte visat på någon förändring. Samtliga årstakter ligger fortsatt på plus och är högst i Malmöområdena med +7% och +9%. medan Stockholms- och Göteborgsområdena ligger på +7% respektive +3%, kommenterar Per-Arne Sandegren, på Svensk Mäklarstatistik.</p>
<p><strong>Villorna </strong>ökade med +1% i samtliga storstäder. Årstakten varierar mellan +10% och +14%.</p>
<p>Ungefär 11. 000 bostadsrätter såldes i november, vilket är en ökning på +6% från november 2019. Antalet villor sålda var 3. 400 stycken, en ökning på +9%. Antalet sålda bostäder fortsätter alltså vara högt.</p>
<p>Senaste statistiken visar att trots en andra våg har inte bostadsmarknaden stannat till. Mäklarna har återigen visat sig vara snabba på att agera och anpassa sig för att fortsatt kunna genomföra sitt arbete med säkerhet, kommenterar <strong>Jenny Stenberg</strong>, vd Fastighetsmäklarförbundet.</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/nyheter/kommentar-till-svensk-maklarstatistik-fortsatt-okande-priser-i-november/">Kommentar till Svensk Mäklarstatistik: Fortsatt ökande priser i November</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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		<title>Trots en andra coronavåg: endast två av hundra bostadsägare tror på fallande bopriser</title>
		<link>https://www.byggkontakt.nu/artikel/trots-en-andra-coronavag-endast-tva-av-hundra-bostadsagare-tror-pa-fallande-bopriser/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Fri, 20 Nov 2020 07:56:03 +0000</pubDate>
				<category><![CDATA[Artiklar]]></category>
		<category><![CDATA[corona]]></category>
		<category><![CDATA[priser]]></category>
		<category><![CDATA[SBAB]]></category>
		<guid isPermaLink="false">https://www.byggkontakt.nu/?p=67040</guid>

					<description><![CDATA[<p>Efter raset i hushållens förväntningar under våren då det var fler bostadsägare som trodde på&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/trots-en-andra-coronavag-endast-tva-av-hundra-bostadsagare-tror-pa-fallande-bopriser/">Trots en andra coronavåg: endast två av hundra bostadsägare tror på fallande bopriser</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>Efter raset i hushållens förväntningar under våren då det var fler bostadsägare som trodde på fallande än stigande bopriser på ett års sikt, har andelen som istället tror på stigande priser dominerat. I den senaste mätningen stiger den andelen ytterligare. Trots att vi nu är inne i en andra coronavåg, tror endast två av hundra på fallande priser. </strong><span id="more-67040"></span></p>
<p><strong>Majoritet tror på fortsatt stigande bopriser</strong></p>
<p>SBAB har frågat knappt 1100 bostadsägare om vad de tror om boprisernas utveckling framöver. Undersökningen är årets fjärde kvartalsvisa mätning. En klar majoritet (68 procent) tror att bostadspriserna stiger på ett års sikt &#8211; 17 procent med mer än 5 procent och 51 procent med upp till 5 procent. 20 procent tror att priserna står stilla medan endast 2 procent tror att de sjunker.</p>
<p>På tre års sikt tror 58 procent av de svarande att priserna kommer att öka med upp till 10 procent och 8 procent att de kommer att öka med mer än 10 procent. Även på denna sikt tror endast 2 procent av de svarande på fallande priser.</p>
<p>&#8211; Den första coronavågen i våras fick boprisförväntningarna att rasa långt ner i källaren. Från att det då var betydligt fler som trodde på sjunkande än stigande priser, gäller nu det omvända. Trots att vi är inne i en andra coronavåg tror endast två av hundra bostadsägare att priserna kommer att falla det närmaste året. Denna utbredda optimism kan nog förklaras av att vårens farhågor om fallande priser inte besannades. Det är uppenbart mycket psykologi i förväntningarna, säger <strong>Robert Boije</strong>, chefsekonom på SBAB.</p>
<p><strong>Fortsatt högt efterfrågetryck på bostäder</strong></p>
