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Økonomisk orientering - juli 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 juli 2026 er der afholdt nettoserviceudgifter for 1.543 mio. kr. svarende til et forbrug på 58,0 pct. af budgettet. Hvis forbruget fordelte sig ligeligt over årets 12 måneder, ville forbrugsprocenten udgøre 58,3 pct. Den aktuelle forbrugsprocent er således 0,3 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Den aktuelle forbrugsprocent er desuden 0,4 procentpoint lavere end forbrugsprocenten ultimo juli sidste år. Det korrigerede budget for 2026 er hævet i forbindelse med budgetrevisionen pr. 30. april 2026.

 

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

 

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

 

Som forventet ligger forbrugsprocenten for politikområde 14 Psykiatri og Handicap højt, hvilket ligger i tråd med den orientering, som tidligere er givet. I budgetvurderingen fra august 2026 er der redegjort nærmere for budgetudfordringerne på det specialiserede socialområde.

 

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

 

Kommunernes serviceramme beregnes som det oprindeligt vedtagne budget for serviceudgifter for 2026 tillagt korrektioner i årets løb som følge af ny lovgivning samt justerede pris- og lønskøn. Fredensborg Kommunes oprindelige servicebudget udgør 2.596 mio. kr., som i løbet af 2026 er opjusteret til 2.628 mio. kr. Den korrigerede serviceramme er eksklusive kompensation som følge af fordrevne fra Ukraine, da det er uvist, hvilken fordeling af merudgifter for så vidt angår ukrainere der vil tages udgangspunkt i ved en eventuel regnskabssanktion. Dette skyldes, at kommunerne er udfordret på forskellig vis, hvorfor modtagelse, indkvartering og håndtering af fordrevne ukrainere medfører flere udgifter

i nogle kommuner end i andre. Hvis kompensationen på landsplan på 1 mia. kr. i 2026 fordeles med DUT-nøglen for 2026, udgør Fredensborg Kommunes andel 7,0 mio. kr.

 

De budgetterede serviceudgifter i tabel 1 på 2.662 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.

 

Ultimo juli 2026 er der afholdt nettoserviceudgifter for 1.543 mio. kr. svarende til et forbrug på 58,7 pct. af servicerammen, hvilket er 0,4 procentpoint højere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,7 procentpoint lavere end forbrugsprocenten ultimo juli sidste år.

 

Driftsudgifter udenfor servicerammen

Ultimo juli 2026 er der afholdt driftsudgifter udenfor servicerammen for 416 mio. kr. svarende til et forbrug på 56,2 pct., hvilket er 2,1 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 2,4 procentpoint højere end forbrugsprocenten ultimo juli 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 juli 2026 er der afholdt anlægsudgifter for 116,0 mio. kr. og realiseret anlægsindtægter for 0,4 mio. kr. Dette svarer til et nettoanlægsforbrug på 115,6 mio. kr., som udgør 44,7 pct. af budgettet, hvilket er 13,6 procentpoint lavere end den ligeligt fordelte forbrugsprocent.

Anlægsbudgettet for 2026 er reduceret betydeligt i forbindelse med budgetrevisionen pr. 30. april 2026 samt genåbningen af budget 2026.

 

Administrationen forventer, at 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 blev der afsat en driftsreserve på årligt 5,0 mio. kr. i 2026-2027 og på årligt 12,5 mio. kr. i 2028-2029. I forbindelse med genåbningen af budget 2026 blev driftsreserverne nulstillet.

 

I budgetforliget for 2026-2029 blev 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. I forbindelse med genåbningen af budget 2026 blev anlægsreserverne nulstillet.

 

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

 

Kommunens gennemsnitlige kassebeholdning

Ultimo juli 2026 udgjorde kommunens gennemsnitlige kassebeholdning 209,8 mio. kr. Kassebeholdningen er faldet med 95,0 mio. kr. det seneste år svarende til et gennemsnitligt månedligt fald på 7,9 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 11,6 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 31. juli 2026

 

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

 

I budgetvurderingen til budgetseminaret i august 2026 indgår en likviditetsprognose, hvor der bl.a. er taget højde for, at modtagelsen af kommunens tilgodehavende ejendomsskat er blevet forsinket med yderligere to år – fra ultimo 2026 til sent i 2028.

 

Folketal

Fredensborg Kommunes folketal udgjorde pr. 3. august 2026 42.537 borgere.

 

Folketallet er steget med 39 borgere siden 1. juli 2026, hvor der var 42.498 borgere. Stigningen skyldes en nettotilflytning på 42 borgere og et fødselsunderskud på 3 borgere.

