Egedal

Boligprognose 2026 - 2037 - orientering

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Bilag

First-agenda Sagsfremstilling

Beslutningstema

På baggrund af den aktuelle kommune- og lokalplanlægning har administrationen udarbejdet en boligprognose, som anvendes til opdateringen af befolkningsprognosen for Egedal Kommune. Byrådet orienteres om boligprognosen 2026-2037.

Kompetence til afgørelse

Plan- og Byudviklingsudvalget – Økonomiudvalget – Byrådet.

Indstilling

Administrationen indstiller, at boligprognosen 2026-2037 tages til efterretning.

Sagsfremstilling

Baggrund
Boligprognosen er administrationens bud på den forventede udvikling i boligbyggeriet i Egedal Kommune frem mod 2037. Prognosen forholder sig ikke til de eksisterende boliger og deres anvendelse, men til indflytningen i nyopførte boliger. 
 
Boligprognosen opdateres én gang årligt. Som det fremgår af nedenstående skema, forventer administrationen pt. en vækst i antallet af indflytningsparate boliger frem mod 2037 på i alt 2682 boliger.
 
Et billede, der indeholder tekst, skærmbillede, nummer/tal, Font/skrifttype  Indhold genereret af kunstig intelligens kan være forkert.
Den detaljerede boligprognose kan ses i bilag 1. Ændringer er markeret med gult.
 
Væsentlige ændringer fra sidste års prognose
Der er ikke meget store ændringer fra sidste til dette års prognose. Sammenlignet med sidste års prognose er der bl.a. følgende ændringer:
 
  • Indflytningen af Kildedal Nord er flyttet fra 2028 til 2031, i lyset af Byrådets beslutning om igangsættelse af helhedsplan for området i august 2025.
  • Ibrugtagningen af parcellerne A16-19 i Egedal By, Stationsområdet, er udskudt til 2026 og 2027 pga. bygherres konkurs, og til parcellerne A10-15 er udskudt til indflytningen fra 2030 og frem pga. jf. byrådets beslutning i oktober samt udfordringer med håndtering af regnvand.
  • Veksø Syd er nedjusteret, og indflytningstidspunktet flyttet fra 2028 til 2029 pba. arbejdet med Forum Veksø.
  • Kildedal Bakke er udskudt fra 2028 til 2031, da ny lokalplan for området endnu ikke er prioriteret igangsat.
  • Antallet af boliger for Stenløse Syd er nedjusteret og udskudt fra 2026 til 2027 pba. af den igangværende lokalplansproces.
  • Nordbyen i Ølstykke er medtaget i oversigten. Da Nordbyen i den gældende kommuneplans rækkefølgeplan først er fastlagt til udbygning fra 2030 eller senere, og der udestår politisk stillingtagen til planlægningen for området, indgår der ikke et konkret skøn over antallet af boliger i Nordbyen.
 
Et kort over byudviklingsprojekterne kan ses i bilag 2.
 
Sammenspillet mellem boligprognose, befolkningsprognose og servicetilbud
Boligprognosen indgår i udarbejdelsen af en opdateret befolkningsprognose, som Byrådet får forelagt en særskilt sag om først på foråret. Befolkningsprognosen anvendes bl.a. til at forudse behovet for kommunale servicetilbud på fx dagtilbud-, skole- og ældreområdet, hvilket igen bruges til at forberede budgetbeslutninger om nye servicetilbud.
 
Bolig- og befolkningsudviklingen i navnlig de kommende 3-4 år vil blive fulgt tæt med henblik på at sikre koordinering med kommunale servicetilbud. Det er vigtigt at bemærke, at det ikke kun er den nye byudvikling, som påvirker behovet for kommunale servicetilbud. Det er også befolkningssammensætningen i den eksisterende boligmasse – fx tilflytning af børnefamilier – som kan være vanskelig at forudsige.
 
Usikkerhedsmomenter
Det antal boliger, der er angivet i boligprognosen, er beregnet med afsæt i gældende kommuneplan og lokalplaner, forventninger vedr. udbud af kommunale grunde, ud fra oplysninger fra bygherrer, byggeansøgninger, indflytninger samt administrationens skøn. Der er flere forhold, der gør prognosen usikker – særligt når man ser mere end 3-4 år frem i tiden, herunder bl.a.:
 
  • At det i kommende politiske drøftelser skal afklares, om, hvornår og i hvilket omfang der skal igangsættes ny lokalplanlægning for boliger i en række større byudviklingsområder (fx Veksø Syd, Kildedal Bakke og Kildedal Nord).
  • Prognosen bygger på en antagelse om uændrede markedsvilkår. Markedsudviklingen er dog pt. usikker. Det skyldes bl.a. usikkerhed om renteudviklingen, stigende byggepriser, usikkerhed om konsekvenser af det nye ejendomsskattesystem mv.

Konsekvenser for budgettet

Sagen har ingen bevillingsmæssige konsekvenser.

Borgerdialog

Der er ikke planlagt borgerdialog i forbindelse med boligprognosen.

