HDN Kwartaaloverzicht 2025 Q3

Het aantal hypotheekaanvragen via het HDN Platform nam in Q3 2025 toe met 16% ten opzichte van Q3 2024. In totaal werden er 134.208 hypotheken aangevraagd, waarvan 83.599 bestemd voor de aanschaf van een woning (+12%) en 50.609 voor een oversluiting of verhoging (+23%). Daarmee blijft 2025 een druk maar stabiel jaar zonder grote kwartaal-op-kwartaal schommelingen.

Het gemiddelde hypotheekbedrag dat werd aangevraagd door kopers lag met €374.000 ruim 3% hoger dan een jaar eerder. De gemiddelde woningwaarde bereikte een nieuw record van €513.000 (+4%). De stijging is net als in Q1 en Q2 2025 minder uitgesproken dan in eerdere jaren, wat wijst op een afvlakking van de woningwaarde.

Ook de niet-kopersmarkt liet dit kwartaal weer een stevige groei zien, met name door verhogingen. Hiervan werden 38.610 aanvragen (29%) ingediend (+21%) met een gemiddeld bedrag van €85.400 (+6%). Vergeleken met de vorige kwartalen dit jaar tekent zich wel een lichte neerwaartse trend af, maar dat zien we vaker in het derde kwartaal deze periode in de niet kopersmarkt en het lijkt dus vooral een seizoenseffect.

Binnen dit kwartaaloverzicht wordt onderscheid gemaakt tussen de kopers- en niet-kopersmarkt. Door boven in het scherm een selectie te maken onder ‘Koper’ kies je de desbetreffende markt.

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Trends 2025 Q3

Stabiele ontwikkelingen op hypotheekmarkt, toename aflossingsvrij onder niet-kopers

Net als de eerste twee kwartalen van 2025 was ook het derde kwartaal aanzienlijk drukker dan een jaar geleden. In totaal gingen er ruim 134.000 aanvragen via het HDN Platform, bijna 16% meer dan een jaar eerder. Zowel de kopers- als niet-kopersmarkt groeide met respectievelijk 12% en 23%. Kopers moesten opnieuw meer lenen (+3%) voor de aanschaf van duurdere woningen (+4%), maar de toename in vergelijking met vorig jaar is beduidend minder dan in de twee voorgaande jaren.

Kopersmarkt
▪ HDN registreerde 83.600 aanvragen bedoeld voor de aanschaf van een woning, tegen 74.800 in Q3 2024 (+12%). Daarvan werden 36.400 aanvragen ingediend met NHG (+10%) en 47.200 zonder (+13%).
▪ De gemiddelde woningwaarde van een koopwoning steeg naar een nieuw record: van €493.000 in Q3 2024 naar €513.000 in Q3 2025 (+4%). Het gemiddelde hypotheekbedrag steeg met 3% van €361.800 naar €374.000. Het aantal aanvragen waarbij gebruik werd gemaakt van een meeneemregeling, groeide met 8% (23.100) ten opzichte van een jaar eerder. Binnen deze groep lag het gemiddelde hypotheekbedrag op €410.100 (+3%), bij een gemiddelde woningwaarde van €639.600 (+6%).
▪ Van alle aanvragen in de kopersmarkt bestonden er 59.400 (71%) uitsluitend uit annuïtaire leningdelen. Het aantal volledige aflossingsvrije aanvragen bedroeg 5.200 (6%, +3%). Een significant deel van deze aanvragen is afkomstig van gepensioneerden waarbij sprake is van een LTV van gemiddeld circa 33%.

Klantprofielen

Opstromers op kop in kopersmarkt, Verbouwers blijven overall de grootste groep

In de kopersmarkt werden de meeste aanvragen gedaan door mensen die een nieuwe woning kochten met een hogere waarde dan hun oude huis (de Opstromer). Dit is een groei van 21% naar 17.990 aanvragen. De Starter Hoog Segment, die vorig kwartaal nog ongeveer gelijk lag aan de Opstromer, volgt met 15.500 aanvragen. Overall (in de kopers en niet-kopersmarkt) blijft de Verbouwer met kop en schouders boven de andere klantprofielen uitsteken met 17% van het totaal aantal aanvragen.

