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Økonomisk orientering - april 2026

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First-agenda Sagsfremstilling

Beslutningstema

Overordnet status på kommunens økonomi forelægges for Økonomiudvalget til orientering.

Sagsfremstilling og økonomi

Økonomisk orientering giver en status på kommunens drifts- og anlægsudgifter, bevillingsreserver, den gennemsnitlige kassebeholdning og folketallet.

 

Driftsudgifter indenfor servicerammen

Ultimo april 2026 er der afholdt nettoserviceudgifter for 846 mio. kr. svarende til et forbrug på 32,3 pct. af budgettet. Hvis forbruget fordelte sig ligeligt over årets 12 måneder, ville forbrugsprocenten udgøre 33,3 pct. Den aktuelle forbrugsprocent er således 1,0 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,5 procentpoint højere end forbrugsprocenten ultimo april sidste år.

 

Tabel 1. Status på kommunens korrigerede servicebudget på politikområder (mio. kr.)

 

Det høje forbrug på politikområderne 2 Erhverv og Turisme, 5 Fritid og Idræt samt 15 Beredskab kan bl.a. tilskrives, at en række tilskud mv. udbetales forud. F.eks. udbetales driftstilskuddet til NSBV kvartalsvist forud, og en række tilskud til kommunens foreninger udbetales også forud.

 

Forbrugsprocenten for politikområde 7 Familie og Unge er allerede på nuværende tidspunkt høj. Hertil kommer, at foreløbige prognoser for dels specialundervisningsområdet og dels det specialiserede socialområde for voksne (politikområde 14) peger i retning af ikke ubetydelige merforbrug, jf. de to tidligere orienteringssager herom, orienteringen af budgetforligskredsen på møde den 20. april samt drøftelserne på budgetseminaret den 24. og 25. april.

 

Tabel 2. Status på kommunens serviceramme (mio. kr.)

 

Fredensborg Kommunes serviceramme for 2026 udgør 2.596 mio. kr. De budgetterede serviceudgifter i tabel 1 på 2.620 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger givet efter vedtagelsen af det oprindelige budget, herunder overførsel af mer- og mindreforbrug fra 2025 til 2026. Merudgifterne på det specialiserede socialområde i 2026 er ikke indarbejdet i budgettet.

 

Ultimo april 2026 er der afholdt nettoserviceudgifter for 846 mio. kr. svarende til et forbrug på 32,6 pct. af servicerammen, hvilket er 0,7 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,3 procentpoint højere end forbrugsprocenten ultimo april sidste år, hvilket indikerer en overskridelse af servicerammen for 2026, som i al væsentlighed kan tilskrives udgiftsudviklingen på de specialiserede socialområder.

 

Driftsudgifter udenfor servicerammen

Ultimo april 2026 er der afholdt driftsudgifter udenfor servicerammen for 218 mio. kr. svarende til et forbrug på 29,5 pct., hvilket er 3,8 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 4,0 procentpoint højere end forbrugsprocenten ultimo april sidste år.

 

Tabel 3. Status på kommunens driftsudgifter udenfor servicerammen på politikområder (mio. kr.)

 

Indtægterne fra de statslige refusioner i forhold til de specialiserede socialområder (politikområderne 7 og 14) ligger udenfor servicerammen, mens de udgifter som refusionerne relaterer sig til, ligger indenfor servicerammen. Refusionsindtægterne på politikområde 7 Familie og Unge er lavere end den ligeligt fordelte forbrugsprocent, mens refusionsindtægterne på politikområde 14 Psykiatri og Handicap er højere end den ligeligt fordelte forbrugsprocent.

 

Udgifter til tabt arbejdsfortjeneste mv. til forældre med børn med handicap og sociale udfordringer ligger også udenfor servicerammen (på politikområde 7).

 

De lave udgifter til politikområde 19 Aktivitetsbestemt Medfinansiering skyldes tidsmæssige forskydninger i afregninger til Regionen.

 

Anlæg

Ultimo april 2026 er der afholdt anlægsudgifter for 59,0 mio. kr. og realiseret anlægsindtægter for 0,4 mio. kr. Dette svarer til et nettoanlægsforbrug på 58,7 mio. kr., som udgør 14,2 pct. af budgettet, hvilket er 19,1 procentpoint lavere end den ligeligt fordelte forbrugsprocent.