 

Tabel 8. Folketal i Fredensborg Kommune (primo)

 

Tabel 9. Ændring i folketal fra 1. juli 2026 til 3. august 2026

 

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

 

Tabel 10. Til- og fraflytning fra 1. juli 2026 til 3. august 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 juli 2026 er der afholdt nettoserviceudgifter for 1.543 mio. kr. svarende til et forbrug på 58,0 pct. af budgettet. Hvis forbruget fordelte sig ligeligt over årets 12 måneder, ville forbrugsprocenten udgøre 58,3 pct. Den aktuelle forbrugsprocent er således 0,3 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Den aktuelle forbrugsprocent er desuden 0,4 procentpoint lavere end forbrugsprocenten ultimo juli sidste år. Det korrigerede budget for 2026 er hævet i forbindelse med budgetrevisionen pr. 30. april 2026.</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="225" alt=""></p><p><span> </span></p><p><span>Det høje forbrug på politikområderne 2 Erhverv og Turisme samt 15 Beredskab kan bl.a. tilskrives, at en række tilskud mv. udbetales forud. F.eks. udbetales driftstilskuddet til NSBV kvartalsvist forud.</span></p><p><span> </span></p><p><span>Som forventet ligger forbrugsprocenten for politikområde 14 Psykiatri og Handicap højt, hvilket ligger i tråd med den orientering, som tidligere er givet. I budgetvurderingen fra august 2026 er der redegjort nærmere for budgetudfordringerne på det specialiserede socialområde.</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="504" height="86" alt=""></p><p><span> </span></p><p><span>Kommunernes serviceramme beregnes som det oprindeligt vedtagne budget for serviceudgifter for 2026 tillagt korrektioner i årets løb som følge af ny lovgivning samt justerede pris- og lønskøn. Fredensborg Kommunes oprindelige servicebudget udgør 2.596 mio. kr., som i løbet af 2026 er opjusteret til 2.628 mio. kr. Den korrigerede serviceramme er eksklusive kompensation som følge af fordrevne fra Ukraine, da det er uvist, hvilken fordeling af merudgifter for så vidt angår ukrainere der vil tages udgangspunkt i ved en eventuel regnskabssanktion. Dette skyldes, at kommunerne er udfordret på forskellig vis, hvorfor modtagelse, indkvartering og håndtering af fordrevne ukrainere medfører flere udgifter</span></p><p><span>i nogle kommuner end i andre. Hvis kompensationen på landsplan på 1 mia. kr. i 2026 fordeles med DUT-nøglen for 2026, udgør Fredensborg Kommunes andel 7,0 mio. kr.