<p>Bland de som tror på stigande bostadspriser på både ett och tre års sikt säger i båda fallen runt 80 procent att skälet till detta är ett högt efterfrågetryck på bostäder. Bland de fåtal som tror på fallande priser på både ett och tre års sikt anges ett svagt efterfrågetryck som huvudförklaring, närmast följt av stramare myndighetskrav på bankernas kreditgivning.</p>
<p>&#8211; Det är tydligt att många bedömer att efterfrågan på bostäder kommer att vara fortsatt hög framöver trots den negativa utvecklingen till följd av coronapandemin. Fortsatt bostadsbrist och en omläggning från annan konsumtion, som begränsas av restriktionerna kopplade till smittspridningen, till bostadskonsumtion bidrar troligen till detta, säger <strong>Robert Boije</strong>.</p>
<p>&#8211; En jämförelse mellan SBAB:s och SEB:s samt Erik Olsson:s respektive index, som baseras på svar från delvis olika hushållsgrupper, visar som vanligt att bostadsägare har en mer optimistisk bild av prisutvecklingen framöver än andra grupper. Samstämmigheten mellan de olika indexen är dock ovanligt stor just nu, vilket stärker bilden av att hushållen överlag tror på fortsatt stigande bopriser framöver, säger <strong>Robert Boije</strong>.</p>
<p><strong>Tabell- och diagrambilaga bifogas nedan</strong></p>
<p><strong>Anm</strong>. SBAB Housing Price Expectations (HPE) är en av tre indexserier som SBAB och Booli tar fram för att brett undersöka temperaturen på bostadsmarknaden. De andra två är SBAB Booli Housing Market Index (HMI) som mäter läget för nyproduktionen av bostäder och SBAB Booli Housing Price Index (HPI) som mäter den faktiska prisutvecklingen på bostäder. De första två indexen publiceras kvartalsvis och det senare månadsvis.</p>
<p><strong>Tabell- och diagrambilaga</strong></p>
<p><strong>Tabell 1. SBAB Booli Housing Price Expectations (HPE)</strong></p>
<p><strong><img decoding="async" src="https://res.cloudinary.com/mynewsdesk-cld/image/upload/t_limit_1000/cn8rrt9jjhy0kxy3y85p.jpg" alt="" /><br />
</strong></p>
<p><strong>Anm</strong>. Undersökningen genomförd av Kantar Sifo under vecka 46, 2020. Till följd av avrundningar behöver inte siffrorna summera till hundra procent.</p>
<p><strong>Diagram 1. SBAB Booli indikator (HPE) jämfört med SEB:s och Erik Olssons</strong></p>
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" alt="" /><strong><br />
</strong></p>
<p><strong>Kommentar till diagrammet:</strong> Visar andelen svarande som tror på stigande minus andelen svarande som tror på sjunkande priser på ett års sikt. SBAB/Booli frågar bostadsägare, SEB både bostadsägare och de som hyr. Erik Olsson frågar de som går på bostadsvisningar.</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/trots-en-andra-coronavag-endast-tva-av-hundra-bostadsagare-tror-pa-fallande-bopriser/">Trots en andra coronavåg: endast två av hundra bostadsägare tror på fallande bopriser</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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		<item>
		<title>Bostadspriserna fortsätter uppåt</title>
		<link>https://www.byggkontakt.nu/nyheter/bostadspriserna-fortsatter-uppat-2/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Fri, 06 Nov 2020 08:32:12 +0000</pubDate>
				<category><![CDATA[Nyheter]]></category>
		<category><![CDATA[bostäder]]></category>
		<category><![CDATA[fmf]]></category>
		<category><![CDATA[priser]]></category>
		<guid isPermaLink="false">https://www.byggkontakt.nu/?p=66930</guid>

					<description><![CDATA[<p>I oktober har det skett en prisökning på +1% på både bostadsrätter samt villor. Från&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/nyheter/bostadspriserna-fortsatter-uppat-2/">Bostadspriserna fortsätter uppåt</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>I oktober har det skett en prisökning på +1% på både bostadsrätter samt villor. Från förra året i oktober har det skett en ökning på +6% på bostadsrätter och +11% på villor, enligt den senaste statistiken från Svensk Mäklarstatistik. </strong><span id="more-66930"></span></p>
