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Økonomisk orientering - februar 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 februar 2026 er der afholdt nettoserviceudgifter for 434 mio. kr. svarende til et forbrug på 16,7 pct. af budgettet. Ved en ligelig fordeling af forbruget over årets 12 måneder, udgør forbrugsprocenten også 16,7 pct. Den aktuelle forbrugsprocent svarer således til den ligeligt fordelte forbrugsprocent. Den aktuelle forbrugsprocent er 0,4 procentpoint højere end forbrugsprocenten ultimo februar 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 orienteringssager herom, som forelægges for Økonomiudvalget på nærværende møde.

 

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 2.599 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger givet efter vedtagelsen af det oprindelige budget. Med en beslutning om overførsel af mer- og mindreforbrug fra 2025 til 2026 vil de budgetterede serviceudgifter stige yderligere, idet stigningen dog må forventes at blive modsvaret af overførsler fra 2026 til 2027.

 

Ultimo februar 2026 er der afholdt nettoserviceudgifter for 434 mio. kr. svarende til et forbrug på 16,7 pct. af servicerammen, hvilket svarer til den ligeligt fordelte forbrugsprocent. Den aktuelle forbrugsprocent er 0,1 procentpoint højere end forbrugsprocenten ultimo februar sidste år.

 

Driftsudgifter udenfor servicerammen

Ultimo februar 2026 er der afholdt driftsudgifter udenfor servicerammen for 91 mio. kr. svarende til et forbrug på 12,8 pct., hvilket er 3,9 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 0,7 procentpoint højere end forbrugsprocenten ultimo februar 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 februar 2026 er der afholdt anlægsudgifter for 15,2 mio. kr. og realiseret anlægsindtægter for 0,2 mio. kr. Dette svarer til et nettoanlægsforbrug på 15,0 mio. kr., som udgør 4,3 pct. af budgettet, hvilket er 12,4 procentpoint lavere end den ligeligt fordelte forbrugsprocent.

 

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

 

Som forudsat ved budgetforliget vil en række anlægsbevillinger blive overført fra 2025 til 2026 i forbindelse med overførselssagen, idet stigningen i 2026 dog må forventes at blive modsvaret af overførsler fra 2026 til 2027.

 

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 ikke foretaget bevilling fra driftsreserven.

 

I budgetforliget for 2026-2029 er der afsat en anlægsreserve på årligt 5 mio. kr. i 2026-2027 samt på årligt 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. Der er i 2026 endnu ikke foretaget bevilling fra anlægsreserven.

 

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

 

Kommunens gennemsnitlige kassebeholdning

Ultimo februar 2026 udgjorde kommunens gennemsnitlige kassebeholdning 270,4 mio. kr. Kassebeholdningen er faldet med 15,2 mio. kr. det seneste år svarende til et gennemsnitligt månedligt fald på 1,3 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 8,7 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 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, som tilgår kommunen 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 28. februar 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 2029

 

I likviditetsprognosen er det 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 med 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.

 

Folketal

Fredensborg Kommunes folketal udgjorde pr. 2. marts 2026 42.473 borgere.

 

Folketallet er steget med 7 borgere siden 2. februar 2026, hvor der var 42.466 borgere. Stigningen skyldes en nettotilflytning på 30 borgere og et fødselsunderskud på 23 borgere.

 

Tabel 8. Folketal i Fredensborg Kommune (primo)

 

Tabel 9. Ændring i folketal fra 2. februar 2026 til 2. marts 2026

 

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

 