</span></p><p><span> </span></p><p><span>De budgetterede serviceudgifter i tabel 1 på 2.662 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. </span></p><p><span> </span></p><p><span>Ultimo juli 2026 er der afholdt nettoserviceudgifter for 1.543 mio. kr. svarende til et forbrug på 58,7 pct. af servicerammen, hvilket er 0,4 procentpoint højere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,7 procentpoint lavere end forbrugsprocenten ultimo juli sidste år.</span></p><p><span> </span></p><p><span style="font-style:italic;">Driftsudgifter udenfor servicerammen</span></p><p><span>Ultimo juli 2026 er der afholdt driftsudgifter udenfor servicerammen for 416 mio. kr. svarende til et forbrug på 56,2 pct., hvilket er 2,1 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 2,4 procentpoint højere end forbrugsprocenten ultimo juli 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 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" width="511" height="125" 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 juli 2026 er der afholdt anlægsudgifter for 116,0 mio. kr. og realiseret anlægsindtægter for 0,4 mio. kr. Dette svarer til et nettoanlægsforbrug på 115,6 mio. kr., som udgør 44,7 pct. af budgettet, hvilket er 13,6 procentpoint lavere end den ligeligt fordelte forbrugsprocent.</span></p><p><span>Anlægsbudgettet for 2026 er reduceret betydeligt i forbindelse med budgetrevisionen pr. 30. april 2026 samt genåbningen af budget 2026.</span></p><p><span> </span></p><p><span>Administrationen forventer, at 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,iVBORw0KGgoAAAANSUhEUgAAAbAAAABoCAYAAACQVKXcAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB+4SURBVHhe7Zy/rjTLVcXvAzhG8gv4BSyRITkjs4RIr0TmxCIgILHkzATIpM5MQkBoSElITAy5SS4hT3E5v55Z7fVtdnXXzHRX9ZxvL2mpu6t2/dv/qqbnzPnmA98Xi8Visfgu/O6777gu+P5P/vTbYrFJfGThj39WnMmywXxWLFyDNzssSJNWsSjiIwszRyqOY9lgPisWrsGbHRakSatYFPGRhZkjFcexbDCfFQvX4M0OC9KkVSyK+MjCzJGK41g2mM+LxsKP/uKX3//4279brln9p+PNDgvSpFUsivjIwsyRBlDBCb38h3/+t2s59173KXnBxPnV8YlYcP+NPGrD+d2//+f3gGtW/+l4s8OCNGkViyI+sjBzpAFUcAKVEfjC7//rv7//wZ/99RdtPiUn2qB45xOx4P7LvfMXv/mXtM2j1Bhcs/pPx5sdFqRJq1gU8ZGFmSMNoIIT8MxmxaYFss3LP5llG5tOxDr9chWzcm87lRNtULzziViI/rvFZ303bmCSi3202sdyl4Uqi3X0n7V1mazuZd7ssCBNWsWiiI8szBxpAGMC+O2//sf96fsvApQgkSwb2x/+53+X+3jKdRkP/Fa5t53KiTYo3vlELMiXQFYPj/Jd2v36n/5tqRd889hrzzXKApXRl+bG1WXU9qd/85t7yR/7hpSrn5d5s8OCNGkViyI+sjBzpAH