Fredensborg

Økonomisk orientering - november 2025

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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 november 2025 er der afholdt nettoserviceudgifter for 2.305 mio. kr. svarende til et forbrug på 90,6 pct. af budgettet. Hvis forbruget fordelte sig ligeligt over årets 12 måneder, ville forbrugsprocenten udgøre 91,7 pct. Den aktuelle forbrugsprocent er således 1,1 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Den aktuelle forbrugsprocent er desuden 0,3 procentpoint lavere end forbrugsprocenten ultimo november sidste år.

 

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

 

På politikområde 3 Plan, Trafik og Klima ligger forbrugsprocenten lidt over det forventede, hvilket især kan henføres til udgifter til belysning, trafikregulering, trafik tilgængelighed og NSPV.

 

På politikområde 6 Skole ligger forbrugsprocenten også lidt over det forventede. Det skyldes primært merudgifter til specialundervisning samt forskydninger i opkrævninger ved frit skolevalg. Kommunen har afregnet hovedparten af udgifterne til elever i andre kommuners folkeskoler, mens indtægterne for elever fra andre kommuner i vores egne skoler først er opkrævet primo december.

 

Som forventet ligger forbrugsprocenten for politikområde 7 Familie og Unge også lidt over det forventede, hvilket ligger i tråd med den orientering, som tidligere er givet. I juni 2025 traf Byrådet beslutning om udgiftsdæmpende tiltag på politikområde 7 Familie og Unge. I forbindelse med budgetrevisionen pr. 30. september er der ydet en tillægsbevilling til området i 2025. Herudover er det annonceret, at Granbohus vil komme ud af 2025 med et merforbrug, som vil skulle afvikles over de kommende år.

 

Forbrugsprocenten for politikområde 14 Psykiatri og Handicap er også høj, hvilket dog skal ses i sammenhæng med højere refusionsindtægter, som ligger udenfor servicerammen, jf. tabel 3 nedenfor. Som nævnt i budgetrevisionen forventes et beskedent merforbrug på politikområdet.

 

Med budgetforlig 2026-2029 er budgettet til det specialiserede børne- og voksenområde løftet med henholdsvis samlet set 12,9 mio. kr. og 20,0 mio. kr. i perioden 2026-2029 for at imødekomme udfordringerne på området.

 

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

 

Fredensborg Kommunes serviceramme for 2025 udgør 2.498 mio. kr. De budgetterede serviceudgifter i tabel 1 på 2.545 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger, omplaceringer samt overførsel af mer- og mindreforbrug fra 2024 til 2025. Stigningen i de budgetterede serviceudgifter pga. overførsler må dog forventes at blive modsvaret af overførsler fra 2025 til 2026.

 

Ultimo november 2025 er der afholdt nettoserviceudgifter for 2.305 mio. kr. svarende til et forbrug på 92,3 pct. af servicerammen, hvilket er 0,6 procentpoint højere end den ligeligt fordelte forbrugsprocent. Forbrugsprocenten skal fortsat ned, hvis servicerammen skal overholdes. Den aktuelle forbrugsprocent er 0,1 procentpoint lavere end forbrugsprocenten ultimo november sidste år.

 

Driftsudgifter udenfor servicerammen

Ultimo november 2025 er der afholdt driftsudgifter udenfor servicerammen for 623 mio. kr. svarende til et forbrug på 87,9 pct., hvilket er 3,8 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 1,7 procentpoint højere end forbrugsprocenten ultimo november 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. Refusionerne på politikområde 7 Familie og Unge er lavere end den ligeligt fordelte forbrugsprocent, mens refusionerne 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.

 

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

 

Anlæg

Ultimo november 2025 er der afholdt anlægsudgifter for 231,8 mio. kr. og realiseret anlægsindtægter for 6,1 mio. kr. Dette svarer til et nettoanlægsforbrug på 225,7 mio. kr., som udgør 64,5 pct. af budgettet, hvilket er 27,2 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Med budgetrevisionen pr. 30. september 2025 er budgettet i 2025 mindsket med 18,6 mio. kr.

 

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

 

Som forudsat ved budgetforliget vil en række anlægsbevillinger dog blive overført til 2026 i forbindelse med overførselssagen.