 

Anlægsudgifterne vil stige betydeligt i takt med fremdriften i anlægsprojekterne i Nivå Bymidte.

 

Tabel 4. Status på kommunens anlægsbudget (mio. kr.)

 

Bevillingsreserver

I budgetforliget for 2026-2029 er der afsat en driftsreserve på årligt 5,0 mio. kr. i 2026-2027 og på årligt 12,5 mio. kr. i 2028-2029. Der er i 2026 endnu formelt ikke foretaget bevilling fra driftsreserven, men i praksis er drifsreserven væk som følge af de forventede merudgifter på de specialiserede socialområder.

 

I budgetforliget for 2026-2029 er der afsat en anlægsreserve på årligt 5 mio. kr. i 2026-2027 samt på 15 mio. kr. i 2029. Byrådet har den 31. marts 2025 besluttet at disponere over hele den daværende anlægsreserve på 15,0 mio. kr. i 2028 til udskiftning af tag på Endrup Skole. Den 27. april 2026 har Byrådet foretaget en bevilling fra anlægsreserven på 1,9 mio. kr. i 2026 til etablering af en ny administration i Væksthuset samt til etablering af et gruppetilbud i Villaen ved Humlebæk Skole. Dermed udgør den resterende anlægsreserve 3,1 mio. kr. i 2026.

 

Tabel 5. Status på kommunens bevillingsreserver (mio. kr.)

 

Kommunens gennemsnitlige kassebeholdning

Ultimo april 2026 udgjorde kommunens gennemsnitlige kassebeholdning 247,3 mio. kr. Kassebeholdningen er faldet med 51,7 mio. kr. det seneste år svarende til et gennemsnitligt månedligt fald på 4,3 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 13,0 mio. kr.

 

Tabel 6. Kommunens kassebeholdning (365 dages gns. i mio. kr.)

 

Som besluttet af Økonomiudvalget den 20. november 2023 dækker kommunen i første omgang – på vegne af Fredensborg Forsyning – kommunens forholdsmæssige andel af nedbringelsen af Norfors’ gæld knyttet til Usserødværket. Fredensborg Kommune har således lagt 33 mio. kr. ud i 2024 og 11 mio. kr. ud i 2025. Udlægget tilbagebetales af Fredensborg Forsyning over tre år (2024-2026) finansieret af en midlertidig forhøjelse af renovationstaksterne, jf. tabel 7. I 2026 vil der blive afdraget i alt 16,7 mio. kr. fordelt på to rater, henholdsvis medio marts og medio september 2026.

 

Tabel 7. Udvikling i mellemværende med Norfors (mio. kr.)

 

Figur 1. Udvikling i kommunens gennemsnitlige kassebeholdning frem til 30. april 2026

 

En væsentlig del af likviditeten er disponeret som led i budgetforliget for 2026-2029, budgetrevisionen pr. 30. september 2025 og efterfølgende tillægsbevillinger.

 

Figur 2. Forventet udvikling i kommunens gennemsnitlige kassebeholdning frem til ultimo 2030

 

Likviditetsprognosen i figur 2 er udarbejdet i forbindelse med budgetvurderingen til budgetseminaret i april.

 

I likviditetsprognosen er det stadig forudsat, at kommunen modtager tilgodehavende ejendomsskat inklusive påløbne renter på 218 mio. kr. ultimo 2026. KL har oplyst, at der som følge af de fortsatte udfordringer med det nye ejendomsskattesystem er en væsentlig risiko for, at godtgørelsen af den tilgodehavende ejendomsskat bliver forsinket. Det vil have stor betydning for udviklingen i kommunens likviditet. KL arbejder for en afklaring med staten og arbejder for, at den aftalte tidsplan holder.

 

Herudover er der i likviditetsprognosen forudsat indtægter fra grundsalg i Nivå på 33,3 mio. kr. i 2027, på 54,3 mio. kr. i 2028 og på 29,6 mio. kr. i 2029, som der er usikkerhed om. Periodiseringen af indtægterne afhænger af, at anlægsarbejderne i Nivå Bymidte skrider planmæssigt frem.

 

Folketal

Fredensborg Kommunes folketal udgjorde pr. 1. maj 2026 42.388 borgere.

 

Folketallet er faldet med 60 borgere siden 1. april 2026, hvor der var 42.448 borgere. Faldet skyldes en nettofraflytning på 46 borgere og et fødselsunderskud på 14 borgere.