Tabel 10. Til- og fraflytning fra 2. februar 2026 til 2. marts 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 februar 2026 er der afholdt nettoserviceudgifter for 434 mio. kr. svarende til et forbrug på 16,7 pct. af budgettet. Ved en ligelig fordeling af forbruget over årets 12 måneder, udgør forbrugsprocenten også 16,7 pct. Den aktuelle forbrugsprocent svarer således til den ligeligt fordelte forbrugsprocent. Den aktuelle forbrugsprocent er 0,4 procentpoint højere end forbrugsprocenten ultimo februar 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>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 orienteringssager herom, som forelægges for Økonomiudvalget på nærværende møde. </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 2026 udgør 2.596 mio. kr. De budgetterede serviceudgifter i tabel 1 på 2.599 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger givet efter vedtagelsen af det oprindelige budget. Med en beslutning om overførsel af mer- og mindreforbrug fra 2025 til 2026 vil de budgetterede serviceudgifter stige yderligere, idet stigningen dog må forventes at blive modsvaret af overførsler fra 2026 til 2027.</span></p><p><span> </span></p><p><span>Ultimo februar 2026 er der afholdt nettoserviceudgifter for 434 mio. kr. svarende til et forbrug på 16,7 pct. af servicerammen, hvilket svarer til den ligeligt fordelte forbrugsprocent. Den aktuelle forbrugsprocent er 0,1 procentpoint højere end forbrugsprocenten ultimo februar sidste år.</span></p><p><span> </span></p><p><span style="font-style:italic;">Driftsudgifter udenfor servicerammen</span></p><p><span>Ultimo februar 2026 er der afholdt driftsudgifter udenfor servicerammen for 91 mio. kr. svarende til et forbrug på 12,8 pct., hvilket er 3,9 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 0,7 procentpoint højere end forbrugsprocenten ultimo februar 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 februar 2026 er der afholdt anlægsudgifter for 15,2 mio. kr. og realiseret anlægsindtægter for 0,2 mio. kr. Dette svarer til et nettoanlægsforbrug på 15,0 mio. kr., som udgør 4,3 pct. af budgettet, hvilket er 12,4 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>Som forudsat ved budgetforliget vil en række anlægsbevillinger blive overført fra 2025 til 2026 i forbindelse med overførselssagen, idet stigningen i 2026 dog må forventes at blive modsvaret af overførsler fra 2026 til 2027.