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Orientering: Pladsprognose for dagtilbudsområdet 2027-2036

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First-agenda Sagsfremstilling

Sagen afgøres i:

Byrådet 2026-2029

Øvrige deltagere

Leder Mia Agdrup Rasmussen, Center for Økonomi og Ejendomme, deltager under punktet.

Indledning

Center for By, Land og Vand har udarbejdet en ny befolkningsprognose for perioden 2027-2036. I forlængelse af den overordnede befolkningsprognose udarbejder Center for Økonomi og Ejendomme særskilte prognoser for skole- og dagtilbudsområdet.

 

Til orientering fremlægges her pladsprognosen vedrørende dagtilbudsområdet. Den opdaterede prognose for skoleområdet vil blive fremlagt på et kommende møde i udvalget.

 

Den forventede udvikling på dagtilbudsområdet betyder, at der ikke forventes behov for yderligere udvidelser af pladskapaciteten. Prognosen danner grundlag for budgetlægningen for området til budget 2027-30.

 

Der gøres opmærksom på, at de ukrainske flygtningebørn, der opholder sig i Helsingør Kommune, indgår i prognosen.

Sagens forløb

Til orientering fremlægges her pladsprognosen vedrørende dagtilbudsområdet. Prognosen danner grundlag for budgetlægningen for området til budget 2027-30

Indstilling

Center for Økonomi og Ejendomme indstiller,

 

at orientering foretages.

Sagsfremstilling

Efter flere år med øget tilgang til børneområdet, forventes antallet af børn i aldersgruppen 0-5 år bosat i Helsingør Kommune, at udvikle sig med et samlet fald i børnetallet frem mod 2037. I årene 2027-2030 forventes der en stigning, hvor udviklingen drives af opgang i børnetallet i områderne Helsingør, Espergærde, Snekkersten og Hornbæk. Fra 2031 forventes udviklingen at vende med fald i børnetallet i områderne Helsingør, Espergærde, Snekkersten og Hellebæk.

 

Udviklingen betyder, at der forventes at være pladsoverskud i alle af kommunens byområder, hvorfor der heller ikke er behov for yderligere kapacitetsudvidelser i den kommende 10-årige periode.
 

1. Udviklingen i antallet af 0-5-årige

Befolkningsgrundlaget for dagtilbud er de 0 til 5-årige børn i kommunen. Den 1. januar 2026 boede der 3.591 børn mellem 0-5 år i Helsingør Kommune, hvilket er 26 færre end forventet i sidste års prognose jf. fig. 1 nedenfor.

 

Der forventes at være et svagt fald i antallet af 0-5-årige fra 2026 og frem mod 2036, I 2036 forventes der at være 76 færre børn end i 2026. Svarende til et fald på 2,09 %.

 

Sammenlignet med sidste års prognose, hvor man forventede et fald på 134 børn i aldersgruppen 0-5 år fra 2026 frem mod 2036, ses der fortsat en negativ udvikling i antallet af børn, dog i et mindre omfang end tidligere antaget.

 

Den negativt rettede udvikling skyldes primært, at der ikke har været en lige så stor tilflytning til kommunen i 2025 som forventet, og befolkningsudviklingen vil i høj grad afhænge af til- og fraflytning i de kommende år. Herudover er fertilitetsniveauet i befolkningen generelt faldende.

 

Fig.1: Forventet udvikling i antal 0 til 5-årige 2026-36

I prognosen er indregnet de herboende ukrainske flygtningebørn. Der var pr. 1. januar 2026 18 ukrainske flygtningebørn i alderen 0-5 år bosat i Helsingør Kommune. Større ændringer i antallet af flygtninge kan påvirke behovet for dagtilbudspladser fremadrettet.

 

2. Søgning til dagtilbud og det forventede pladsbehov fremadrettet

Siden sidste år er antallet af indmeldte børn i kommunens egne og selvejende dagtilbud steget med 51 børn. 65,9 % af de 0-5-årige er indmeldt i et af kommunens egne eller selvejende dagtilbud pr. januar 2026 mod 64,2% sidste år.