0ICGgBQ9MNjLh53//z2tZlgi8PwUy9a1ytZvOiTYo3vlELLhf6ROJiI8e6btcJauDHv08095lefZ50neU40pMCj/52T+sMiJ9RB3AKLfLmx0WpEmrWBTxkYWZIw2gBxJBJ/gGRhAIHhAEp6AyDziVbZVfhhNtULzziVhw/+XeiQ+f5btshoJi5ZH2KgM8t+bpbX0DY+Pk0yDz0PhckYtUX9282WFBmrSKRREfWZg50gDi4AInuPiMTCu4PIhjfzFwWuWX4UQbFO98IhbcX7P6s3zX26vfR9qrDPDcmmdsy6tCfXp0MB+1eZk3OyxIk1axKOIjCzNHGsAYSHzRLfCJjE3MT37+6kKvUZCL/Sng9soh/RO0OklO4UQbFO98Ihai/0ae5buvfoJTGeC5Nc9Wn3pdqM0s1r/Emx0WpEmrWBTxkYWZIw1gDCRIAAl6H8/rCkDAU//tL/9xeQa+8bQCrlW+VzeMk2zAiZrT86Ffwh9IDjTMD/ongx5ma1Nf6XqfiAX5Dsjq4VG+S3t0wNwFX0erPesVGB/6pyjJ0T/QPH0c+ozfcSEjsCYf8yXe7LAgTVrFooiPLMwcaQD1JXMMOi9XkBI0JAOVIxN/5Kx2XHvK9+qGMbEB61bCjfTE9QpZN+Ca1c8mNhdYdybTYrY2IV3vE7Eg39nT3xG+S3sOdNxzpc9MLraH6E7t8B3JQsmwQbERqZx7bWo8M19fA6SfOI+XebPDgjRpFYsiPrIwc6TiOCY2IEEIvnnBr2UDe+UTWLa2Tf1VLPw/6pMaOsvqT+HNDgvSpFUsivjIwsyRiuOY2MA3sFjn5OTsn9Z4teP1quOqU7YSuCd5NgvqkPXNYqu910V5qDLvW6+nYrtI5qB+oObUO2a2gW2O+5XHAjZCx6K+pwPYPWtzCm92WJAmrWJRxEcWZo5UHMfEBj0bGIlY4HWOkg6vfpR01I9/76Gk7nUkdvoQlOR72uvZywDPPkdeQTGO4O0itYEJ2px6xtyT87KVX3ksYCf04uTQMXTzgjc7LEiTVrEo4iMLM0cqjmNiAxKIQPJ2clqGgn+i0PcWbGaxHzYo2sfNiava+yb2THuX9znSLsp4uxYFtd8bM5Zlcl62smLhGrzZYUGatIpFER9ZmDlScRwTG3hSJnk79bpH4F7tqBe8nyxpZ3Xenn4fba8y0JrjVp+RAvPieW/MWJbJednKioVr8GaHBWnSKhZFfGRh5kjFcUxskCVl54gNjD/zfrS9ykBtYMWHebPDgjRpFYsiPrIwc6QDyKsmEo+/4jqSZ/c/jIkNsqTsfPQVYpa0szq+pwJ859WSEbM6lYHWHLf6jBRqA3ue2AH9QT9I9DCLMfV1Stzd7LAgTVrFooiPLMwc6QBuJowDeGb/WeCexsQGWhuIdSJzE/b+iCPTker0RxzavIB+ZLvV3n/MyvjQ/9gDGe+Ten/O+owUmB/PPWPCbN5bazk7Fl7hq77on4Slx15mOhNSPb7Kmx0WpEmrWBTxkYWZIx3AzYRxAM/s/+y5f8HEBkpaewmHjcplt/6M3stjnf7MPf7l2VZ7SHJUO076koeSYTNUmb+W1KfELQreX8+Y2byzspUnx8IrfNUXX/kElo2tvlI9vsqbHRakSatYFPGRhZkjHUB3foJISdKDaCvRQJVB74NEnQVXJpeNsZX4KdepXp9OoOoP50UT5xlE7wI2ymTER2Rf5gmx4H7nm3i2ibBWfFAytNHm/IovarMXH429LMaydofxZocFadIqFkV8ZGHmSAdQzq/A43WPIOfPAkRlQGXIC1u/J+qRI1EI1MdXb/RRG9gxjAlUenWbRaqN7AKwSyZ7GE+IBfdjve4UPPm7P8pn8UXav+qL0qXgbTU/t4XPeU/Gyw7jzQ4L0qRVLIr4yMLMkQ5g5ugexC0ZlQGe/SS+FYCcWIWWnPfln7qUJHTSj32fyhNtMJtxA4P6fq1Fb4M9Tt+84AmxkPlQ9P+Wb0P55xG+KPgYWb8qA3syXnYYb3ZYkCatYlHERxZmjnQAM0cngAQSVSajMsAzcgL3UU5te+RchmSiRBk/GcS+T+WJNih28oRYyHwo+n/LZ51H+KJQG1jx0xAfWZg50gHMHN0D2L/QdxmVAZ5bQR7b9si5jF7XOPVqJ/Z9Kk+0QbGTJ8RC5kPR/1s+6zzCFwXGV1nWr8rAnoyXHcabHRakSatYFPGRhZkjHcDM0fVn1HziacmoDPDsrwb9u4PYtkfOZeIfBvA6R6+39P2L+j6VJ9qg2MkTYiH6J4z+33rtDfUKseWL+LgfurYo1AZW/DTERxZmjnQA5ej68lnBC7RR+BfY+qJbr/OA+vLvDrj3vjyQvLwll31pLjkFeJyXB/7hPNEGxU6eEAs9/g/ZgAT5I20zf3VfVP+S26LgftwTe9kYj4z7