</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>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 ikke foretaget bevilling fra driftsreserven.</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 årligt 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. Der er i 2026 endnu ikke foretaget bevilling fra anlægsreserven.</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 februar 2026 udgjorde kommunens gennemsnitlige kassebeholdning 270,4 mio. kr. Kassebeholdningen er faldet med 15,2 mio. kr. det seneste år svarende til et gennemsnitligt månedligt fald på 1,3 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 8,7 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 Norsfors’ 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, som tilgår kommunen 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="491" height="69" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Figur 1. Udvikling i kommunens gennemsnitlige kassebeholdning frem til 28. februar 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 2029</span></p><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAf8AAAFPCAYAAABDO8fLAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABn3SURBVHhe7d3LceNMmgXQcaa8kBOyQS7IBbUF8kAWaNc7TfRaDih6LwdkAGcuq776s1DgSwRBgHlORAaAROKVgHAB6vU/AECHNgBAF/71r39thD8AdET4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnJgv/r6+vzfv7+3Z4SNoBANcxSfh/fHxsHh8fN8/Pz5v7+/vN5+fntv7Hjx/bupR6MMj8anfMgwIAMK3JP/avoI8EfOvt7W3z8vLy1zgAMJ9Jwz9h3wZ+veU/PDxs3/LbB4MMMw0AzGvyN/+8zb++vv6a+inTCfqUvPHHofDPjimKoiiKMl7OkeXPDv/2e/cJ/5SxugT+09PT77rhQ8KYcw8QAPjTJOGfH/DLR/v5ob+UBH/VJexTVzKdN/62bh/hDwDTmiT8L0n4A8C0hD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD8AdEb4A0BnhD+L87//fzmmtONjBYDvEf4swli4H1sAOM0k4f/19bV5enra3N/fb56fn3/VbjZvb2/bupeXl18143X7CP/1GwvsXeVU310OoGeThP/n5+e2RB4C3t/fNx8fH5uHh4dtXR4IdtUdIvzXqQ30tgyN1Z1q3/oB+Nsk4V8S5o+Pj9sHgbzZ5y2/6hP2Y3WHCP/la8N3WOZyjW0CrNWk4Z8wz5t9wr99s6+gH6s7RPgvVxu4bbmWa28fYC0mDf+oUH99ff39ff287e+q2yU7piyztEGfMtbmWmWJ+6QoinKJco4sf3b453v59ZH+3d3d9gEgb//5wb6MZ1g/FzCsO+TcA2Q6beAv2Rr2EeCaJgn/SKAn/NtAz3g9CJSxun2E//WtJfRbHgAAdpss/C9F+F/PGkO/CH+A3YQ/o9Yc/MUDAMA44c9fbik0PQAA/E3484dbDEsPAAB/Ev78dqshKfwB/iT82br1gPQAAPAP4U83wegBAOAn4d+53gLRAwCA8O9ar0HoAQDonfDvVO8B6AEA6Jnw75Dg+0k/AL0S/p0ReH/SF0CPhH9HBP/fqk/0C9AT4d8JAbebBwCgN8K/A4LtMA8AQE+E/40TaMfzAAD0QvjfMEF2On0G9ED43ygh9n36Drh1wv8GCa/z6UPglgn/GyO0plH9qC+BWyT8b4jAmpb+BG6V8L8hQuoyPAAAt0b43wgBdTn6Frg1wv8GCKfL08fALRH+KyeU5qOvgVsh/FdOIM1HXwO3QvivmDCanz4HboHwXykhdB36HbgFk4X/19fX5v39/dfUfse2C+E/Tghdj74H1m6S8P/4+Ng8Pj5unp+fNz9+/Nh8fn5u6zOeupQEfh4Q7u/vt9MZZvoQ4f834XN9zgGwZpO9+ZcK+kjAt97e3jYvLy9/je8j/P8kdJbDuQDWatLwrzf7eqOvt/yHh4dtXftgkGGmDxH+fxI4y+FcAGs1Wfgn3BPy+RbA0Ovr6zboU/LGH4fCPzum/FkqbMbmKdcpzomiKNcq58jyZ4d/vfG3wV9v/5GP91MS+E9PT7/r8lBwyLkHeCsqZFge5wVYm0nCPyGe8K+S6fzQXz4JSNjnhwFLpvPG39btI/x/Ev7L5dwAazNJ+F+S8Bcua+AcAWsi/BdOqKyHcwWshfBfOIGyHs4VsBbCf8GEyfo4Z8AaCP+FEiLr5bwBSyf8F0jwr5vzByyd8F8YwXEbnEdgyYT/wgiN2+A8Aksm/BdEYNwW5xNYKuG/EILi9jinwFIJ/wUQErfLeQWWSPhfUYW+gLhdzi+wRML/SgR/P5xjYGmE/xUI/b4438DSCP+ZCYL+OOfA0gj/mVQACIE+OffAkgj/GQh+nH9gSYT/hbnpU1wLwFII/wupG72bPS3XA7AEwv8CBD+7uC6AJRD+E3Nz5xDXB3Btwn9Cgp9juE6AaxP+E6ibuRs6x3KtANck/M8g9Pku1w1wTcL/mwQ/53L9ANci/L/BTZspuI6AaxH+J3LDZkquJ+AahP8J3Ki5BNcUMDfhfyTBz6W4toC5TRb+b29vm+fn583Hx8evms3m8/PzqLp9lhD+bs5cmusLmNMk4Z8gf3193by/v2/u7u620wn5+/v7bd3Dw8N2eqzukGuHv+BnDq4zYE6TvfmXvNUn3PMwkBKZTv1Y3SHXDP+6IbspMwfXGTCXScM/b/x5s496CIgK+rG6Q64V/oKfubnegLmcFP4J913fq099Psr/+vraTr+8vPz1lj9Wt0t27FqlDf6x+YpyieKaUxTllHKOLH90+Oetvt7sWwn+Hz9+bH/oL6Ge7+XXw0A8Pj5u68fqDjn3AE/VBj/MzbUHzOGk8E94pwzVW3yVCvX6DYB624+xun3mDH/Bz7W5/oA5HAz/hPSxQX0Jc4W/4GcpXIfApR0M/3yffuyj/rnMEf6Cn6VxPQKXdDD8n56e0uD39/szPac5wx+WwjUJXNLB8M9H/u338+f+FsClw99NlqVybQKXcjD861f3ynD60i4Z/m6uLJ3rE7iEg+GfX82rn97Pm//c3/+/RPhX6LuxsnSuU+ASDoZ/fuAvs/N7/Blmek6XDH9YA9crMLWD4R/53fw0Gfsd/0vLDn735lfLjRVYC9csMLWd4Z+P+lM9LNf42L8N7SkKrI1rF5jSzvDPD/blAWBY5n77zw4OjQV5W9fWwy1wXQNT2hn+SzEW/tAjDwDAVIQ/rITwB6Yi/GFFhD8whZPC/xr/5Ef4wz+8/QNTOCn86+/7z0n4wz+EPzCFk8L/GoQ//MkDAHCuo8K//q1vhrf0t/1hjYQ/cK6D4Z+/55/ZCf8MHx8ff82Zh/CHv3kAAM5xMPwT+vnzvvH5+bn9G/9zEv7wN+EPnONg+Oe/+tV/9nt6evIDf7AQwh/4roPhnz/nm9lV6lOAuQh/GOftH/iug+Ff8uZ/DcIfxgl/4Lt2hn/e+PMxf33UXyXTcxL+sJsHAOA7DoZ//qJffuK/ir/wB8sh/IHv2Bn+SyH8YT/hD5xqb/i3b/ze/GGZvP0Dp9ob/qkeFr/qB8sj/IFT7A3