HDN Kwartaaloverzicht 2020 Q1

HDN registreerde in het eerste kwartaal van 2020 opnieuw een recordaantal van 138.653 hypotheekaanvragen, 43% meer dan in dezelfde periode vorig jaar. Dit is met name toe te schrijven aan een zeer sterke groei van het aantal oversluitingen en tweede hypotheken (+87%). Ook de aanvragen voor de koop van een woning lieten een forse stijging zien (+20%). Deze stijging is met name te zien in maart. Corona zorgde er mede voor dat hypotheekverstrekkers hun rentes hebben verhoogd. Dit zorgde voor een stijging van 52% van aanvragen t.o.v. februari 2020. Voor meer informatie zie persbericht;hypotheekaanvragen stijgen door coronacrisis

Het gemiddelde hypotheekbedrag steeg met 3,5% naar €250.000. De gemiddelde woningwaarde steeg met 10% naar €375.000. Door de aansluiting van meerdere consumptief krediet partijen ziet HDN een sterk eerste kwartaal in consumptief krediet met een stijging van bijna 900%.

Binnen dit kwartaaloverzicht wordt nadrukkelijk onderscheid gemaakt tussen de kopers- en niet-kopersmarkt. Bij het maken van een selectie onder ‘Koper’ kunt u de getoonde informatie beperken tot de desbetreffende markt.

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Trends Q1 2020

Niet-kopersmarkt komt massaal in beweging, rentestijging leidt tot piek.

Gedurende het eerste kwartaal van 2020 lag het aantal hypotheekaanvragen structureel hoger dan in Q1 2019. Met name de groei van de niet-kopersmarkt en enorme toename aan het einde van het kwartaal vallen daarbij op.



Niet-kopersmarkt (o.a. oversluitingen & tweede hypotheken)
▪ Ten opzichte van vorig jaar is het aantal hypotheekaanvragen in de niet-kopersmarkt met maar liefst 87% gestegen naar 62.000 aanvragen. Ook het gemiddelde hypotheekbedrag lag met €181.000 bijna 8% hoger.
▪ In de niet-kopermarkt is het aandeel NHG hypotheken in het eerste kwartaal 25% van de aanvragen. Dit is een daling van 7,5 procentpunt ten opzichte van 2019.

Klantprofielen

Sterke toename van hogere inkomens op kopersmarkt. Gepensioneerden en oversluiters behouden meestal aflossingsvrije hypotheek.

Om meer inzicht te krijgen in de hypotheekmarkt werkt HDN met 10 klantprofielen. Zo zien we dat met name mensen die in de hogere segmenten van de woningmarkt actief zijn aan aandeel winnen. Ook is zichtbaar dat steeds meer gepensioneerden besluiten hun hypotheek over te sluiten.



Niet-kopersmarkt (o.a. oversluitingen & tweede hypotheken)
▪ Gepensioneerden dienden 125% meer hypotheekaanvragen in gedurende het eerste kwartaal van 2020: 10.600 (2019: 4.700). Bij 52,5% van de aanvragen betrof het een volledig aflossingsvrije hypotheek waar dit vorig jaar 48,9% was.
▪ De Oversluiter is verantwoordelijk voor 48% van de aanvragen in de niet-kopersmarkt, vergelijkbaar met vorig jaar. Het gemiddelde hypotheekbedrag van de Oversluiter is met ruim €15.500 gestegen naar €245.500.
▪ Er werden ruim 15.500 aanvragen (+62%) ingediend voor de verbouwing van een woning waarbij gemiddeld €50.000 werd geleend. Vanwege de sterkere stijging onder gepensioneerden verloor de Verbouwer wel 4% aandeel en kwam daarmee uit op 25% in 2020 Q1.

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

Regionale ontwikkelingen

Hypotheekaanvragen voor het kopen van een huis het meeste toegenomen in Overijssel. In Zeeland is de niet-kopersmarkt meer dan verdubbeld.

De explosieve stijging van het aantal hypotheekaanvragen is in geen enkele provincie ongemerkt gebleven. Met een groei van ‘maar’ 37% was Drenthe de provincie met de kleinste stijging.



Niet-kopersmarkt (o.a. oversluitingen & tweede hypotheken)
▪ Met een stijging van 120% is de niet-kopersmarkt in Zeeland meer dan verdubbeld. Desalniettemin blijft het met circa 1.100 aanvragen de kleinste provincie van Nederland en lag het gemiddelde hypotheekbedrag met €139.500 nergens lager .
▪ Limburg noteerde de minste groei met een stijging van 70%.
▪ Alleen in Limburg (+76%) en Drenthe (+97%) wist het aantal aanvragen door gepensioneerden niet te verdubbelen. In Groningen was de groei in aanvragen door gepensioneerden het sterkst met een toename van 172%.

Energielabels

Vraag naar energiezuinige woningen blijft groeien. Energiebesparende voorzieningen vaker meegefinancierd.

HDN constateert dat verduurzaming op de hypotheekmarkt steeds belangrijker wordt met meer vraag naar energiezuinige woningen en meer investeringen in energiebesparende voorzieningen.