<p><strong>Bostadsrätterna</strong> fortsätter öka i vissa delar. I centrala Stockholm ökade det med +1% från månaden innan och en ökning på +2% noterades i centrala Malmö och Stor-Stockholm. I övriga delar som centrala Göteborg, Stor-Göteborg och Stor-Malmö förblev priserna oförändrade. Årstakterna varierar mellan +6% och +3% med centrala Göteborg på det sistnämnda.</p>
<p><strong>Villorna</strong> har ökat med +2% i samtliga storstäder. Årstakterna på villorna ligger på +13% i Stor-Malmö och Stor-Stockholm samt +10% i Stor-Göteborg.</p>
<p>Antalet sålda villor i oktober ligger på samma nivå som föregående år, vilket var 5. 900 villor. Antalet sålda bostadsrätter däremot har ökat till viss del med 12. 400 sålda, vilket är en ökning på +6% från förra året, kommenterar Per-Arne Sandegren, analyschef på Svensk Mäklarstatistik.</p>
<p>Att marknaden ser ut som den gör märker vi av det då det varit högtryck på rådgivningen. Det vittnar om att kåren har full fart, kul säger vi, kommenterar <strong>Jenny Stenberg</strong>, VD på Fastighetsmäklarförbundet.</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/nyheter/bostadspriserna-fortsatter-uppat-2/">Bostadspriserna fortsätter uppåt</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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			</item>
		<item>
		<title>Fortsatt bred prisuppgång på bostäder i juni</title>
		<link>https://www.byggkontakt.nu/artikel/fortsatt-bred-prisuppgang-pa-bostader-i-juni/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Wed, 01 Jul 2020 10:04:38 +0000</pubDate>
				<category><![CDATA[Artiklar]]></category>
		<category><![CDATA[priser]]></category>
		<category><![CDATA[ränta]]></category>
		<category><![CDATA[SBAB]]></category>
		<guid isPermaLink="false">https://www.byggkontakt.nu/?p=65868</guid>

					<description><![CDATA[<p>SBAB Booli Housing Price Index (HPI) för juni: Villapriserna fortsatte att stiga i samtliga regioner&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/fortsatt-bred-prisuppgang-pa-bostader-i-juni/">Fortsatt bred prisuppgång på bostäder i juni</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>SBAB Booli Housing Price Index (HPI) för juni: Villapriserna fortsatte att stiga i samtliga regioner under juni. Lägenhetspriserna steg i Storstockholm, Storgöteborg och Södra Sverige, medan de sjönk svagt i Stormalmö, norra- och mellersta Sverige. Mätt sedan årsskiftet syns inga coronaeffekter i bostadspriserna att tala om. </strong><span id="more-65868"></span></p>
<p>SBAB Booli Housing Price Index (HPI) visar på en bred uppgång i bostadspriserna i juni för villor i samtliga indexområden. Priserna på villor steg mest i Norra Sverige. Lägenhetspriserna steg i Storstockholm, Storgöteborg och Södra Sverige, medan de sjönk svagt i Stormalmö, norra- och mellersta Sverige. De sjönk som mest i norra Sverige.</p>
<p>&#8211; I april sjönk bostadspriserna överlag som ett resultat av coronakrisen och framförallt i de områden som hade störst smittspridning. I maj när osäkerheten om krisen lagt sig något, förbyttes fallet istället i en bred uppgång som sedan fortsatt in juni, säger <strong>Robert Boije</strong>, chefsekonom på SBAB.</p>
<p>&#8211; Vi ser ingen coronaeffekt i bostadspriserna att tala om mätt sedan inledningen av året. Om inte arbetslösheten ökar markant i höst från dagens nivå finns heller ingen anledning att tro på några stora prisfall på bostadsmarknaden i år, säger <strong>Robert Boije</strong>.</p>
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" alt="" /></p>