 

Det forventede pladsbehov fremadrettet opgøres på baggrund af befolkningsprognosen for antallet af 0-5- årige, samt det aktuelle pasningsmønster i de enkelte byområder. Pasningsmønsteret beregnes alene på baggrund af de kommunale og selvejende institutioner. Børn indskrevet i private pasningstilbud indgår ikke i denne beregning.

 

Pasningsmønster pr. 1. januar 2026 fremgår som bilag til sagen.

 

Tages der udgangspunkt i det aktuelle søgningsmønster og den forventede udvikling i antallet af 0-5-årige forventes der, at være et overskud i pladskapacitet for kommunen samlet set jf. figur 2. Overskuddet af pladser forventes at have et fald frem mod 2030 og med en stigende profil i årene 2031-2036.

 

 

 

 

 

Figur 2. Forventet pladsoverskud 2027-36

Et billede, der indeholder tekst, skærmbillede, diagram, Kurve

AI-genereret indhold kan være ukorrekt.


Den enkelte kommune har pligt til at tilbyde en plads i et alderssvarende dagtilbud til alle børn i alderen fra 26 uger og frem til barnets skolestart. Pasningsgarantien opfyldes derved så længe der kan anvises en plads i et dagtilbud med ledig kapacitet indenfor kommunegrænsen.

 

I Helsingør kommunen er det muligt for forældre at ønske op til tre dagtilbud, når de skriver deres barn på venteliste, og der tages i videst muligt omfang hensyn til forældrenes ønsker. Det kan dog i perioder med stigning i søgningen i et byområde, være nødvendigt at anvise en plads i et dagtilbud i et nærliggende byområde.

 

Det forventede pladsbehov pr. byområde fremgår af figur 3.

 

Figur 3. Forventet pladsoverskud 2026-36 fordelt på byområder (opgjort som børnehavepladser)

Et billede, der indeholder tekst, skærmbillede, Font/skrifttype, nummer/tal

AI-genereret indhold kan være ukorrekt.


Plustal = pladsoverskud, minustal = pladsbehov.

 

Som det fremgår af figur 3, forventes der i 2030-35 at blive pres på pladskapaciteten i Helsingør. Dette modsvares af høj ledig kapacitet i hele prognoseperioden i byområdet Snekkersten. Derimod kan der blive pres på kapaciteten i Hornbæk, hvis søgningen øges yderligere i de kommende år.

Retsgrundlag

Dagtilbudsloven.

Relation til vision og tværgående politikker

Sagen har ingen særskilt relation til vision og tværgående politikker.

Økonomi/Personaleforhold

Den ændrede prognose er indarbejdet i budgetterne i overslagsårene.

Kommunikation/Høring/Borgerinddragelse

Sagen giver ikke anledning til særskilt kommunikation/høring/borgerinddragelse.