 

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

 

Bevillingsreserver

Der er i budgetforliget for 2025-2028 afsat en driftsreserve på 5,0 mio. kr. i 2025. Driftsreserven for 2025 er opbrugt, idet den i budgetrevisionen pr. 30.04.2025 blev udmøntet til specialundervisningsområdet og til de specialiserede socialområder. 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. fra 2028.

 

I budgetforliget for 2025-2028 er der afsat en anlægsreserve på 5,0 mio. kr. i 2025. Anlægsreserven for 2025 er opbrugt, idet den er udmøntet til de udfordrede områder. 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. I budgetforliget for 2026-2029 er der afsat en anlægsreserve på årligt 5 mio. kr. i 2026-2027 samt på årligt 15 mio. kr. fra 2029.

 

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

 

Kommunens gennemsnitlige kassebeholdning

Ultimo november 2025 udgjorde kommunens gennemsnitlige kassebeholdning 297,1 mio. kr. Kassebeholdningen er steget med 42,2 mio. kr. det seneste år svarende til en gennemsnitlig månedlig stigning på 3,5 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 6,9 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 Norsfors’ gæld knyttet til Usserødværket. Fredensborg Kommune har således lagt 33 mio. kr. ud i 2024 og lægger yderligere 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.

 

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

 

Figur 1. Udvikling i kommunens gennemsnitlige kassebeholdning frem til 30. november 2025

 

En væsentlig del af likviditeten er disponeret som led i budgetforliget for 2026-2029.

 

Figur 2. Forventet udvikling i kommunens gennemsnitlige kassebeholdning frem til ultimo 2029

 

Folketal

Fredensborg Kommunes folketal udgjorde pr. 1. december 2025 42.383 borgere.

 

Folketallet er steget med 29 borgere siden 3. november 2025, hvor der var 42.354 borgere. Stigningen skyldes en nettotilflytning på 32 borgere og et fødselsunderskud på 3 borgere.

 

Tabel 8. Folketal i Fredensborg Kommune (primo)

 

Tabel 9. Ændring i folketal fra 3. november 2025 til 1. december 2025

 

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

 

Tabel 10. Til- og fraflytning fra 3. november 2025 til 1. december 2025 opdelt på aldersintervaller (pct.)

 

Bevilling

Sagen har ingen bevillingsmæssige konsekvenser.

Kompetence

Økonomiudvalget.