 

Tabel 8. Folketal i Fredensborg Kommune (primo)

 

Tabel 9. Ændring i folketal fra 1. april 2026 til 1. maj 2026

 

Af tabel 10 nedenfor er til- og fraflytningen opdelt på aldersintervaller.

 

Tabel 10. Til- og fraflytning fra 1. april 2026 til 1. maj 2026 opdelt på aldersintervaller (pct.)

 

Bevilling

Sagen har ingen bevillingsmæssige konsekvenser.

Kompetence

Økonomiudvalget.

Indstilling

  1. At orienteringen tages til efterretning.

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      • Html "<div><div id='sagsfremstillingContainer'> <h3>Beslutningstema</h3> <span class='beslutningstema'><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>Overordnet status på kommunens økonomi forelægges for Økonomiudvalget til orientering.</span></p></div></span> <h3>Sagsfremstilling og økonomi</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>Økonomisk orientering giver en status på kommunens drifts- og anlægsudgifter, bevillingsreserver, den gennemsnitlige kassebeholdning og folketallet.</span></p><p><span> </span></p><p><span style="font-style:italic;">Driftsudgifter indenfor servicerammen</span></p><p><span>Ultimo april 2026 er der afholdt nettoserviceudgifter for 846 mio. kr. svarende til et forbrug på 32,3 pct. af budgettet. Hvis forbruget fordelte sig ligeligt over årets 12 måneder, ville forbrugsprocenten udgøre 33,3 pct. Den aktuelle forbrugsprocent er således 1,0 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,5 procentpoint højere end forbrugsprocenten ultimo april sidste år.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 1. Status på kommunens korrigerede servicebudget på politikområder (mio. kr.)</span></p><p><img 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" width="511" height="250" alt=""></p><p><span> </span></p><p><span>Det høje forbrug på politikområderne 2 Erhverv og Turisme, 5 Fritid og Idræt samt 15 Beredskab kan bl.a. tilskrives, at en række tilskud mv. udbetales forud. F.eks. udbetales driftstilskuddet til NSBV kvartalsvist forud, og en række tilskud til kommunens foreninger udbetales også forud.</span></p><p><span> </span></p><p><span>Forbrugsprocenten for politikområde 7 Familie og Unge er allerede på nuværende tidspunkt høj. Hertil kommer, at foreløbige prognoser for dels specialundervisningsområdet og dels det specialiserede socialområde for voksne (politikområde 14) peger i retning af ikke ubetydelige merforbrug, jf. de to tidligere orienteringssager herom, orienteringen af budgetforligskredsen på møde den 20. april samt drøftelserne på budgetseminaret den 24. og 25. april.