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      • Html "<div><div id='sagsfremstillingContainer'> <h3>Sagen afgøres i:</h3> <span>Byrådet 2026-2029</span> <h3>Øvrige deltagere</h3> <span class='ukendt'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Leder Mia Agdrup Rasmussen, Center for Økonomi og Ejendomme, deltager under punktet.</span></p></div></span> <h3>Indledning</h3> <span class='ukendt'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Center for By, Land og Vand har udarbejdet en ny befolkningsprognose for perioden 2027-2036. I forlængelse af den overordnede befolkningsprognose udarbejder Center for Økonomi og Ejendomme særskilte prognoser for skole- og dagtilbudsområdet.</span></p><p><span> </span></p><p><span>Til orientering fremlægges her pladsprognosen vedrørende dagtilbudsområdet. Den opdaterede prognose for skoleområdet vil blive fremlagt på et kommende møde i udvalget.</span></p><p><span> </span></p><p><span>Den forventede udvikling på dagtilbudsområdet betyder, at der ikke forventes behov for yderligere udvidelser af pladskapaciteten. Prognosen danner grundlag for budgetlægningen for området til budget 2027-30. </span></p><p><span> </span></p><p><span>Der gøres opmærksom på, at de ukrainske flygtningebørn, der opholder sig i Helsingør Kommune, indgår i prognosen.</span></p></div></span> <h3>Sagens forløb</h3> <span class='ukendt'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Til orientering fremlægges her pladsprognosen vedrørende dagtilbudsområdet. Prognosen danner grundlag for budgetlægningen for området til budget 2027-30 </span></p></div></span> <div><h3>Indstilling</h3> <span class='indstilling'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Center for Økonomi og Ejendomme indstiller, </span></p><p><span> </span></p><p><span>at</span><span> orientering foretages.</span></p></div></span> </div> <h3>Sagsfremstilling</h3> <span><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Efter flere år med øget tilgang til børneområdet, forventes antallet af børn i aldersgruppen 0-5 år bosat i Helsingør Kommune, at udvikle sig med et samlet fald i børnetallet frem mod 2037. I årene 2027-2030 forventes der en stigning, hvor udviklingen drives af opgang i børnetallet i områderne Helsingør, Espergærde, Snekkersten og Hornbæk. Fra 2031 forventes udviklingen at vende med fald i børnetallet i områderne Helsingør, Espergærde, Snekkersten og Hellebæk.</span></p><p><span> </span></p><p><span>Udviklingen betyder, at der forventes at være pladsoverskud i alle af kommunens byområder, hvorfor der heller ikke er behov for yderligere kapacitetsudvidelser i den kommende 10-årige periode. </span><br><span style="font-style:italic;"> </span></p><p><span style="text-decoration:underline;">1. Udviklingen i antallet af 0-5-årige</span></p><p><span>Befolkningsgrundlaget for dagtilbud er de 0 til 5-årige børn i kommunen. Den 1. januar 2026 boede der 3.591 børn mellem 0-5 år i Helsingør Kommune, hvilket er 26 færre end forventet i sidste års prognose jf. fig. 1 nedenfor. </span></p><p><span> </span></p><p><span>Der forventes at være et svagt fald i antallet af 0-5-årige fra 2026 og frem mod 2036, I 2036 forventes der at være 76 færre børn end i 2026. Svarende til et fald på 2,09 %.</span></p><p><span> </span></p><p><span>Sammenlignet med sidste års prognose, hvor man forventede et fald på 134 børn i aldersgruppen 0-5 år fra 2026 frem mod 2036, ses der fortsat en negativ udvikling i antallet af børn, dog i et mindre omfang end tidligere antaget. </span></p><p><span> </span></p><p><span>Den negativt rettede udvikling skyldes primært, at der ikke har været en lige så stor tilflytning til kommunen i 2025 som forventet, og befolkningsudviklingen vil i høj grad afhænge af til- og fraflytning i de kommende år. Herudover er fertilitetsniveauet i befolkningen generelt faldende. </span></p><p><span> </span></p><p><span style="font-style:italic;">Fig.1: Forventet udvikling i antal 0 til 5-årige 2026-36</span></p><p><img 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" width="644" height="344" alt=""></p><p><span>I prognosen er indregnet de herboende ukrainske flygtningebørn. Der var pr. 1. januar 2026 18 ukrainske flygtningebørn i alderen 0-5 år bosat i Helsingør Kommune. Større ændringer i antallet af flygtninge kan påvirke behovet for dagtilbudspladser fremadrettet.