Indstilling

  1. At orienteringen tages til efterretning.

Beslutning i Økonomiudvalget (2022-2025) den 15-12-2025

Orientering taget 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 november 2025 er der afholdt nettoserviceudgifter for 2.305 mio. kr. svarende til et forbrug på 90,6 pct. af budgettet. Hvis forbruget fordelte sig ligeligt over årets 12 måneder, ville forbrugsprocenten udgøre 91,7 pct. Den aktuelle forbrugsprocent er således 1,1 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Den aktuelle forbrugsprocent er desuden 0,3 procentpoint lavere end forbrugsprocenten ultimo november 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="263" alt=""></p><p><span> </span></p><p><span>På politikområde 3 Plan, Trafik og Klima ligger forbrugsprocenten lidt over det forventede, hvilket især kan henføres til udgifter til belysning, trafikregulering, trafik tilgængelighed og NSPV.</span></p><p><span> </span></p><p><span>På politikområde 6 Skole ligger forbrugsprocenten også lidt over det forventede. Det skyldes primært merudgifter til specialundervisning samt forskydninger i opkrævninger ved frit skolevalg. Kommunen har afregnet hovedparten af udgifterne til elever i andre kommuners folkeskoler, mens indtægterne for elever fra andre kommuner i vores egne skoler først er opkrævet primo december.</span></p><p><span> </span></p><p><span>Som forventet ligger forbrugsprocenten for politikområde 7 Familie og Unge også lidt over det forventede, hvilket ligger i tråd med den orientering, som tidligere er givet. I juni 2025 traf Byrådet beslutning om udgiftsdæmpende tiltag på politikområde 7 Familie og Unge. I forbindelse med budgetrevisionen pr. 30. september er der ydet en tillægsbevilling til området i 2025. Herudover er det annonceret, at Granbohus vil komme ud af 2025 med et merforbrug, som vil skulle afvikles over de kommende år.</span></p><p><span> </span></p><p><span>Forbrugsprocenten for politikområde 14 Psykiatri og Handicap er også høj, hvilket dog skal ses i sammenhæng med højere refusionsindtægter, som ligger udenfor servicerammen, jf. tabel 3 nedenfor. Som nævnt i budgetrevisionen forventes et beskedent merforbrug på politikområdet.</span></p><p><span> </span></p><p><span>Med budgetforlig 2026-2029 er budgettet til det specialiserede børne- og voksenområde løftet med henholdsvis samlet set 12,9 mio. kr. og 20,0 mio. kr. i perioden 2026-2029 for at imødekomme udfordringerne på området.</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="104" alt=""></p><p><span> </span></p><p><span>Fredensborg Kommunes serviceramme for 2025 udgør 2.498 mio. kr. De budgetterede serviceudgifter i tabel 1 på 2.545 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger, omplaceringer samt overførsel af mer- og mindreforbrug fra 2024 til 2025. Stigningen i de budgetterede serviceudgifter pga. overførsler må dog forventes at blive modsvaret af overførsler fra 2025 til 2026. </span></p><p><span> </span></p><p><span>Ultimo november 2025 er der afholdt nettoserviceudgifter for 2.305 mio. kr. svarende til et forbrug på 92,3 pct. af servicerammen, hvilket er 0,6 procentpoint højere end den ligeligt fordelte forbrugsprocent. Forbrugsprocenten skal fortsat ned, hvis servicerammen skal overholdes. Den aktuelle forbrugsprocent er 0,1 procentpoint lavere end forbrugsprocenten ultimo november sidste år.