<p>Anm: HPI uppdateras en gång i månaden och visar prisutvecklingen på bostadsmarknaden den senaste kalendermånaden, de tre senaste kalendermånaderna, de 12 senaste månaderna, sedan årsskiftet och sedan den senaste toppnoteringen. HPI beräknas som ett index med en hedonisk prismodell som förutom prisnoteringar använder information om bl.a. bostädernas storlek, taxeringsuppgifter, tomtstorlek, antal rum, våning, månadsavgift och geografisk placering, samt avgift till bostadsrättsföreningen. På så sätt tar indexet hänsyn till (kontrollerar för) att de bostäder som sålts vid olika tidpunkter kan skilja sig åt. För geografisk information används kommun- och stadsdelstillhörighet. Prisindexet går tillbaka till 2013. Indexet är uppdelat för lägenheter och villor och beräknas för 6 geografiskt skilda områden. Indexet finns tillgängligt i Boolis<a href="https://pro.booli.se/indices/?utm_source=Sbab&amp;utm_medium=Pressmeddelande&amp;utm_campaign=Prisindex" rel="nofollow"> analysverktyg Booli Pro</a>.​</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/fortsatt-bred-prisuppgang-pa-bostader-i-juni/">Fortsatt bred prisuppgång på bostäder i juni</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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		<item>
		<title>Mäklare spår oförändrade bostadspriser under tredje kvartalet i år</title>
		<link>https://www.byggkontakt.nu/artikel/maklare-spar-oforandrade-bostadspriser-under-tredje-kvartalet-i-ar/</link>
		
		<dc:creator><![CDATA[Admin]]></dc:creator>
		<pubDate>Mon, 29 Jun 2020 14:58:06 +0000</pubDate>
				<category><![CDATA[Artiklar]]></category>
		<category><![CDATA[mäklare]]></category>
		<category><![CDATA[priser]]></category>
		<category><![CDATA[SBAB]]></category>
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					<description><![CDATA[<p>Majoriteten av tillfrågade mäklare spår oförändrade bostadspriser under det tredje kvartalet i år. En större&#8230;</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/maklare-spar-oforandrade-bostadspriser-under-tredje-kvartalet-i-ar/">Mäklare spår oförändrade bostadspriser under tredje kvartalet i år</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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										<content:encoded><![CDATA[<p><strong>Majoriteten av tillfrågade mäklare spår oförändrade bostadspriser under det tredje kvartalet i år. En större andel tror på stigande priser för villor än för bostadsrätter. Ett litet utbud av villor i förhållande till bostadsrätter kan troligen vara en av förklaringarna. </strong><span id="more-65844"></span></p>
<p>I SBAB:s kvartalsvisa Mäklarbarometer har fastighetsmäklare verksamma i landets tre storstadsregioner sedan 2005 fått bedöma marknadsläget utifrån en rad parametrar. Mäklarna bedömer hur senaste kvartalet varit och gör en prognos över kommande kvartal. I och med att fastighetsmäklarna kommer så nära hur både köpare och säljare resonerar kan de tidigt fånga upp det som syns betydligt senare i statistiken.</p>
<p>Majoriteten av tillfrågade mäklare spår oförändrade bostadspriser under det tredje kvartalet i år. En större andel tror på stigande priser för villor än för bostadsrätter i samtliga tre storstadsområden.</p>
<p><strong>Så här bedömer fastighetsmäklarna att bostadspriserna utvecklas under tredje kvartalet i år:</strong></p>
<table>
<tbody>
<tr>
<td></td>
<td><strong>Ökar kraftigt </strong></td>
<td><strong>Ökar något </strong></td>
<td><strong>Oförändrat </strong></td>
<td><strong>Minskar något </strong></td>
<td><strong>Minskar kraftigt </strong></td>
</tr>
<tr>
<td><strong>Stockholm Bostadsrätt </strong></td>
<td>2</td>
<td>20</td>
<td>61</td>
<td>16</td>
<td>2</td>
</tr>
<tr>
<td><strong>Stockholm Småhus </strong></td>
<td>8</td>
<td>39</td>
<td>50</td>
<td>2</td>
<td>1</td>
</tr>
<tr>
<td><strong>Göteborg Bostadsrätt</strong></td>
<td>0</td>
<td>14</td>
<td>66</td>
<td>20</td>
<td>0</td>
</tr>
<tr>
<td><strong>Göteborg Småhus </strong></td>
<td>2</td>
<td>17</td>
<td>78</td>
<td>2</td>
<td>1</td>
</tr>
<tr>
<td><strong>Malmö Bostadsrätt</strong></td>
<td>0</td>
<td>11</td>
<td>80</td>
<td>9</td>
<td>0</td>
</tr>
<tr>
<td><strong>Malmö Småhus </strong></td>
<td>1</td>
<td>30</td>
<td>66</td>
<td>2</td>
<td>0</td>
</tr>
</tbody>
</table>