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      • Html "<div><div id='sagsfremstillingContainer'> <h3>Beslutningstema</h3> <span class='beslutningstema'><div><div><span>På baggrund af den aktuelle kommune- og lokalplanlægning har administrationen udarbejdet en boligprognose, som anvendes til opdateringen af befolkningsprognosen for Egedal Kommune. Byrådet orienteres om boligprognosen 2026-2037.</span></div></div></span> <h3>Kompetence til afgørelse</h3> <span class='ukendt'><div><div><span>Plan- og Byudviklingsudvalget – Økonomiudvalget – Byrådet.</span></div></div></span> <div><h3>Indstilling</h3> <span class='indstilling'><div><div><span>Administrationen indstiller, at</span><span> </span><span>boligprognosen 2026-2037 tages til efterretning.</span></div></div></span> </div> <h3>Sagsfremstilling</h3> <span><div><div><span>Baggrund</span></div><div><span>Boligprognosen er administrationens bud på den forventede udvikling i boligbyggeriet i Egedal Kommune frem mod 2037. Prognosen forholder sig ikke til de eksisterende boliger og deres anvendelse, men til indflytningen i nyopførte boliger.</span><span> </span></div><div><span> </span></div><div><span>Boligprognosen opdateres én gang årligt. Som det fremgår af nedenstående skema, forventer administrationen pt. en vækst i antallet af indflytningsparate boliger frem mod 2037 på i alt 2682 boliger.</span></div><div><span> </span></div><div><img 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" alt="Et billede, der indeholder tekst, skærmbillede, nummer/tal, Font/skrifttype Indhold genereret af kunstig intelligens kan være forkert."></div><div><span>Den detaljerede</span><span> </span><span>boligprognose</span><span> </span><span>kan ses i bilag 1. Ændringer er markeret med gult.</span></div><div><span> </span></div><div><span>Væsentlige ændringer fra sidste års prognose</span></div><div><span>Der er ikke meget store ændringer fra sidste til dette års prognose. Sammenlignet med sidste års prognose er der bl.a. følgende ændringer:</span></div><div><span> </span></div><ul><li style=""><span>Indflytningen af Kildedal Nord er flyttet fra 2028 til 2031, i lyset af Byrådets beslutning om igangsættelse af helhedsplan for området i august 2025.</span></li><li style=""><span>Ibrugtagningen af parcellerne A16-19 i Egedal By, Stationsområdet, er udskudt til 2026 og 2027 pga. bygherres konkurs, og til parcellerne A10-15 er udskudt til indflytningen fra 2030 og frem pga. jf. byrådets beslutning i oktober samt udfordringer med håndtering af regnvand.</span></li><li style=""><span>Veksø Syd er nedjusteret, og indflytningstidspunktet flyttet fra 2028 til 2029 pba. arbejdet med Forum Veksø. </span></li><li style=""><span>Kildedal Bakke er udskudt fra 2028 til 2031, da ny lokalplan for området endnu ikke er prioriteret igangsat.</span></li><li style=""><span>Antallet af boliger for Stenløse Syd er nedjusteret og udskudt fra 2026 til 2027 pba. af den igangværende lokalplansproces. </span></li><li style=""><span>Nordbyen i Ølstykke er medtaget i oversigten. Da Nordbyen i den gældende kommuneplans rækkefølgeplan først er fastlagt til udbygning fra 2030 eller senere, og der udestår politisk stillingtagen til planlægningen for området, indgår der ikke et konkret skøn over antallet af boliger i Nordbyen.</span></li></ul><div><span> </span></div><div><span>Et kort over byudviklingsprojekterne kan ses i bilag 2.</span></div><div><span> </span></div><div><span>Sammenspillet mellem</span><span> </span><span>boligprognose, befolkningsprognose og servicetilbud</span></div><div><span>Boligprognosen indgår i udarbejdelsen af en opdateret befolkningsprognose, som Byrådet får forelagt en særskilt sag om først på foråret. Befolkningsprognosen anvendes bl.a. til at forudse behovet for kommunale servicetilbud på fx dagtilbud-, skole- og ældreområdet, hvilket igen bruges til at forberede budgetbeslutninger om nye servicetilbud.</span></div><div><span> </span></div><div><span>Bolig- og befolkningsudviklingen i navnlig de kommende 3-4 år vil blive fulgt tæt med henblik på at sikre koordinering med kommunale servicetilbud. Det er vigtigt at bemærke, at det ikke kun er den nye byudvikling, som påvirker behovet for kommunale servicetilbud. Det er også befolkningssammensætningen i den eksisterende boligmasse – fx tilflytning af børnefamilier – som kan være vanskelig at forudsige.</span></div><div><span> </span></div><div><span>Usikkerhedsmomenter</span></div><div><span>Det antal boliger, der er angivet i</span><span> </span><span>boligprognosen, er beregnet med afsæt i gældende kommuneplan og lokalplaner, forventninger vedr. udbud af kommunale grunde, ud fra oplysninger fra bygherrer, byggeansøgninger, indflytninger samt administrationens skøn. Der er flere forhold, der gør prognosen usikker – særligt når man ser mere end 3-4 år frem i tiden, herunder bl.a.:</span></div><div><span> </span></div><ul><li style=""><span>At det i kommende politiske drøftelser skal afklares, om, hvornår og i hvilket omfang der skal igangsættes ny lokalplanlægning for boliger i en række større byudviklingsområder (fx Veksø Syd, Kildedal Bakke og Kildedal Nord).</span></li><li style=""><span>Prognosen bygger på en antagelse om uændrede markedsvilkår. Markedsudviklingen er dog pt. usikker. Det skyldes bl.a. usikkerhed om renteudviklingen, stigende byggepriser, usikkerhed om konsekvenser af det nye ejendomsskattesystem mv.</span></li></ul></div></span> <h3>Konsekvenser for budgettet</h3> <span class='ukendt'><div><div><span>Sagen har ingen bevillingsmæssige konsekvenser.</span></div></div></span> <h3>Borgerdialog</h3> <span class='ukendt'><div><div><span>Der er ikke planlagt borgerdialog i forbindelse med</span><span> </span><span>boligprognosen.</span></div></div></span> </div></div>"
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