Niet-kopersmarkt (o.a. oversluitingen & tweede hypotheken)
▪ Ook in de niet-kopersmarkt wordt er bij het aanvragen van een hypotheek steeds vaker een energielabel opgegeven. Ten opzichte van 2019 Q1 steeg het percentage met 10% naar 17,4%.
▪ Wel is er een duidelijk andere verdeling van de energielabels, waarbij energielabels C (26%) het meest voorkomend is in de niet-kopersmarkt.

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Eigen geld

Vooral de Jonge starter moet meer eigen geld meenemen om woning gefinancierd te krijgen. Minder eigen inleg bij oversluitingen en tweede hypotheken.

Als gevolg van de hoge huizenprijzen wordt er steeds meer eigen geld ingelegd bij de aankoop van een woning. Binnen de niet-kopersmarkt gebeurt het tegenovergestelde en is er een sterke toename aflossingsvrij zichtbaar.



Niet-kopersmarkt (o.a. oversluitingen & tweede hypotheken)
▪ De niet-kopersmarkt heeft gemiddeld €112.000 als aflossingsvrije hypotheek.
▪ 90% van de gepensioneerden beschikken over een aflossingsvrij leningdeel waar dit gemiddeld in de niet-kopersmarkt 60% is.

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Toelichting definities

Data is bewerkt, bedragen zijn afgerond en geanonimiseerd ‒ HippoLine heeft het overzicht voor HDN samengesteld.
Hypotheekaanvraag: Dit zijn alle hypotheekaanvragen die over het netwerk van HDN gaan, of uiteindelijk de aanvraag ook doorgaat wordt hierin niet meegenomen.
Klantprofielen:
  • Aanvragen worden op basis van tientallen kenmerken toegewezen aan het profiel waar zij de meeste overeenkomsten mee hebben. Hierbij worden de volgende profielen onderscheiden:
    • ▪ Doorstromer NHG: gebruikt een hypotheek met NHG om te verhuizen naar een tweede woning.
    • ▪ Gepensioneerde: is gemiddeld een stuk ouder en beschikt over een inkomen uit pensioen of uitkering.
    • ▪ Onbekend: aanvragen die vanwege incomplete of incorrecte gegevens niet aan een profiel toegewezen kunnen worden.
    • ▪ Ondernemer aankoop: heeft een zelfstandig inkomen of inkomen uit onderneming. Relatief hoog hypotheekbedrag en woningwaarde.
    • ▪ Opstromer: koopt een bestaande woning met een aanzienlijk hogere marktwaarde dan de huidige woning.
    • ▪ Opstromer nieuwbouw: koopt een nieuwbouw woning met een aanzienlijk hogere marktwaarde dan de huidige woning.
    • ▪ Oversluiter: sluit bestaande hypotheek over, veelal bij een andere geldverstrekker.
    • ▪ Starter hoog segment: starter die voor het eerst de (koop)woningmarkt betreedt. Met name gekenmerkt door een relatief hoog inkomen en hypotheekbedrag (gemiddeld ongeveer €350.000).
    • ▪ Starter jong: relatief jong en met een complex, vaak flexibel, inkomen. Laag hypotheekbedrag (met NHG) en lage woningwaarde.
    • ▪ Starter stabiel: 'oudere' starter (gemiddeld 35 jaar) die voor zekerheid kiest: vast inkomen, hypotheek met NHG, relatief goedkope woning.
    • ▪ Verbouwer: veelal onderhandse hypotheken met zeer lage LTI en LTV.
    Hypotheekbedrag:Het totaal van de aangevraagde hypotheeksom (bedragen zijn afgerond), als een hypotheekbedrag uit meerdere delen bestaat, dan maken we bij aflossingsvrije leningdelen het onderscheid of dit deel de grootste (hoofd)som is.
    Overwaarde:De gebruikte overwaarde wordt benaderd door het gemiddelde hypotheekbedrag en gemiddelde eigen inleg af te trekken van de gemiddelde woningwaarde.
    LTI:De verhouding tussen het hypotheekbedrag en het totale inkomen (Loan to Income). Gemiddeld wordt 3,5 keer het inkomen als hypotheek geleend.
    LTV:De verhouding tussen het hypotheekbedrag en de marktwaarde van de woning (Loan to Value). Een LTV van 100% betekent dat het hypotheekbedrag gelijk is aan de waarde van de woning.
    Aantallen aflossingsvrij:Wanneer er minimaal één aflossingsvrij leningdeel aanwezig is, wordt een aanvraag gezien als deels aflossingsvrij. Bij aanvragen die grotendeels aflossingsvrij zijn, wordt daarnaast ook de hoofdvorm als aflossingsvrij gezien. Indien de aanvraag verder geen andere aflosvormen bevat, wordt deze als volledig aflossingsvrij gezien. Volledig aflossingsvrije hypotheken worden zodoende ook meegeteld bij de hoofd- en gedeeltelijk aflossingsvrije aantallen.
    Energiezuinige woning:Woning met een energielabel van A of hoger.