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 2. Status på kommunens serviceramme (mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="458" height="87" alt=""></p><p><span> </span></p><p><span>Fredensborg Kommunes serviceramme for 2026 udgør 2.596 mio. kr. De budgetterede serviceudgifter i tabel 1 på 2.620 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger givet efter vedtagelsen af det oprindelige budget, herunder overførsel af mer- og mindreforbrug fra 2025 til 2026. Merudgifterne på det specialiserede socialområde i 2026 er ikke indarbejdet i budgettet. </span></p><p><span> </span></p><p><span>Ultimo april 2026 er der afholdt nettoserviceudgifter for 846 mio. kr. svarende til et forbrug på 32,6 pct. af servicerammen, hvilket er 0,7 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,3 procentpoint højere end forbrugsprocenten ultimo april sidste år, hvilket indikerer en overskridelse af servicerammen for 2026, som i al væsentlighed kan tilskrives udgiftsudviklingen på de specialiserede socialområder.</span></p><p><span> </span></p><p><span style="font-style:italic;">Driftsudgifter udenfor servicerammen</span></p><p><span>Ultimo april 2026 er der afholdt driftsudgifter udenfor servicerammen for 218 mio. kr. svarende til et forbrug på 29,5 pct., hvilket er 3,8 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 4,0 procentpoint højere end forbrugsprocenten ultimo april sidste år.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 3. Status på kommunens driftsudgifter udenfor servicerammen på politikområder (mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="511" height="140" alt=""></p><p><span> </span></p><p><span>Indtægterne fra de statslige refusioner i forhold til de specialiserede socialområder (politikområderne 7 og 14) ligger udenfor servicerammen, mens de udgifter som refusionerne relaterer sig til, ligger indenfor servicerammen. Refusionsindtægterne på politikområde 7 Familie og Unge er lavere end den ligeligt fordelte forbrugsprocent, mens refusionsindtægterne på politikområde 14 Psykiatri og Handicap er højere end den ligeligt fordelte forbrugsprocent.</span></p><p><span> </span></p><p><span>Udgifter til tabt arbejdsfortjeneste mv. til forældre med børn med handicap og sociale udfordringer ligger også udenfor servicerammen (på politikområde 7).</span></p><p><span> </span></p><p><span>De lave udgifter til politikområde 19 Aktivitetsbestemt Medfinansiering skyldes tidsmæssige forskydninger i afregninger til Regionen.</span></p><p><span> </span></p><p><span style="font-style:italic;">Anlæg</span></p><p><span>Ultimo april 2026 er der afholdt anlægsudgifter for 59,0 mio. kr. og realiseret anlægsindtægter for 0,4 mio. kr. Dette svarer til et nettoanlægsforbrug på 58,7 mio. kr., som udgør 14,2 pct. af budgettet, hvilket er 19,1 procentpoint lavere end den ligeligt fordelte forbrugsprocent.</span></p><p><span> </span></p><p><span>Anlægsudgifterne vil stige betydeligt i takt med fremdriften i anlægsprojekterne i Nivå Bymidte.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 4. Status på kommunens anlægsbudget (mio. kr.)