</span></p><p><span> </span></p><p><span style="font-style:italic;">Driftsudgifter udenfor servicerammen</span></p><p><span>Ultimo november 2025 er der afholdt driftsudgifter udenfor servicerammen for 623 mio. kr. svarende til et forbrug på 87,9 pct., hvilket er 3,8 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 1,7 procentpoint højere end forbrugsprocenten ultimo november 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="152" 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. Refusionerne på politikområde 7 Familie og Unge er lavere end den ligeligt fordelte forbrugsprocent, mens refusionerne 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.</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 november 2025 er der afholdt anlægsudgifter for 231,8 mio. kr. og realiseret anlægsindtægter for 6,1 mio. kr. Dette svarer til et nettoanlægsforbrug på 225,7 mio. kr., som udgør 64,5 pct. af budgettet, hvilket er 27,2 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Med budgetrevisionen pr. 30. september 2025 er budgettet i 2025 mindsket med 18,6 mio. kr.</span></p><p><span> </span></p><p><span>Anlægsudgifterne vil stige betydeligt i den kommende måned i takt med fremdriften i anlægsprojekterne i Nivå Bymidte.</span></p><p><span> </span></p><p><span>Som forudsat ved budgetforliget vil en række anlægsbevillinger dog blive overført til 2026 i forbindelse med overførselssagen.</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,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" width="394" height="124" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Bevillingsreserver</span></p><p><span>Der er i budgetforliget for 2025-2028 afsat en driftsreserve på 5,0 mio. kr. i 2025. Driftsreserven for 2025 er opbrugt, idet den i budgetrevisionen pr. 30.04.2025 blev udmøntet til specialundervisningsområdet og til de specialiserede socialområder. 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. fra 2028.</span></p><p><span> </span></p><p><span>I budgetforliget for 2025-2028 er der afsat en anlægsreserve på 5,0 mio. kr. i 2025. Anlægsreserven for 2025 er opbrugt, idet den er udmøntet til de udfordrede områder. 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. I budgetforliget for 2026-2029 er der afsat en anlægsreserve på årligt 5 mio. kr. i 2026-2027 samt på årligt 15 mio. kr. fra 2029.