</span></p><p><span> </span></p><p><span style="text-decoration:underline;">2. Søgning til dagtilbud og det forventede pladsbehov fremadrettet</span></p><p><span>Siden sidste år er antallet af indmeldte børn i kommunens egne og selvejende dagtilbud steget med 51 børn. 65,9 % af de 0-5-årige er indmeldt i et af kommunens egne eller selvejende dagtilbud pr. januar 2026 mod 64,2% sidste år. </span></p><p><span> </span></p><p><span>Det forventede pladsbehov fremadrettet opgøres på baggrund af befolkningsprognosen for antallet af 0-5- årige, samt det aktuelle pasningsmønster i de enkelte byområder. Pasningsmønsteret beregnes alene på baggrund af de kommunale og selvejende institutioner. Børn indskrevet i private pasningstilbud indgår ikke i denne beregning.</span></p><p><span> </span></p><p><span>Pasningsmønster pr. 1. januar 2026 fremgår som bilag til sagen.</span></p><p><span> </span></p><p><span>Tages der udgangspunkt i det aktuelle søgningsmønster og den forventede udvikling i antallet af 0-5-årige forventes der, at være et overskud i pladskapacitet for kommunen samlet set jf. figur 2. Overskuddet af pladser forventes at have et fald frem mod 2030 og med en stigende profil i årene 2031-2036.</span></p><p><span> </span></p><p><span> </span></p><p><span> </span></p><p><span> </span></p><p><span> </span></p><p><span style="font-style:italic;">Figur 2. Forventet pladsoverskud 2027-36</span></p><p><img src="data:image/png;base64,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" width="447" height="236" alt="Et billede, der indeholder tekst, skærmbillede, diagram, Kurve AI-genereret indhold kan være ukorrekt."></p><p><br><span>Den enkelte kommune har pligt til at tilbyde en plads i et alderssvarende dagtilbud til alle børn i alderen fra 26 uger og frem til barnets skolestart. Pasningsgarantien opfyldes derved så længe der kan anvises en plads i et dagtilbud med ledig kapacitet indenfor kommunegrænsen. </span></p><p><span> </span></p><p><span>I Helsingør kommunen er det muligt for forældre at ønske op til tre dagtilbud, når de skriver deres barn på venteliste, og der tages i videst muligt omfang hensyn til forældrenes ønsker. Det kan dog i perioder med stigning i søgningen i et byområde, være nødvendigt at anvise en plads i et dagtilbud i et nærliggende byområde.</span></p><p><span> </span></p><p><span>Det forventede pladsbehov pr. byområde fremgår af figur 3.</span></p><p><span> </span></p><p><span style="font-style:italic;">Figur 3. Forventet pladsoverskud 2026-36 fordelt på byområder (opgjort som børnehavepladser)</span></p><p><img src="data:image/png;base64,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" width="642" height="129" alt="Et billede, der indeholder tekst, skærmbillede, Font/skrifttype, nummer/tal AI-genereret indhold kan være ukorrekt."></p><p><br><span style="font-style:italic;">Plustal = pladsoverskud, minustal = pladsbehov.</span></p><p><span style="font-style:italic;"> </span></p><p><span>Som det fremgår af figur 3, forventes der i 2030-35 at blive pres på pladskapaciteten i Helsingør. Dette modsvares af høj ledig kapacitet i hele prognoseperioden i byområdet Snekkersten. Derimod kan der blive pres på kapaciteten i Hornbæk, hvis søgningen øges yderligere i de kommende år.</span></p></div></span> <h3>Retsgrundlag</h3> <span class='ukendt'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Dagtilbudsloven.</span></p></div></span> <h3>Relation til vision og tværgående politikker</h3> <span class='ukendt'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Sagen har ingen særskilt relation til vision og tværgående politikker.</span></p></div></span> <h3>Økonomi/Personaleforhold</h3> <span class='ukendt'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Den ændrede prognose er indarbejdet i budgetterne i overslagsårene.</span></p></div></span> <h3>Kommunikation/Høring/Borgerinddragelse</h3> <span class='ukendt'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Sagen giver ikke anledning til særskilt kommunikation/høring/borgerinddragelse.</span></p></div></span> </div></div>"
      • Tekst null
      • Id "00000000-0000-0000-0000-000000000000"
      • Link "https://dagsordener.helsingor.dk/Vis/Pdf/bilag/5b299b35-f756-4eb7-a728-fb65e9cb99b4"
      • DocumentId "5b299b35-f756-4eb7-a728-fb65e9cb99b4"
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