</span></p><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYoAAABqCAYAAACiTRYmAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABHgSURBVHhe7ZTtjcW6bkVfFWkkQKrJ79R9O3kJDe8BzWzqy6Jk+3ABC3NEUpZMafyv/+PfaZqmaar9559/Dv/v98G//+O//jv9EeW8D//zf9JIs8ex5j2OFz0+oR+U9JvKeR+yi5HOM3sca97jeNHjE/pBSb+pnPchuxjpPLPHseY9jhc9PqEflPSbynkfsouRzjN7HOtD7jFgudeLHp/QD0r6TeW8D9nFCBLUYp9ycY9/zsZ7XILV9wpY7vWixyf0g5J+UznvQ3YxggTe+JMu7vHP2XiPAcvNELDc60WPT+gHJf2mct6H7GIECexvK4PlW39vdXGPf87GewxYTstg+ZbfAua11Hu1Nmap1ej8kOjxCf2gpN9UzvuQXYwgLaWaUoxRim91cY9/zsZ7DFgOglKMYeOjc1HHYqC3Zoro8Qn9oKTfVM77kF2MIC2lmlIM6JpSfKuLe/xzNt7jEraGzSvVeHFQqvHiYKRG0HUsD1jd/xM9PqEflPSbynkfsosRJLC/vRovBnRNKb7VxT3+ORvvMWA5CEoxoGu8OCjVeHHQU6NjQOeGRY9P6Acl/aZy3ofsYgQJvHFrDOiaUnyri3v8czbeY8ByEJRiQNd4cVCq8eKgp4blBJbvEj0+oR+U9JvKeR+yixEkKMVAb00pXsuFurjHP2fjPQYsB0EpBnSNFwelGhbX9NRYAct1iR6f0A9K+k3lvA/ZxQgS1OKMUn0tXsuFurjHowKWe7SN9xiwnJbB8jqm4xZWo2M2J+hxTw0DuVuixyf0g5J+UznvQ3Yx0nlO6nEJVt8rYLlH+8P3GLDcVNHjE/pBSb+pnPchuxjpPCf1GLDcDAHLPdofvseA5aaKHp/QD0r6TeW8D9nFSOc5qceA5bQMlm/5LWBeS71Xa2MWXdPtD91jBqubLnp8Qj8o6TeV8z5kFyOd56QeA5aDoBRj2PjoXNSxGCjVDJn3OF70+IR+UNJvKud9yC5GOs9JPS5ha9i8Uo0XB6UaLw56aobMexwvenxCPyjpN5XzPmQXI53npB4DloOgFAO6xouDUo0XBz01Q+Y9jhc9PqEflPSbynkfsouRznNSjwHLQVCKAV3jxUGpxouDnpoh8x7Hix6f0A9K+k3lvA/ZxRgUsNxdAcs92kk9BiwHQSkGdI0XB6UaFtf01AwZcI+/IPDGXaLHJ/SDkn5TOe9DdjEGBSx3V8BydwQsN8VJPQYsp2WwvI7puIXV6JjNCXrcW9NtwD1uFbDcboE37hI9PqEflPSbynkfsosxKGC5uwKWuyNguSlO7vGXBCzXbMA9bhWw3NMELFcVPT6hH5T0m8p5H7KLMSjQvwWvpiVmmVHTkpvm5B5/ScByzQ7eY6B/C16dphTvkcHytrZWY3+zcZfo8Qn9oKTfVM77kF2MQTU25o2fWDPVyT1+swxW1+XgPdbYmDe2MaDzdwR2LLTUgFIdxl2ixyf0g5J+UznvQ3YxBgWlGHhyzVQn9zg1Dt5jUIoBXaMFLNeih82zOaUaFge6pln0+IR+UNJvKud9yC7GoKAUAytrGN6c6U7ucWocvMegFAO6RgtYriYoxUBvDYsDXdMsenxCPyjpN5XzPmQXY1BQioFdNVbAclOc3OPUOHiPQSkGdI0WsFxNUIqB3hoWB7qmWfT4hH5Q0m8q533ILsagoBQDdixE17AY0DVTndzj1Dh4j0EpBrwaoPMQsJwISjHQW8PiQNc0ix6f0A9K+k3lvA/ZxRjUo1Snx9E1QOdtjc3ddnKPRwXe+LUO3mOPljovz+I6ZvVozesaHWNxoGuaRY9P6Acl/aZy3ofsYrxUwHLbfEiPgTdmMqJqWB2r+X8O3mPAck8RsNxS0eMT+kFJv6mc9yG7GC8VsNw2H9pjwHIiKMXA3Rov1uTgPQYs9xQByy0VPT6hH5T0m8p5H7KL8RIZrG6rHT1msLytrdXY32xsBaUYiKhpdvAeA5Z7ioDllooen9APSvpN5bwP2cVI53mjx8COhZYaUKrDuEXgjb2YFdixRc9xzXscL3p8Qj8o6TeV8z5kFyOdZ0ePPWyezSnVsDjQNSXBSEwLRmLUvMfxoscn9IOSflM570N2MdJ5NvYYlGKgt4bFga7xBC1xoGO1HKjFqHmP40WPT+gHJf2mct6H7GKk82zsMSjFQG8NiwNdwwStOaBjpbiXAzpGzXscL3p8Qj8o6TeV8z5kFyOdZ2OPQSkGemtYHOgaK2A5EYzEtKAWo+Y9jhc9PqEflPSbynkfsosRKCOqhtWxmlA7euzRmtc1OsbiQNdoS9TqanlQq9N51w33mBFVw+pYTajo8Qn9oKTfVM77kF2MIEEpBu7WeLHlTuwxYLmfdfE9BqUYuFvjxZaLHp/QD0r6TeW8D9nFCBKUYiCiZosTewxY7mddfI9BKQYiaraIHp/QD0r6TeW8D9nFWCjwxl7MCuzYoucscWKPAcv9rA+4x8AbezErsGOLnrNE9PiEflDSbyrnfcguxiLBSEwLRmLhbu7x5918j8FITAtGYuGixyf0g5J+UznvQ3YxFgha4kDHajlQi4W7scc/4cZ7DFriQMdqOVCLhYsen9APSvpN5bwP2cUIFrTmgI6V4l4O6Fi4m3r8M266x6A1B3SsFPdyQMfCRY9P6Acl/aZy3ofsYgQKWE4EIzEtqMXC3dDjn3LDPQYsJ4KRmBbUYuGixyf0g5J+UznvQ3YxgixRq6vlQa1O55e4uMc/5+J7XKJWV8uDWp3OLxE9PqEflPSbynkfsouRzjN7HGve43jR4xP6QUm/qZz3IbsY6Tyzx7HmPY4XPT6hH5T0m8p5H7KLkc4zexxr3uN40eMTHUjTNE1T7QFLpGmapql48Pcj+Qkuh5+EkT2OJe9xPJceZ7N/i/wHW0P2OJa8x/FcepzN/i3yH2wN2eNY8h7Hc+lxRLPfcoA9+2S1EoNv4W37fSvZ41jyHsdz6XGp2aMH8ZYDvLNPNvcN7y173LnP0tpeT5klWL24ktXrWey72/2Uch4jc6JYvYeWtXr349Xj3Vi+d407XPZQWnh0Uytf5g539snmvuG9ZY+79umtjXjrvlrrNCNz7rB6PUtpfZar7XdkTiSy9or1sU5trZ79lJ5pY3rM6iO57NFbHHGW1zmoYWNdZ8canWM1Xs7WCTam50FNKW9/2xoWA7Uc/tpcBKvWsej39GjZ18jed77vLnr7XNvvyJxIZO2V65fWQq53P6zexkafPQNZ829dbwOlDV4ecKLHbA7onTf6XOHus0v5Wj1oeS6riWL1eoJ9X4+WfY3sffX7CjvW1PT2ubbfkTmRyNor1/fW0vHe/bB6G8O499kzkDX/1mUbsLHaWNAxlgelZ818rnD32aV8rR70PjcaWW/lmnat0tq1fY3se+W7anatC2R9rYbtjcU0I3MikbVXrt/y/r378eolDgX9V8ejuazFFrWx2ljQMVZfEujfwMbYPKE2d3a+Vg8kxgT69wrs+tFgPaaFxTS1PGNkzgx2reth9yNjawmWr82JpGXPM/He37OFljrU2NrWNe4ga/ytwxZEgVZjx4KOeb8FNhfUnmsprSNE5mv1gMU0tfxsZL3Va2pKa4/mPJ76njuo7Wckv7u/K9dvWat3Pz3PtLW9a40ga/yt07oBHWc1Xt7WlsYsZ2OanrkRectIjOUjkfVWr6kprT0799T3jIat3ds/G+t9ZjSy9sr1W9bq7VHtmTpva2tzZyBr/K3TugEdZzWlvIyhYMcam9M1OqfjwOZszZ08q2Xo+QAxL7cStoeVsLWxJ62FxYCXK82JZufagqyvtZRyQm2ON28Vq/ag37e2Jst5MavFi3n1EVzWWrXoKDv39/TejHA5/I/wxPd5e4+fvv+33OM334NLj5/+Ijv39+ZD9rgc/gd46ru8ucdv2Psb7vGb74Bw6TEGaZqmaWo9YIk0TdM0FQ/+fiQ/weXwkzCyx7HkPY7n0uNs9m+R/2BryB7Hkvc4nkuPI5q94wDvrrljzzuQ9/yVd91J9jiWvMfxXHpcavboQbzxAO2eV7zDjj7Jmm86n9a94r2e8n5P2EOJu/3a/X6j+74D1rTWqM3x4gKLreKyp9JGRje58+VGsXte8Q47+iRrvuV8WvfKana/45N7fLdfUvuE/u7eg9Cyh1KNzenx7veT9f/24G0GcZbXOahhY11nxxqdYzVejv1mdUDnbI0XF2zcjjU6Z2u8uFDL4a/NtTA6bzX6PWuwmt3v+OQe3+kX6p7Q3yfsoYVSnc1hvPvdBNnD3z68DZU2fHnAiR6zOaB33shz5betrT2nVO8RsUYtJr9ZTSt356/Avm8NVrP7HZ/c49F+6Zon9PcJe2ihVGdzGO9+N0H28LcPtiEbq40FHWN5UHrWrOeOPMfGWI2lNGd0jVqM5XuQ+XefcRfsQQv0b8GOPfSzWudEsnsPth96P/o3YDGNzdfqo5H1d+6hZ23s1duzzem/Or6ay9psEzZWGws6xupLAv0b2BibJ+ixzQk9eYHVCBIvCfRvYGNeDRPo3yPY5z0N7I/pwXKl+hXsXr/ESL8k77mDnWsLd9YuzUXO1ux4V1nzb122ARRoNXYs6Jj3W2BzQe25Fm+d2nNqeWG0Bsxaw1LL15D5d5+xkpa9sprd7/jkHs/o1xP6u2sPd9ctzUfO1ux4V1nzb93WDek4q/HytrY0Zjkb03hz2ZxSXsYsZqnV6DHL1eYLtRjL9yDz7z5jJbV+CC01q3lyj0d7qnlCf3ftobSuzbFab76OtzwnGlnzb93WDek4qynlZQwFO9bYnK7ROR0XbJ2F1UPBm2PjiCFuxxqbK9VoEPNyd2DPfDJsr15Mu5sn7KFErV+1/dfy0Xj7XkFpXZbDXiGjNm8Hl7V3baKVp++vhye8y+XwX8ob9p89juWp9/jt56659PjpL/a1xu/mcvgv5C17zx7H8sR7/OYzZ1x6/MRma9/ME9/lSXv5MtnjWPIex3PpcTb7t8h/sDVkj2PJexzPpccYpGmapqn1gCXSNE3TVDz4+5H8BJfDT8LIHseS9zieS4+z2b9F/oOtIXscS97jeC49jm52HuizyPNYQ/Y4lrzH8Vx6XGv23QO5O/8JeO/wxnfbtefauqU8ctoWRufNYOVaFvvOUFPLM9gcuJrodVuf37MP1GotLflVXPZQW/hSPMDd+U/Ae4c3vtuOPWNNtq7OlfIar1YzOm8Wq9Zh1N6T5WtzPEbn3SVqXTy35fmtdQKrs7HaWLDjSC7rlxZG4WWCQse9ulJMK7CYxuahh86X6nXO1ng5Lw5q+V2s3gvWqq3r5Vncq9WMzpvFqnUYtfdk+docj9F5d4let/Z85Fr3wepsrGW8ksv6pcVReJmgYLnamMFqbKylxoK8rqmNhZYaoSfu1a5m5T70OrV1e/bVUstqWubNYtU6DLynVtMaqzEyZxbRa5eer+N39mHntozxVxvF5fneQnYTdiy0xEo1Vo2NtdRYWuaM1gg9ca92Nav20fv+rfu6U9c6dwar1mmh1AttL6PzZhC9tvd8GxvdB5tnY3qs/3o1s7k821vEbsCOhZZYbSwgxgR2LLCYpmUOxkxgx6An7tWuZtU+sI6nxYtrWmo0qLeuYNU6Ldj3Zn1gsRK99bOJXt97PuKeLZRq9bNQo2t1XLDjmVyezRZBgSewY6FWY8cCi1lG5rXMYTUWr6Yn7tWuZtc+auvezbcw4xmtrFrHwt7RxlpqavTWzyZ6/dbn9+6jt17Q9Xb+yPNauTybLeItbuOsrlZjx0JLzBvrmIXlbWy0RuiJe7Wr2bWP2rqlfOvclppVrFxLw97TxnpqbJ3gxVcSvYfW57M6xLx4D7VnjDyzlcuz2SLe4jbO6npqdM7GENfYnFcHWL4U01q8XEuc5Xexay/euohbActBYMdA17J8JKvX09j3Znup1bAYKOVWEbUHPNfqwfKlGLMEy/fMv8Pl+ZELRRPdqC/yxZ498Z3e3uOn35Mn7+/pvWvl8h5vfqGvHMhKvtazp77Pm3v8hjvy5HN/eu9aubzLm14KG9cmfXytb099nzf3+A135Mnn/vTetXJ5FwzSNE3T1HrAEmmapumP+88//8jfJEmSJCnxr3/9L0IsL5Bx3ru5AAAAAElFTkSuQmCC" width="394" height="106" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Bevillingsreserver</span></p><p><span>I budgetforliget for 2026-2029 er der afsat en driftsreserve på årligt 5,0 mio. kr. i 2026-2027 og på årligt 12,5 mio. kr. i 2028-2029. Der er i 2026 endnu formelt ikke foretaget bevilling fra driftsreserven, men i praksis er drifsreserven væk som følge af de forventede merudgifter på de specialiserede socialområder.