</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="473" height="53" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Kommunens gennemsnitlige kassebeholdning</span></p><p><span>Ultimo november 2025 udgjorde kommunens gennemsnitlige kassebeholdning 297,1 mio. kr. Kassebeholdningen er steget med 42,2 mio. kr. det seneste år svarende til en gennemsnitlig månedlig stigning på 3,5 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 6,9 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,iVBORw0KGgoAAAANSUhEUgAAAb8AAAA1CAYAAADRT+V4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAnzSURBVHhe7ZRRjuQ4DkT7FHuRAfY0+z3nrpv0DgVFgckJUZKTlLNdfMBDl0naUoYa+vUPv8uyLMvy6X59fTX/+bvx+z///V+ZpOTb/OvvMtPKON/KONe6K/JFxh16aZcxSr5NdhBlnJVxvpVxrnVX5IuMO/TSLmOUfJvsIMo4K+N8K+Nc667IFxl36KVdxij5NtlBPFDAeqnenDFgPS1gvY/3cMaA9d4VsN5t/qC7ArBeqsi4Qy/tMkbJt8kOoqthPVv7ZAHrpTrJ+KpgVgej51n9jzAwY8ZoxtYhYL2ZgPVuc3JXaFjP1j5ZwHqpIuMOvbTLGCXfJjuIrob1bO2TBayX6iTjq4JZHYyeH2FQxuBKTQtYbyZgvduc3BUa1rO1TxawXqrIuEMv7TJGybfJDqKL/wSA9fSzhfVXaxrWt7O2L6Cm696M7QHWt38PnWR8VTCrA/23Zvc92xdQYz1gZ0INyBis9AB7ZmBup29n9YztAda3f19yclfg24D19LOF9VdrGta3s7YvoKbr3oztAda3fw9Fxh16aZcxSr5NdhBdHBhgPa8vZM0IK7UrM3j2ZjR6/l9OMr4qmNXB6HlU16zURs+jWqgBGYOVHmC9UW1UB/ZZmM3g2ZvR6PktJ3cFvg1Yz+sLWTPCSu3KDJ69GY2e/5fIuEMv7TJGybfJDqKrDwys9FgNnJhhNZAx4zrJ+KpgVgej51EdeDOsBryZcAMyBis9i57V/ZU6ODFz2cldodcBKz1WAydmWA1kzLgi4w69tMsYJd8mO4iuPTxgewDPKzXA+gw7w97zamBlhjF6Z+ok46uCWR2Mnkd14M2wGvBmwg3IGKz0LHpW91fq4MoMY/TOW07uCrsOsD2A55UaYH2GnWHveTWwMsMYvTMVGXfopV3GKPk22UF07eEB2wN4XqmBUX8k2K2B3RkrYD3qJOOrglkdjJ5HdeDNsBrwZsINyBis9ADrjWqjOnh3xgpYb9vJXWHXAbYH8LxSA6P+SLBbA7szVsB6VGTcoZd2GaPk22QH0WWHp7E1Nqdrui6Mel4NeDOsBjJmXCcZXxXM6mD0PKoDb4bVgDcTblDGYLcGRs9eHZyYuezkrmDraGyNzemargujnlcD3gyrgYwZV2TcoZd2GaPk22QH0WWHpxnVge6zuVkfsP5ubYR+ZzTH+rrmOsn4HUewGVYTRnMAz1dqGt0PNzBjxmjGq2nYnGbWF/TMaI71de2yk7uCraMZ1YHus7lZH7D+bm2Efmc0x/q65oqMO/TSLmOUfJvsIMo4K+N8K+Nc667IFxl36KVdxij5NtlBlHFWxvlWxrnWXZEvMu7QS7uMUfJtsoMo46yM862Mc627Il9k3KGXdhmj5NtkB1HGWRnnWxnnWndFvsi4Qy/tMkbJt8kOooyzMs63Ms617op8kXGHXtpljJJvkx1EGWdlnG9lnGvdFfki4w69tMsYJd8mO4gyzso438o417or8kXGHXpplzFKvk12EGWclXG+lXGudVfki4w79NIuY5R8m+wgEmVkzWgB66VaGef78IxH2Lk0b7grGCdnBDuXKjLu0Eu7jFHybbKDSBJ4NfDuDOsJrJ9qZZzvwzMGunbUw3cF8Grg3ZlR7bjIuEMv7TJGybfJDiJJ4NXAuzO67vXTrYzzfXjGQNeOeviuAF4NvDszqh0XGXfopV3GKPk22UEcFIyeRzUrsDWvf8TKON8fkLFF99P9gLsCjJ5HNStgNY3uHxEZd+ilXcYo+TbZQRwSXKlpga3ZZ0HXjlgZ5/vgjJmA9VK8+a4AV2pawHpawHppIuMOvbTLGCXfJjuIA4KVOtC1WW+GnU+zMs73wRkzAeuleONdAVbqQNdWelbAemki4w69tMsYJd8mO4hkwWoP6JpXZwLWS7UyzvfBGYNZLdWb7gqw2gO65tVHPaBr6SLjDr20yxgl3yY7iEQB64ngSs0TsF6qlXG+D84YzGqp3nBXANYTwZWaFsxq6SLjDr20yxgl3yY7iCQ9ZnOzPtBzWsB6qVbG+T48Y4bup3v4rvCYzc36YDan+0dExh16aZcxSr5NdhBlnJVxvpVxrnVX5IuMO/TSLmOUfJvsIMo4K+N8K+Nc667IFxl36KVdxij5NtlBlHFWxvlWxrnWXZEvMu7oQlmWZVk+3QZrlGVZluVTbXz/UaTwEnaRRmWcT2WcS90V+bxkvBO2nn3nkGbvRq3zCcj+//Tf8CdQGedTGedSd0U+LxnbsFfDzzwk79tX183cr4ese9faP4nKOJ/KOJe6K/J5ydiGvRp+5iF53766buZ+PWTdO9bGuqP1bZ/NAK+nWf1eBqfXE1Z+76iv69oVduejOL2eoH8rW3/W18z6YOebkZxeT9C/k63t9W0PrrIzG8XLHu0GvA3pnvce+8bsXSuwf7MZ4Wovm7vWtNja6p5W97+yZiYn1xJWfu/unlbmT/9Ozem12Xq6NutrpD7qaXa+Gc3qHqOY/dZZn7Gyf5mBp3lZ127A25Dujf4W2DdW3xW8/mwerLx3Aln39NpReWBmZ1az8l4UJ9cSZr93dz8r86d/o+Xu9YVZxl5tZf+r38xA1jm1ljD7rbO+ZXfvu/MRyJrf69oNeBvSPfw9mmezwOsJq++ClRqbOYGse9famt08dH9l/2xm5b0oTq41wmZm9Zj1Bfu9lXciOb0eQ++B7cfWZvOWlW9mIeucWmuEXn83i9293/FbZc3vde0GvA3p3stHCHZW4/WE1XeB1Jga+3wKtpfTsPWxL7a/2TODzay8F8XJtRgrmY32uLr3nW9mcHItjawLNWw/urYyb5l9MxNZ59RaDLv2ThZX9n3Hb5U1v9e1G/A2pHv4ezTPZoHXE1bfBaxmWZnJQNb9E9bWc3iP6bE7H8nJtTSj37laE1b3vvPNDE6uNULvYZaH/D1yBOt585HM9paFty56Wsao7nHlnXd5+Q12A96GdG/0t0bqrOe9a99hfctKjc2cQNa9Y+3dNb35q/s/+bs/LWPWW62NePf9dzm51gi9h908Vva/+81IZJ1Ta4Hd9SLzOf1bBVnze127ATStAv4V9N+CfRb0uxr2rp7VfTsr6FmAGusBr5fFXWt6sL73zu68MOtH82nrrWbmfcf2dt+P5uRawuz37uaxMr/7zUhknVNrCbtrjea971ztZSFrfq97xwZ+Ei9hHwJrWjVez8L6o9rK9zI4vab+rVqN1wOjusB6+nveuxmcXk+Y/d5ZXzN636K/x/pZ3LWeVTOqa3Z7+pvwFC/rnVz4J3L6cE/xab+pMs6nMs5F9vK0jD/x//D3np4W9qfxEvZD+MTfUxnnUxnnIvt5Usaf+n/4e19PCvsTeQm7SKMyzqcyzqXuinxeMsZDWZZlWT7ar68v+bcoiqIofhq/fv0fbMweVQVxSl8AAAAASUVORK5CYII=" 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 Norsfors’ gæld knyttet til Usserødværket. Fredensborg Kommune har således lagt 33 mio. kr. ud i 2024 og lægger yderligere 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.</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="491" height="69" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Figur 1. Udvikling i kommunens gennemsnitlige kassebeholdning frem til 30. november 2025</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.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Figur 2. Forventet udvikling i kommunens gennemsnitlige kassebeholdning frem til ultimo 2029</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 style="font-style:italic;">Folketal</span></p><p><span>Fredensborg Kommunes folketal udgjorde pr. 1. december 2025 42.383 borgere.</span></p><p><span> </span></p><p><span>Folketallet er steget med 29 borgere siden 3. november 2025, hvor der var 42.354 borgere. Stigningen skyldes en nettotilflytning på 32 borgere og et fødselsunderskud på 3 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,iVBORw0KGgoAAAANSUhEUgAAAakAAAA1CAYAAAD7/xTXAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAmESURBVHhe7ZpRrt04DkSzitlIA7Oa+e51Zyfdo0D1wMsUJcoWZSOvDlDINaskS4wgI+j+8X/+kSRJkqQ36efPn+3PX/zzn//+TyJqvfmlv/6WqqU+75HObL3U43qhxx16QUv6SB2V+rxHOrP1Uo/rhR536AUt6SN1VOrzHunM1ks9rhd63KEXtPT9PlKAeeX6Rn0u1Tc6s4B5pVKP64Ued+gFLeU/UhEs+2YB5pUr0eeMGCz3x2pyZi3M87U3CzCvVIl7IYJl3yzAvFKhxx16QUvrH6lZ7e0CzCtXos+rAsz7YzU5sxbm+dqbBZhXqsS9AGa1twswr1TocYde0NK9j1RUZ1g/k2Ew32e930DN1kcZ7wHm+99DJfq8KsBqFpa3wPeZTM3CfP/7tiZnFu8BzLPPHuZnaxbm+6z3G6jZ+ijjPcB8/ztU4l4AmTrD+pkMg/k+6/0GarY+yngPMN//DoUed+gFLe3/SIE7GRD59rmRqV3J4HmUsdg8VaLPqwLMg4D93WA+e45qXsA/W2z+siZnFu8BzBv5japMI1O7ksHzKGOx+d+UuBfArA7uZEDk2+dGpnYlg+dRxmLzvwk97tALWnrPR8oKjGpglGE1UJGZKtHnVQFW88zy0fOs5hmN2aLJmbXvBBmP1cCJDKuBisxQiXsBzOpgNWMFRjUwyrAaqMgMhR536AUt1X2kGNEYrxE+w8aNaiCTYURjUkr0eVUgevY1EPnVmS2anFn/TuA9gOdMDTCf4TNs3KgGMhlGNGaqxL0AZvUR0RivET7Dxo1qIJNhRGOmQo879IKWzvxLygswrwkwDwKrNbCa8QLMC5Xo86pA9OxrIPKrM1s0ObP+ncB7AM+ZGoj