Kopersmarkt
▪ Door een sterkere toename in aantal aanvragen door de Opstromers (+21%) ten opzichte van de Starter Hoog Segment (+8%) zijn de Opstromers afgelopen kwartaal duidelijk de koplopers in de kopersmarkt. Met 17.990 aanvragen nemen zij 13% van de aanvragen voor hun rekening. De Starter Hoog Segment komt er achteraan met 12% (15.500) van de aanvragen.
▪ De Opstromer Nieuwbouw leende met een gemiddeld hypotheekbedrag van €563.700 opnieuw het meeste geld. Het gemiddelde hypotheekbedrag van de Opstromer Nieuwbouw steeg van alle klantprofielen ook het hardst vergeleken met een jaar gelden, namelijk met 6%. Opvallend is, dat dit klantprofiel de grootste daling zag in de ingebrachte eigen middelen, ten opzichte van Q3 2024 (-19%). Het gemiddelde ingebrachte geld was €25.775. Alleen de Gepensioneerde bracht nog minder in (€19.520, -14%).
▪ De Doorstromer NHG zag de gemiddelde woningwaarde het hardst stijgen (+6%) naar €384.320. De Opstromer Nieuwbouw had net als in voorgaande kwartalen de hoogste woningwaarde van gemiddeld €791.595 (+5,5%).

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Regionale ontwikkelingen

Utrecht en Drenthe nemen het voortouw in landelijke groei hypotheekmarkt

Regionaal hebben er in het derde kwartaal een aantal verschuivingen plaatsgevonden. In alle provincies groeide de kopersmarkt, waarbij Friesland (+6), Groningen (+8%) en Flevoland (+8%) duidelijk achterblijven bij de rest van het land. In deze provincies nam de kopersmarkt namelijk met 15% toe. De sterkste groei werd gemeten in Utrecht (+24%) en Drenthe (+20%). Ook in de niet-kopersmarkt lieten deze twee provincies de grootste toename in het aantal aanvragen zien met een groei van ruim 30%.

Kopersmarkt
▪ Zuid-Holland noteerde met 16.000 aanvragen de meeste kopers, +15% ten opzichte van Q3 2024. De gemiddelde woningwaarde steeg daarbij met 6% van €469.500 in Q3 2024 naar €498.300 in Q3 2025.
▪ Opvallend genoeg steeg de woningwaarde in Friesland het sterkst (+10% naar €402.500,-) gevolgd door Groningen (+7% naar €416.00,-), ondanks relatief beperkte groei in aantal aanvragen (respectievelijk 6% en 8%). In Utrecht groeide de kopersmarkt niet alleen het hardst (van 4.500 aanvragen in Q3 2024 naar 5.600 in 2025, +24%), het blijft ook de duurste provincie om een woning te kopen. De gemiddelde woningwaarde bedroeg €608.200. Een stijging van 5% ten opzichte van €579.500,- een jaar eerder.

Duurzaamheid

Het aantal hypotheekaanvragen waarin energiebesparende maatregelen (EBM) worden meegefinancierd daalde zowel in de kopers- als niet-kopersmarkt. Ook bij hypotheekaanvragen mét NHG werd dit vaker toegepast, maar daalde dit slechts licht (+3% ten opzichte van Q3 2024).

Kopersmarkt
▪ In de kopersmarkt werden bij 10.570 aanvragen energiebesparende maatregelen (EBM) meegefinancierd. Dat is 11% minder ten opzichte van Q3 2024. Hiermee zet de dalende lijn, die al anderhalf jaar zichtbaar is, door.
▪ Bij hypotheekaanvragen met NHG werd dit vaker toegepast (15%) dan zonder NHG (11%). In Q3 2024 was de verhouding 18% tegenover 11%.
▪ De gemiddelde woningwaarde van een woning met energielabel G steeg het hardst afgelopen kwartaal, vergeleken met een jaar geleden (van €423.337 naar €461.073, +9%). 15% van de aanvragen voor een energielabel G woning werden gedan in Noord-Holland. De gemiddelde marktwaarde van deze woningen was €590.335, een stijging van 10% ten opzichte van een jaar gelden en welke de gemiddelde marktwaarde flink omhoog trekken.

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Eigen geld

Verschuivingen in inbreng eigen geld, ondanks daling bedrag brengt de Starter Hoog Segment nog steeds meeste eigen geld in

Kopersmarkt
▪ Net als vorig kwartaal zag de Starter Hoog Segment een daling in het benodigde eigen geld (-7% ten opzichte van Q3 2024) maar brachten zij nog steeds het meeste in, namelijk €47.600. De Starter Stabiel en Starter Jong volgen op de voet met respectievelijk €45.900 (+8%) en €42.180 (+6%) aan ingebrachte eigen geld. De Opstromer Nieuwbouw zag de inbreng eigen geld het hardst dalen met 19%, naar €25.775.
▪ Het hoogste bedrag aan eigen middelen werd ingebracht bij woningen met energielabel A++, namelijk €43.730. Het minst eigen geld went ingebracht bij woningen et energielabel A++++ (€33.350) en energielabel G (€35.165).

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