</span></p><p><span> </span></p><p><span>I budgetforliget for 2026-2029 er der afsat en anlægsreserve på årligt 5 mio. kr. i 2026-2027 samt på 15 mio. kr. i 2029. Byrådet har den 31. marts 2025 besluttet at disponere over hele den daværende anlægsreserve på 15,0 mio. kr. i 2028 til udskiftning af tag på Endrup Skole. Den 27. april 2026 har Byrådet foretaget en bevilling fra anlægsreserven på 1,9 mio. kr. i 2026 til etablering af en ny administration i Væksthuset samt til etablering af et gruppetilbud i Villaen ved Humlebæk Skole. Dermed udgør den resterende anlægsreserve 3,1 mio. kr. i 2026.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 5. Status på kommunens bevillingsreserver (mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="402" height="53" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Kommunens gennemsnitlige kassebeholdning</span></p><p><span>Ultimo april 2026 udgjorde kommunens gennemsnitlige kassebeholdning 247,3 mio. kr. Kassebeholdningen er faldet med 51,7 mio. kr. det seneste år svarende til et gennemsnitligt månedligt fald på 4,3 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 13,0 mio. kr.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 6. Kommunens kassebeholdning (365 dages gns. i mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="447" height="53" alt=""></p><p><span> </span></p><p><span>Som besluttet af Økonomiudvalget den 20. november 2023 dækker kommunen i første omgang – på vegne af Fredensborg Forsyning – kommunens forholdsmæssige andel af nedbringelsen af Norfors’ gæld knyttet til Usserødværket. Fredensborg Kommune har således lagt 33 mio. kr. ud i 2024 og 11 mio. kr. ud i 2025. Udlægget tilbagebetales af Fredensborg Forsyning over tre år (2024-2026) finansieret af en midlertidig forhøjelse af renovationstaksterne, jf. tabel 7. I 2026 vil der blive afdraget i alt 16,7 mio. kr. fordelt på to rater, henholdsvis medio marts og medio september 2026.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 7. Udvikling i mellemværende med Norfors (mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="511" height="65" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Figur 1. Udvikling i kommunens gennemsnitlige kassebeholdning frem til 30. april 2026</span></p><p><img src="data:image/png;base64,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" width="511" height="318" alt=""></p><p><span> </span></p><p><span>En væsentlig del af likviditeten er disponeret som led i budgetforliget for 2026-2029, budgetrevisionen pr. 30. september 2025 og efterfølgende tillægsbevillinger.