/vOXnj/rc3d3N/sZfhD8c5u0fOMXe8C/5Iz9pko/95yb84TgeAJajzoXzwVLtDf+EfWYd++Y//DXAPDTUzwrU3wmoXx089n8ECH84jrC5vjb02wJLszf8Uz0su77nn4Af/t3/Ydv6E8GRh4ljHiiEPxxP0FzPrrAfq4NrO/jmPyz7AnsY9nkYyDL5V8CR8foEIMNMHyL84XiC5joO9bvzwtLsDf9TDcO//vd/3vbzAHBK+GfHFEU5vSRkxuqVy5QK9rF5bTm2naIcW86R5S8W/iX/DChBX8PIJwj1icA+5x4g9KZChsuqfj62r50XlmSy8E+o18f8+b//+fPA+YG/vPXnBwbzKUBKHhDSJsP6ZGAf4Q+nETKXV318aj9/dzmY2qRv/pcg/OF0wuVyzg1v4c8SCH+4QQLmMqbqV+eHaxP+cKOEy7SmDmwPAFyT8IcbJVymc6m+dI64FuEPN0qwnK/68JL96DxxDcIfbphQ+b4K5Tn6cK7tQBH+cMOEyvfM3W+1PeeKuQh/uHEC5XjXDOFrbZc+CX+4cULlONVP1+wr54q5CH/ogFDZr/pnCX3kXDEH4Q8dECi7LbFvnC8uTfhDJ4TJnypgl9ovS9431k/4QyeEyT+qL5bcH84XlyT8oSMCZV194HxxKcIfOtJzmNSxr+34ez5nXI7wh870GCZ1zGs97t7OF5cn/KEzaw7B77iF4+3tnHF5wh861EuQ3EpoCn+mJvyhQ7ceJnV8t3SMt37OmJfwh07dapjUcd3yscG5hD906haDpIdw7OEYuTzhDx27lSCp4+glFHs6Vi5D+EPHbiFE6hh6C8Mej5np3ET4Pz8/b8vb29uvGuBYaw2R2u+eA7D34+f7biL8n56etsOHh4ft8Ovra/P5+bkd53ve399/jf1jrG5qzt381hggtc+9B59+4LtWE/4JnuxmBcPr6+t2usbz5v/x8bGdTttMn+LQMll3tjO1feu91DZbOe67u7tfUz/D9/7+ftsXGWZ6rO5Ypx7Dd84d51tLgAi7cfqEU60q/B8fH7clEkIpeRjIG3/GK2QqQBJSaV/z2rb5FkGFWebVeIZp9/Lysm2b5bOe1GW9Y/NiuHyrXSafUmTbaZu6fesdm7dr+ai2+9oPZZk2/NO22tX4WF3r2P2rPhou30rbtIusp/oh46mvdTGtNYRH7aOQG6dvOMWqwj83/wRjwjolQVLhGxVi1bYNi7yBDtvWvKzz3//+9+/QSX3qImGW6Vrn2LzsSwVau80yXKba1j7sWu+ueWPLR7Xd135M+rG0+1/rHqtr7dtetW/7KG1yPsa07VOqLg8W9WDDZSw5PATbcfQTx1pd+Cc0KsQSWpnOMPMqxNq2CY3U582xphM+P3782LapMgz/4fhw2M6r+mjHS7tMOz/7VfPaNsO6dl5NR7t81Lx97ce09Wmfvopaz1hda9/22nVU/dg6Subl/Lb7tK8901lqcAi001R/6TP2mTT8h29lmc5Nu33LG6vbZxj+UdtJQKSuQqXePqttvelnONa2xjP/P//5z+/1t9uq8eGwnZc32nqrbddb2mVqHdGGY9tmWNfOq+lol4881GR6X/sxbX3aZj2RY8rb91hda9/2al67XKbbh4lWbStth+ezDJdhOksKDSH2ffrttk1xbicL/9yc29UkoOvm335kO6w7pMI/DwvD0ElItG/zFVDVNgGTAEl9vflnOqXmZb8z/O9///u7bbutGh8O23mR9WQ/Uobh1LardUS7rbH1js2r6cjyeXCp48/+Z96+9kO13xnW+Ui76pcyVlf2ba/mZT+zbNbR7sfwgaRdV9pmuq2L4TJMZymhUfuxhH1ZK/13W9qviSnO7aRv/u1NOTfrumHXm9tY3SEV/kuW0Mxx5ZjSB/WJA6zRFDeWc1x7+7ek+lJ/rk977toylYuFf4K93oAr6MfqDllD+Cfs80lCPto+5tMMWLopbzKnmPoGx0/6dR3qPLXnqx2f0sXCv/0ebwX9WN0u2bEq2T1FURRFUf4p57hY+Of7tPlecuR7vQn7sbpDsoPA/C7xtjFUbzVzbAufACxJe+1f47xMFv71sX5KffSdj8IzXW/7MVa3j/CH67j0DelaN73e6e/raq/7a56LSd/8L0H4w/Vc4ua0hBtfz/T9dSztuhf+wE5T36yWdgPslfNwGcN+bafb+iUQ/sBeU9ywlnjz651zMo22H3eVJRL+wF