8SGC1BlYzXoB5VIl7AczqwGa8APOaAPMgsFoDqxkvwDwq9LhDL2jp3kcKrNZAlAGRn82wGqjITJXo86pA9OxrIPJHz40ow2rAZrZocmbZOy2+xnK2ZuuNyBvVwCjDaqAiM1TiXgA7aiDKgMjPZlgNVGSGQo879IKW1j9Snmx2NcNg/motwo6Jcsy3takSfZ6Jkck0rMfyrNbIZCzet2O2aHJm2TstUR1Yn+VmPmD+ai3CjolyzLe1oRL3QkQ2u5phMH+1FmHHRDnm29pQ6HGHXtBS/iMlbZD6vEc6s/VSj+uFHnfoBS3pI3VU6vMe6czWSz2uF3rcoRe0pI/UUanPe6QzWy/1uF7ocYde0JI+UkelPu+Rzmy91ON6occdekFL+kgdlfq8Rzqz9VKP64Ued+gFLekjdVTq8x7pzNZLPa4XetyhF7Skj9RRqc97pDNbL/W4Xuhxh17Qkj5SR6U+75HObL3U43qhxx16QUvPfaQYVRkrwLxyHeozY8W/k2n43HY9cGYZJzMNnyuVelwv9LhDL2jpmY8UGNXA3QzzGswv14E+g6gGIj+biWpHdPjMglEN3M1EteNSj+uFHnfoBS19n48UasD7R3SgzyCqgcjPZqLaER0+s2BUA3czUe241ON6occdekFL7/lvUiB6jmpewNdG/jE91GfgfzM/EmA1i/XL9IIzC6LnqOYFWM1i/SNSj+uFHnfoBS294yMFrtSsgK/554atHdMDfQbRc1SzAsyzAszbqofPLLhSswLMswLMK5N6XC/0uEMvaOn5jxTI1IGtzbwZPl+qw30GV2oZzwswb6sePLMgUwe2lvG8APPKpB7XCz3u0AtaevYjBbIesLVRnQkwr1wH+wwydWBro3rkAVsr0UNnFmQ9YGujeuQBWyuXelwv9LhDL2jpuY8UYF4TuFIbCTCvXIf6DLIemNWswKxWogfOLGBeE7hSswKzWrnU43qhxx16QUvPfKRGzHIzH9icFWBeuQ70ecQoszpHlLN+mQ6f2RGz3MwHs5z1j0g9rhd63KEXtPSO/3Hi20h93iOd2Xqpx/VCjzv0gpb0kToq9XmPdGbrpR7XCz3u2IIkSZIkvUW/YIYkSZIkPa1ffP0Qv/HRKFGK+rwHndl61ON6PnqsZsfoMJ5Dfd6Dzmw96nE9Hz3e3Ww73xN/kTvf2eZ6Yg/fEfV5Dzqz9ajH9Xz02DcbplcWm10Zx7gy/u47LW2unfNVw9aKPVzZS5SfzTnzGdncCdha7H5W15rJs4x9X2aOxkr2SdgasfaVPczGeJ9lwMizzOZ5E2ydWP/KPmZj7vqej5wfkJlghB2/c64sd99paXPtnK8Stla29sx+MFd2vK1lx3gymRO0dfi13NkTm8/DMmzMbJ4Gm+ttsDWyNc/2kRkzmwO0XEX2Sdg62bpne5mNueszmv+V8eHZ4AYmgCz2eeQ1MB6y3PF2weZ/I1hjphcr+8mOn82ZeefKuqrAGvxa2NpW1jvK7n5ny2RyT4G1+TWyNV/ZR2ZeDzLZ97VcNvsU0Z7Yuq/sxY65MmfG/8r48JXJbS3zuzGbp8EyjNF77tDm2jlfBat7X9lPNjvL7V5XBfb9u9cbZUfvZGMy72yZTO4J7Lqye1nFj5nNsbqmRstls0+wuqcre5m9YzZnxv/K+DBMK4t/btga+z0bA3yNZRg2lx2Toc21c77d+LXN1rq6l0w+yrQ6lCGbq8C/e7aW1bWy/OydmTGMlsnkTpPZn2VlD9gzG2M978+eI9hcb2F1Tyv7wL7ZGOsxvzHzLR85P2A2AfNtzf+O5oPnZfHPwI+xOfv7Ln7ut4H1MVlYLcNozMqcmdyV9e0Ce2GysFoGNgZzMYGRF5HNncbuwcvCaivMxlof72Iakck8hd2Dl4XVVrBj2TyzuTP+V8aHr0xua+z3bExEdpytZebN0ubaOV81s96sEo1dnTOTv7PO3bC13Fnfrv1nM3fWegq2xh3rns0x8rPvb7kdaz0BW+eOtds5rrwj439lfPjK5LaW+d2YzdPIZBq2xvyrtLl2zleNX2tm7aMM82ZzXhnTyGRO4ddyd/079p+Zo9Fy2eyT+DVm1pwZY2sz3zPyLC2XzT6NX2dm3ZkxtnbXZzT/K+PDs8ENTABZ7PPIa2A8xGCeHeN9+/sufu6349eK9XtZ/HPD522GeU2WkReRzZ3Ar8Xuxcrinxs+zzKAeZlxntX8U/g1Yt1eFv/cGOUbM98y80Fmrrfg14m1e1n8c2OUb9z1PR+5zIDvSrah4j7q8x50ZutRj+v56LGaHaPDeA71eQ86s/Wox/V89FjNjtFhPIf6vAed2XrU43o+eqxmx+gwnkN93oPObD3qcT0fPcaDJEmSJL1JQgghxFv58eNfnR8iJQ5Wkd4AAAAASUVORK5CYII=" width="425" height="53" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 9. Ændring i folketal fra 3. november 2025 til 1. december 2025</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 3. november 2025 til 1. december 2025 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> <h3>Beslutning i Økonomiudvalget (2022-2025) den 15-12-2025</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>Orientering taget til efterretning</span></p></div></span> </div> </div></div>"
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