<p>Källa: Mäklarbarometern SBAB, andel i procent. Procenttalen har avrundats och summerar därför inte alltid till 100</p>
<p>-Det som står ut i denna prognos är skillnaden i hur bostadsrätts- respektive villamarknaden bedöms utvecklas under tredje kvartalet. Det är en betydligt mer positiv prognos för villamarknaden. För att nämna några eventuella orsaker så påverkar det låga villautbudet när färre vill sälja. Det tillkommer inte så många nya villor i form av nyproduktion. Det faktum att man traditionellt är äldre när man köper villa leder till en starkare kundgrupp. Färre har sannolikt påverkats av corona och fler har vinst från tidigare bostadsaffärer. Bostadsrättsköparna är i genomsnitt yngre och många arbetar sannolikt i branscher som påverkats negativt av corona. Utbudet är också stort, säger <strong>Claudia Wörmann</strong>, Boendeekonom på SBAB.</p>
<p><strong>Utbudet tredje kvartalet</strong></p>
<p>(Den mest framträdande bedömningen fetmarkerad).</p>
<table>
<tbody>
<tr>
<td></td>
<td><strong>Ökat utbud </strong></td>
<td><strong>Oförändrat utbud </strong></td>
<td><strong>Minskat utbud </strong></td>
</tr>
<tr>
<td><strong>Stockholm Bostadsrätt </strong></td>
<td>29</td>
<td>33</td>
<td><strong>38</strong></td>
</tr>
<tr>
<td><strong>Stockholm Småhus </strong></td>
<td><strong>39</strong></td>
<td><strong>39</strong></td>
<td>22</td>
</tr>
<tr>
<td><strong>Göteborg Bostadsrätt</strong></td>
<td><strong>36</strong></td>
<td><strong>36</strong></td>
<td>28</td>
</tr>
<tr>
<td><strong>Göteborg Småhus </strong></td>
<td>26</td>
<td><strong>59 </strong></td>
<td>15</td>
</tr>
<tr>
<td><strong>Malmö Bostadsrätt</strong></td>
<td>15</td>
<td><strong>66</strong></td>
<td>19</td>
</tr>
<tr>
<td><strong>Malmö Småhus </strong></td>
<td>28</td>
<td><strong>66</strong></td>
<td>6</td>
</tr>
</tbody>
</table>
<p><strong>Efterfrågan tredje kvartalet</strong></p>
<p>(Den mest framträdande bedömningen fetmarkerad).</p>
<table>
<tbody>
<tr>
<td></td>
<td><strong>Ökad efterfrågan </strong></td>
<td><strong>Oförändrad efterfrågan </strong></td>
<td><strong>Minskad efterfrågan </strong></td>
</tr>
<tr>
<td><strong>Stockholm Bostadsrätt </strong></td>
<td>34</td>
<td><strong>55</strong></td>
<td>11</td>
</tr>
<tr>
<td><strong>Stockholm Småhus </strong></td>
<td><strong>57</strong></td>
<td>38</td>
<td>5</td>
</tr>
<tr>
<td><strong>Göteborg Bostadsrätt</strong></td>
<td>42</td>
<td><strong>44</strong></td>
<td>15</td>
</tr>
<tr>
<td><strong>Göteborg Småhus </strong></td>
<td>43</td>
<td><strong>56</strong></td>
<td>1</td>
</tr>
<tr>
<td><strong>Malmö Bostadsrätt</strong></td>
<td>22</td>
<td><strong>60</strong></td>
<td>18</td>
</tr>
<tr>
<td><strong>Malmö Småhus </strong></td>
<td><strong>49</strong></td>
<td>47</td>
<td>3</td>
</tr>
</tbody>
</table>
<p>Källa: Mäklarbarometern SBAB, andel i procent. Procenttalen har avrundats och summerar därför inte alltid till 100</p>
<p>&#8211; Normalt sett tar bostadsmarknaden paus från midsommar till skolstart och aktiviteten går ned framför allt på bostadsrättsmarknaden. I år är mycket annorlunda med fler som tar semester hemma. Det kan leda till att vi får se en ovanligt aktiv sommar på bostadsmarknaden, såvida inte hettan lamslår oss helt, säger Claudia Wörmann, Boendeekonom på SBAB.</p>
<p><strong>Fakta om SBAB:s Mäklarbarometer</strong></p>
<p>SBAB:s Mäklarbarometer är en kvartalsvis enkät till 220 fastighetsmäklare i Stor-Stockholm, Stor-Göteborg och Stor-Malmö som genomförts sedan 2005. Den görs av Origo Group på uppdrag av SBAB. Den senaste enkäten genomfördes under perioden 1 till 16 juni. ​</p>
<p>The post <a rel="nofollow" href="https://www.byggkontakt.nu/artikel/maklare-spar-oforandrade-bostadspriser-under-tredje-kvartalet-i-ar/">Mäklare spår oförändrade bostadspriser under tredje kvartalet i år</a> appeared first on <a rel="nofollow" href="https://www.byggkontakt.nu">Byggkontakt</a>.</p>
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