7n3sCWfhPsXXt+nKPjDPts2G/D6SUS/sBB37mZ7boxskzt+XLO/jTsmyprJvyBg0652bU3x2OXYVmcv5/afri1/hD+wEGHbnztzXFfO9alp3PaHuuw3CLhDxxleCNsb47DedyWWzvPw+MZlh4If+Bou26UNeS2Dc/9ms772L6n9Er4A3CyucKz3UZt85zCT8IfgG8ZC9dDpYzN+25p7ZvHP4Q/AGcbhu53C/MQ/gDQGeEPAJ0R/gDQGeEPAJ0R/gDQGeEPAJ0R/gDQGeEPAJ0R/gDQGeEPAJ0R/gDQGeEPAJ0R/gDQGeEPAJ0R/gDQGeEPAJ0R/gDQmYuG//Pz8+/y/v6+rXt7e9vc399vXl5ettOHCH8AmNZFwz8h3/r4+Ng8PDxsx9sHgn2EPwBM66Lhf3d3tw34hH7kbT9v/pH6PAAcIvwBYFoXDf8EfUI+nwBkvH3bF/4AcB0XDf9SQf/6+vr7e/31MLBLdkxRFEVRlPFyjix/kfDPR/31MX8+/s/05+fn9lOA+jQg04ece4AAwJ8uFv6RkE9pQz7jw7p9hD8ATOui4T8F4Q8A0xL+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANAZ4Q8AnRH+ANCZq4T/+/v7r7HDhD8ATGvW8P/6+trc399vnp+ft8NMHyL8AWBas4b/29vb5uXl5a/xfYQ/AExr1vDPG3995J9hpg8R/gAwrdnDP2/8cSj8s2OKoiiKooyXc2T52cI/gf/09LQdz0f+r6+v2/F9zj3A3uiv0+iv0+iv4+mr0+iv05zbX1l+tvCPhH/e+B8fH3/V7OeCOI3+Oo3+Oo3+Op6+Oo3+Os25/ZXlZw3/U7kgTqO/TqO/TqO/jqevTqO/TnNuf2X5RYc/ADAt4Q8AnRH+ANCZ1YZ//jrg2J8JHtbtatcb/XW8fX1wbH/11I9T9FdPdvXBKX2V+szvwVT9xZ/ODv/61b05fXx8bH9bIL818OPHj83n5+f2xA//dPBYu1Z+1TBt57TW/sp06lPm+kJaSl/FKf2V6aqf0xr7K9dSplPqN4HmssavxQzbtmk3l1vor7Tlp7PCv75wI5388PCw7eD6/f3U5ff5U58Tk45PXYVHhpnetWz+IFDWvy9sav6hPx08XE8ullzM2eZcsv219tec/RTZ9ql9VfW13xlmetfyh/qrnXdsf9VNaG7Z9qn9lbo6vgwzHbuWv0R/tfL1uGvdU8t2puivXcse6quo+af0VYYVwmNtLyXbXWN/teNz9tcanP3mn5MYdfONu7u77TCdXjfC+sJOqYuoTsyuZXOR1AUzJstl+xm2J7ndRrTtooI/av/nssb+ikynTbbR1l/SqX0V7bGc01/DPji2v+oGmOmUXGtzObW/2uNoj2/X8pfor5J11v7NZYr+2rXspb8Ws/6Utv7S1thf+XqswM/DRtu2d5OFf25yGU/nVl17Ymq8ravpQ8uOycnNBVM317TNk120yw7bRaZzgaZNPiKqJ9A5rLG/WnN+AZ3aV8PxDDN9an+N9UHaHtNftc3IcM5AO7W/2rp2v+fsr5J+2nXjv5Qp+uvUvoqxa+bYvkq7CrPcw+Z8k11jf0U9kNc9n58mC/90ak5E1A2vPTE13tbVE+KhZYdykrPd9iSnfdYXOdkJqbF2Q7X/c1ljf6W+pO1cN5xT+2o4/p3+2tUHaX9Mf7XtcoOq8Tmc2l9tXfVVHFq+dW5/RdrWduY0RX8dWnbo0DVzqK9qfuT62rWdS1hjf7XyADD3A+aSTfrmX09XdWJSVxdqjeckVbuc/NQfWnYo9dlulWqXZXMR1UW1q12rtjeX7EccOuYaX0J/5Qum3Ye5ZB/i0PG24+f2164+iCx7TH+17bI/c8k+xKHjrfGxvqr5c/ZX2lzjppx9iEPHW+NL+FrMPrRt13Z9HVp2aFc/ZNlj+itq+/VpAT99O/zzxZonsPq+Dfvpr+Ppq9Por9Por9Por9v07fDPU10+csmFwWH663j66jT66zT66zT66zad/bE/ALAuwh8AOiP8AaAzwh8AOiP8AaAzwh8AOiP8AaAzwh8AOiP8AaAzwh8AOiP8AaAzwh8AOiP8AaAzwh8AOiP8AaAzwh8AOiP8AaAzwh8AOiP8AaAzwh8AOiP8AaAzwh8AOiP8AaAzwp+b9PHxsbm/v998fn5up19fX7d1Y1Kf+UPv7++b5+fnX1OnmXqdWSbLHmvX9nfVl7H9O7TPWefj4+O2zcPDw3Z6rP7r62tb38r5ybycq7bN09PTti7Ljxmbn2UzvWu5U7a1q23Gczwpp5wPWBrhz03KjTk389yso27WCaS6kWeYm3zCMG2HN/NMJxheXl5+B2aWyXTWVyEXmd/W1bqjnTe2zmjbZ1j7mPZZtt2/qstw2K7a7DqmdjsZzz61+1LridqPtm5MOz/j1edt/dvb2+g6av8j87NMSvoosl9tP8Wu+TmObCfGlmu3leX3bWusbeRhAG6B8Ocm5WadMKkArGBpb/CZl4DL9K7wz80+w8xPu7TPdM2LhE5K6mrdGc82h/NquQxrnW37aEOw9quGh+oSvAn0fcdU28l47UuWy7DmZx0Viu0yY2o9aZP1VAC3y1U/7JJ22d+EbsazbIxte9f8DMe2PSb7mXO5a12tahs/fvzYttl3LLAGwp/F+t//vyy/U6Ju5Llp5+ZdN/mES4Iqw9S3bYfa+hrPcgmpjCcIIoFT4VchUe2H88bWORzPsKYzPKbu7u5uu50M6yEj9UNtfTue/ayHlPRL9U3sWlfJ/PZBJPuQfsp4+ijT7frGtOvItjKs+uG2d82vc1P7v2uf81BTD12HttW2jWwjUu8BgDUT/izWWLAfU6K9kWeYYKybfG7cCYd9N/1o6yscM11vl8NlKuhjuM6aN7bOaOszrOkMh3Xt9od1pV1fq60fG88wfZMQHftUYsxwfo6zvsVR9e36dskxpH0NI8sMQ/bQ/Mj8bH9ouB/71rVvn9vlYI2EPzepDZ68reUSrzDIG3i9tUemE1j1MXdJ+/qYN/Ozntz0q23eaCMBkaBIXW2ztj+cN7bOyD5kfbXetBurS/t6s23rap9Sn+Ddd0zDfWzH27osPwzxsVtF5ueY0r7dZrtc7WPW18p09rmOMftdbbNshtVHte1d8yPrqf4utVyCPeNZJiXnZte6xtoO97XdLqyN8Kc7uZGnrEUbMhlPQEaCqMbXTpDCvIQ/3cnb+1rDJmGfN88Ef44D4DuEPwB0RvgDQGeEPwB0RvgDQGeEPwB0RvgDQGeEPwB0RvgDQGeEPwB0RvgDQGeEPwB0RvgDQGeEPwB0RvgDQGeEPwB0RvgDQGd+h39GFEVRFEXpofxr839Q6qHF11jefQAAAABJRU5ErkJggg==" width="511" height="335" alt=""></p><p><span> </span></p><p><span>I likviditetsprognosen er det 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 med 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.</span></p><p><span> </span></p><p><span style="font-style:italic;">Folketal</span></p><p><span>Fredensborg Kommunes folketal udgjorde pr. 2. marts 2026 42.473 borgere.</span></p><p><span> </span></p><p><span>Folketallet er steget med 7 borgere siden 2. februar 2026, hvor der var 42.466 borgere. Stigningen skyldes en nettotilflytning på 30 borgere og et fødselsunderskud på 23 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 2. februar 2026 til 2. marts 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 2. februar 2026 til 2. marts 2026 opdelt på aldersintervaller (pct.)</span></p><p><img src="data:image/png;base64,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" width="255" height="157" alt=""></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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