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Figur 2. Forventet udvikling i kommunens gennemsnitlige kassebeholdning frem til ultimo 2030</span></p><p><img src="data:image/png;base64,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" width="511" height="333" alt=""></p><p><span> </span></p><p><span>Likviditetsprognosen i figur 2 er udarbejdet i forbindelse med budgetvurderingen til budgetseminaret i april.</span></p><p><span> </span></p><p><span>I likviditetsprognosen er det stadig forudsat, at kommunen modtager tilgodehavende ejendomsskat inklusive påløbne renter på 218 mio. kr. ultimo 2026. KL har oplyst, at der som følge af de fortsatte udfordringer med det nye ejendomsskattesystem er en væsentlig risiko for, at godtgørelsen af den tilgodehavende ejendomsskat bliver forsinket. Det vil have stor betydning for udviklingen i kommunens likviditet. KL arbejder for en afklaring med staten og arbejder for, at den aftalte tidsplan holder.</span></p><p><span> </span></p><p><span>Herudover er der i likviditetsprognosen forudsat indtægter fra grundsalg i Nivå på 33,3 mio. kr. i 2027, på 54,3 mio. kr. i 2028 og på 29,6 mio. kr. i 2029, som der er usikkerhed om. Periodiseringen af indtægterne afhænger af, at anlægsarbejderne i Nivå Bymidte skrider planmæssigt frem.</span></p><p><span> </span></p><p><span style="font-style:italic;">Folketal</span></p><p><span>Fredensborg Kommunes folketal udgjorde pr. 1. maj 2026 42.388 borgere.</span></p><p><span> </span></p><p><span>Folketallet er faldet med 60 borgere siden 1. april 2026, hvor der var 42.448 borgere. Faldet skyldes en nettofraflytning på 46 borgere og et fødselsunderskud på 14 borgere.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 8. Folketal i Fredensborg Kommune (primo)</span></p><p><img src="data:image/png;base64,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" width="425" height="53" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 9. Ændring i folketal fra 1. april 2026 til 1. maj 2026</span></p><p><img src="data:image/png;base64,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" width="271" height="106" alt=""></p><p><span> </span></p><p><span>Af tabel 10 nedenfor er til- og fraflytningen opdelt på aldersintervaller.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 10. Til- og fraflytning fra 1. april 2026 til 1. maj 2026 opdelt på aldersintervaller (pct.)</span></p><p><img src="data:image/png;base64,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" width="255" height="157" alt=""></p><p><span> </span></p></div></span> <h3>Bevilling</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 bevillingsmæssige konsekvenser.</span></p></div></span> <h3>Kompetence</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>Økonomiudvalget.</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><ol type="1"><li><span>At orienteringen tages til efterretning.</span></li></ol></div></span> </div> </div></div>"
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