MG92WJAmrWJRxEcWZo50AP2EyKcd7rMv5Xl1ojpOpGrnweZykATg/bscdS6ngPPfHTEHAlhykP59bt4PVPnhPNEGW0TX6JykiY4gSYzyKEt5RNTJI/1Jt5KD0Y5DeUIssCbAVb6W+T+M/ogcOlJ95ost/88oqK24F3vZGI+M+zBvdliQJq1iUcRHFmaO9ElIYhAI0kxmOifZgCQEuJLI/BMCz1GO0zn6hDqpU/dof9oM6YMkSB3MNrphPCEWfAPL6kfxLWJAvNlhQZq0ikURH1mYOdKbkkRIAhWVaGcnkU1OsgH6iadowT+tCsirzD+RqaynPxKoQGJ12ak8IRZmb2CKBX2HBi6l84w3OyxIk1axKOIjCzNHelPGDQz6q5hLcpINYjLzk7qSLroT0KVkuRf0yamnPx0o+KEufVAO2dimJtcTYuHUV20d9FiYrt9e3uywIE1axaKIjyzMHKk4jhexgW9KetVEEhSoz2SRUbkz609g06IdyV1gU4t9DGPFwjV4s8OCNGkViyI+sjBzpOI4XsAGcSPRaf3ZDazVn9Dqa9qn5YqFa/BmhwVp0ioWRXxkYeZIxXGcbIPWZgO5F1qbjsrErf4E/45tbzMcwoqFa/BmhwVp0ioWRXxkYeZIxXGcaAP/Ywz+atA3G5FNCPimozJ9tyXu9eebleroA/D9mMsOZcXCNXizw4I0aRWLIj6yMHOkAez93ZAnRcE/DcDevkT9rkaykE8OmezpnGSDqFfXBdTrPP9DDtp4O3/l19uf5NiwfCP0voazYmGVhVNj4Y40aRWLIj6yMHOkAdRpnCuvjgg4Qa+SJEOy48QO9ZdsHrg9fYmeQAlU6mErwE/nJBuQuLT2jP7pSUkR/ULu46erR/rjXuXT9O6sWLhOLNyRJq1iUcRHFmaONIAEWDzpCXpdJXiA+ilUZT19QRKvEBPwNE60QfHOioUv5KfxZocFadIqFkV8ZGHmSAMYg4ZngdcYnOgFD1ruBZ0U9/pSuU6svLqiH70yyT5RDONEGxTvrFi4TizckSatYlHERxZmjjSBHowEEa8yhFbQxlcimQx9qVwgUGnLSVUgkL2PYbyQDb5aVixcJxbuSJNWsSjiIwszRxrMGDycAJ8N2qwv1Qmt/jjpqnwYL5Q4v1pWLCy8RCzckSatYlHERxZmjjSQrSDjKrSCTGXiVsBCwb8L2EsCp/MiifOrZsXCwkvEwh1p0ioWRXxkYeZIg+hfQvPXUjHICDzgQaYyf58P9/qCHqCqpx/AdwJRfggvkDi/elYsLGWXiIU70qRVLIr4yMLMkQbQgwwQPE5eYfiX18h7G3/F0dNXlCVIPQFMeWUCJyfO4gcrFq4TC3ekSatYFPGRhZkjDSBBwmuKFnUqPPo3SJBn1U3/HdJEGxTvrFhYeIlYuCNNWsWiiI8szBypOI5lg/msWLgGb3ZY8EejFIvFYrH4HlyQVRSLxWKxeGUuWG8KhQa+cJjCNJQN5qNi4RpYbVDGKOyhgvYaKBvMR8XCNbDaoIxR2EMF7TVQNpiPioVrYLXBmcb46Z3vhp9/8Me3225kbX70QcrhDyl4U1TQXgNlg/moWLgGVhu0jEHCJfG+sgH97s53Azph7Y8gtvnJByn79Qcp/6sPvuNmDlhHy0/OBn747Qfliz/4YAbKqUcOxgMDhwvVbfXTAnOYbb9ZNnCgg63D2F79np0y0KbHB0ZgZiyAHj/s9dUevcpWWX/EFHluBlYbtIzxiw/KWD1OluFr2sCQ909gv/2gr/1ddQHkB6MhH9QhAP1l/khwuRx0GZ7/8EH68374hNwD+kV+tv2YwwygS/SGTzOH+KZhr17Ys1MGbEQb+nbb7bU7C4wNZ6DHD3t9tUevxMvvP0g9V++TzQ753hg6Goy9YL0JoByHI/BZQAR1kAVrF4+Oy4LjotmxkYXavSmnL8q4+kkg9s99HMf79DrN0ZGV+Rj65MS9Y28ePjb9ozfp7lfhGbqjbK1f86VM448G+mj5yZnAd1i7I/qj7LUVSFkdAUmw7wEZZAlm9+UZmGEDgK/Kb5lDjL+9etBjpwwkWOjADj22OwOsYYYdevzwEV/t0avbkquvmzHgLKxzyYxB0qCcpIlTkjQiWCwyKAwZFs6zNiWAjCtSfbFw3VPPlfaU8UyfjK1TgupQOM/cC8gqqdGv7kEcH8SyOIbW4WP0zMOf0R/z0Fy2NjD1TZ+U+/oBz7STnuFoMD84Glmykw4F9ILd/RCTtYugHfbcAvWyBf1GXxqNGTaIYA7ZBiW06p+1E/1xcHPQFj+YAeYz2g49fvior/bo1W3pGxi5i3vlqBlYbbDeGFi8gluTjSdhZFCYg2ff1ZFxRUaHVd8ozkE/KBdlxiTj8lKqBwxK1ThxfBDL9sYAPTLxOY4Tn4Wsb8rkXLSJeh4N1gZnA50wD23+QHNDh+ifK89uCwE/oRz9IrOVQOkHX1aQ0i6z30gw59lgDh5vEa16ymGPnRxZf7ShfAa0jlHo8cNnfLVHrxw4yD2Uc1WfXLUfcKU+7g9nY51nNIY2FQ9ulBMVwvNeWSZDvyQiFi2FyalFtaMuKpkyZAQU6334vLPxY1nPGL0y/hzHic8C7eL6SbCSbbUbCeYIZ4IAYQ4xUCiLtpFsPCEih37RN37T2sC0UbpNsAF24d430JGYbQOQ6dvRqs/KW3ZyZO2wAeUzwLijxu7xw2d9lTY9esVGlCvu+AStfNTa4EZgnWecMMEdFcIGRpkrg8nGCcey+MwiUawnbPqNCRzKuaOSNTeHXktonqqP44NY1jNGr4w/x3His0C71vpBq91IMEc4CwQK42cbDuXSlYCtKI82c9BnS6+0i/ZAtjawfb226p+1U9YOG2CLGWA+cAR6/LBHJsMzeuWgQb3s5bbjOkovYB3LB2WCPGcJlYkT9AJKigkglvmzFhhPW5RxioggWVHH2A4vwzjRQD6m3wvxpBDHkA68bG8eID7HsbO5ADlahJJ1q91IsDY4GthC649+I2RvB3QqFfx7WaHVLvNFgI2uYIfZYA5KWhla9T12AtEGtIMO+iFHzQDznWmHHj/MZI7QK/16vdv6EhsYOzLPWbJg8i7LYqOSYpk/a2Pgmb708VNOjDJVrqSu+VDGM/I8cw+kNG/LsxIWV7XXePTtc/QxJONjgL15gPjsawdap/rQxquN2vXim1rsZwaYHxwNjYsuIgX0J5tSToDRxk+XPGMz6R5ZyvwTHfbQWBnUbiaY3wygG9YPmYMOuEpee/Wgx06ZDRQfinHZTvEzGowNZ0E62EKUOUKv6sP3BuVL2nPdm9eRWG2w3nwAZ3KHcrAAJqoFZrKxLD6zeBI5/VAuZXDlmXLojs89ZbTTJsizgCHUJ9dogNg+zglEGe59DmBvHrFNNo5edUL6EDQv1e31Mxqs1f1kFKSPjA7XX+YD1LvukXX9A8pYYywXsMkV7DADiv1I+elevbBnp5YNeEaedpntRmJWLAg9fhhljtArfWZvMmin9iOx2mCmMR4FDs98M0WOxFXmMQqs9Z385BnoJHpllA3m4x1j4R30+ihWG8ggxWKxWCy+CxdkFcVisVgsXpkL1ptCoYEvHKYwDWWD+ahYuAZWG5QxCnuooL0GygbzUbFwDaw2KGMU9lBBew2UDeajYuEaWG1wpjH4nQCcBX6XcMSfdx7Vz7uigvYaKBvMR8XCNbDaoGUM/u6fxO2/vH4UtB/547YI1nbEn4/GfkZuzLMPAYD1t/zkSuA3gfK5yD3g7/y5MbL4PM9XwzvYQHhFn/weibaz/T7D7Fhwn45sAX1yAN+yBzKUqz7+Ro/fi8GrYLVByxgsgl/OU09ieAZ7ij0bGCka4hmgA9/ARq5rtg4B62/5yZWAvZkngca9cwv8ns/bYWue99qNxjvYALyiTxKp/tPNbL/PwLxm2gEdRipXt8DGxZzZxJDP7IGutbHF/vS7160fOo/GaoPMGEyUchwRZ2JBEfpkgIx2dk/yICZfNkLaqJx7xqKcMSjj6htm7J97f52Hcr1PZLRp8eyyPXMGXo88upCcnqHGZL7PrA1sra81liBny/qmLURG/T8LzeHqYK3M0wOzB/o3Uw70id6uhHewAXhWn9q8kCUWXvHZs3C1WFCu9jwXgd5j3kHPnvs8bhRHAna40qcvsM4vMwaT1Q6MYpBBUQ4WRTnOxoIl5wtFxp0QhSFP0qYNiqUNpD1lyPDMJqQ+VUffPEvxMh79UK/NQPUuC3rmHMfUs/rBETA+pB4yD+ofWRuIY8X1tcYCakubrO+4Vvgs6AdeHayReaIv1o8NsMceaIM+HdLnlfAONgDP6BO/xm74K0Dec8dVwBquZAf0taenmLuVNz3v8axY4ao1ElPY5WpYbZAZg81LSTRbLEBpUXGxLD63FBmdncSjTx+ah+BlJPisvcaJ7eN8QCzbGxNk/Ty6NvDsWCBri6Op71a7Z8BY8CrQ2kSdLtG5NmvY8qEIZJB30OZKawbvYAPwqD6xG77rOQZ5+r0aWMNV7ICOmYvrvgdseuR4z1nkKfpC51wVM8gxDrLaLLnqoDwLqw2iMaQUn6AW7JDjOmJZfKZPnJQkrjrG0olZZCzVxUCgzBOSkpTa0L8ME2XVvyOW9YyZ9fPo2sCzY4Gsb8okq7IjQL/wKkBnTg/ECPwj+m4Ea4t2wAZXWjN4Fxs8qk/VyWchNlPZown6TDCn1jpGA92Qmx8B8uSNTKfkMOym3I9d1D95jXvqs/1gNFYbRGMwUTmOyIIpc6dUnSOW+TMOTh/0z25PX5AyEr+eRRQcxwSUeYIH9I0c/VAvpUfZOD8Qy3rGjG2eWRt4Zixhr+9Wu2fAWPAdgS735i5dOmiH318J72KDR/WpxOlUouV+64AyGqztCnbQJ6Ze3SCHPskJPW2wCZuUNjPGwhaA62wdrOP7RJgsz1liZPHaGECWIGOZP2vRrjyN5/0CynkPiwLZFATJK8GTrOMrOsZTG5cFcX4glsUxtZF6P9R7MD6zNrC3PhDHErTOOKb6ztb6LJgTvDrwW3QgoBt0HG2A3ryMe3QsXaqd2+EKeAcbgB59RhtEIHuU/x6JK8QC+mQOW/7p+lV+esSfae/y2C/7jmwW1vF9IkyYiWaIO36WIGNZ9kwfXHFwrmwQsZx7xtPmIVnJSbGq97bMn3LgskB9OGKZj6lxYz8yoOqzNbTKudem62NRL9m9sQB22Opb/R0B+oVXBwHruuI+bvLSuR98pEt8R+24ersr4B1sAPb0mdkgghigzdXAvGfbYe+1eNSv5ow+IzOw4cX+6Ut9cPUcNQPMYcF68wEWrgQZgfOxMHfCKBvLWjL04ydlwDPl0KFx1U+mPPUZx4rjUB9lsrI4ZuwHSAYKyGeyrbWBnvVlYwmtvrN1PQvm5H5yZbiuoh0An9Jawd+y31XwLjYQWvrcsoFAm6P890hcIRb2fDTqV/GQMQN9Z/1TRputsUdhtcE7BQXKY75XdOwjcNX1Mad38pMt8Ols6+R/ZZQN5uMdYuGd9duL1QZXNgaJ3D/uMldOF58F77I+5nVlP3kErVPnO6BsMB/vEAvvrN9erDaQQYrFYrFYfBcuWG8KhQa+cJjCNJQN5qNi4RpYbVDGKOyhgvYaKBvMR8XCNbDaoIxR2EMF7TVQNpiPioVrYLXB2cbgDxX4UvGz/uXg14AK2mugbDAfFQvXwGqDLWOw8YjPQn9dx/XdsbUZf+aNembQ6rcnkN94ObwuMrODyz/zWxbZGM7ALBsArX1Pby25R221BW/7jB1fwYxY6PG7R3xTci06VBZjD8imo20AVhu0jKFfXotxYb34TBvY1lo+0zoj5AMj4f4n3UL+24aCiR98u4xT/5UfENzqgx946r+WcN+bPGM8zMDocfWjcH7aoXVn/4GhR67XVi2QJPmvKrTHbmo7+vdOWsMo9Pjdo77pund6e+KCe4+XqGu1ueQGpkmL2f8t066vJKBn3621SK6CHF70JOJ13o/Dx4lzyBBlvH0GnSxchjbSCVfVg606IevzXSAfGAkSHrp0/WseSo6eFLdAECJDf0IM2C3EBNHT5gyMHhedoyfXVdyYQI9cr60yEDtqO/t3ks+u4Rn0+N1Rvhnto3ymzSn2rXEzfxiBdS4+KcGThU49MO60clgSBKcoLRr6P5XlmauArBxe9ZLhSj9KOvEkrXKusW0LktuaJ2B9kuXqc4Bqo3qNuVWn4Ka8ta6rQ+saCewSN3rNQ7r1oNPhIPooiO2A2mKPLShQsZ3beQZmjQu07r2E1ZLrtVUG5SBsANR+BrSGs9Hjd0f5pud75aXYl3IYeicuuVfsYEfK6WcU1rn5JAX9U1QmyOS4h9EptShPDCjTyzIZB4t259YYUhLEUP6MQwt7/YNMJs4TaHPRKS/OYWusrM7b+7rebRPTGmaCANE89DZANhFVz70HkwIdyrb4EHJbSdQTBHZzP52BWeMCrTvmgIiWXK+tMkhW8oofSL8joXHPRI/fHeWbno+48gxiX8qXxIs2Sw6Zulc9ffQeTF7BOrf15g4WQBn0YNfkHHJEroI7J8hkWLgWDP2eMXXCUjnG8QTGvZD1H5HJqAwC7x/niHNQwuM+Gyura835ldPSDMyeKz7pPuK6dPhhC3nB7YgPK2BhKwHio5Lhnj50sIM8jwhUB+POgtb97AYW0bJVhqxP5SSopDsCGvMs9PjdX9rzq77puYh2gsrRueZEbpPduNcnN9lPcjpgngnGWbDe3MEGQhlUImcRXiZkSVtlEEQZLRrKIRlDZSgDWSfKdBlXNPWUcW0hk1EZBD1zUBuuEVlda86uz3fAzLnGzcv9LwtS2UHz9UTp/uZ9Zv0wDn05fePjubX5nQXGnQWtWzpsoSXXY6sWJEMMCh5DHltnQ2OehR6/+9X9uiXT45uen1y3AnuB+qeeWOQeeeyp9pSB+HwmGGfBenOHFMFVk9ek4+RUnpVBEGVcaXI8/9SXKR5l+cbHTi9kc4jIZFQGQat/wY2XjZXVtfrU6VEnl6tDaxgN7N7avABlMTFKHv8F7m9uA0+A2EkBCVsnem8zA7PGBVr3sxsYZXu2ApkdFFseLyRUjRX7PRMacyR6/K4l0/Jr7j3Xt3zeoU9Ysi198qycF5/PxLrO9eYDmiCMSTxzmCxpqwyCKENb1dMniyahe6LSa0SdRqQwyXBlftSrjc8hIs4BqAwK7gT0Hefgn04Zn3qhVaeP9pqzy5E43wGa70j45g/lEyIBpzrZyl8ruW6j30CV6XWH7OTJNKKVJEZh9LjoWPrWutETz67fHjmV79kqs4P7An6A/fScfXI4Exp3JHr8riXT8mvXP/bogTY8bXYeg9hEY2Hjs8E4C9abD6AEkrUnegEnUh1OBHAent2JVKY+Mhk5MOUsWgtmc/M5QJ61YaIwxlYd90pEPLfQM0+BuXkdZA4KMh8fOlp19Mk6VU7/WtM7AP26n4xAtEEk9mjZKtMtPiafg+53QMG5FXzUqf0MjLaBx3wkehd65Hpt1bIDct4e+9HnaMyIhR6/a8lk+nR7YYMesEEhz9WBXZTbiK9ot7Ow2mC0MY6GDNRriMLjQL/v7idbIAhZH750ZXxmG4B3sMM7xcK7+PUzWG3wLsYAGIRTl+gfg/WxtnA8pOPPCj45s75Rp8dn8ZltAN7BDu8UC+/i189gtYEMUiwWi8Xiu/Cbb7777rusolgsXowVq8XijbdY+Oab/wNvFbxHxO0ATAAAAABJRU5ErkJggg==" width="432" height="104" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Bevillingsreserver</span></p><p><span>I budgetforliget for 2026-2029 blev der afsat en driftsreserve på årligt 5,0 mio. kr. i 2026-2027 og på årligt 12,5 mio. kr. i 2028-2029. I forbindelse med genåbningen af budget 2026 blev driftsreserverne nulstillet.</span></p><p><span> </span></p><p><span>I budgetforliget for 2026-2029 blev 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. I forbindelse med genåbningen af budget 2026 blev anlægsreserverne nulstillet.</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="442" height="53" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Kommunens gennemsnitlige kassebeholdning</span></p><p><span>Ultimo juli 2026 udgjorde kommunens gennemsnitlige kassebeholdning 209,8 mio. kr. Kassebeholdningen er faldet med 95,0 mio. kr. det seneste år svarende til et gennemsnitligt månedligt fald på 7,9 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 11,6 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="490" 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,iVBORw0KGgoAAAANSUhEUgAAAf8AAABBCAYAAADfRq0PAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABXeSURBVHhe7Zyxjiy7cYbvA+gF9AKKBdxYgDJlApzfWImgwIETAcrswJBSZXLiQKHk1IkTObZzObkK9RTH+83OP/i7UGRzesjemT31AYXpJotFsrpY7O7Z2W/e+FJSUlJSUlLy+eX777/n88KXb779RUlJScl6URLK6kq2Ur4al/LTmCimruRKJSUlJbNFySerK9lK+Wpcyk9jopi6kiuVlJSUzBYln6yuZCvlq3EpP42JYupKrlRSUlIyW5R8sroH5Uf/8Jsv3373L5fPrP6HP/unL7/81z/eBN1Mb8+O5Ac/+dVFD8F2pvOQvLivsCH/RMF3Uf8hWbiPneErF/fbnu7dopi6kiuVlJSUzBYln6zuoPz8H3//Bf76t79/+cv//t/t2BMniVSQoKX369//+S47EjYv6QA2o87D8uK+oq3403/9z0aWbGpZ+QNydlxhS/Xyk9uZIoqpK7lSSUlJyWxR8snqDgpJ97f//p+bcyDBqoxj+O43/3Y55+lKcKx2e3Yk6DnoRp2H5cV9pTJQ2TJZsI+d6Su/iZh+Y+SimLqSK5WUlJTMFiWfrO6g/PQXv9uceyLl3BMyddITStx7diQ8jYGe6ICE7jpT5MV9pU0OqEemv+6XLNjHzvQVT/lAbGEXHd08TBXF1JVcqaSkpGS2KPlkdZPEn8o592SbJenWxh3tINrwldjFq2z+UVb7Sq+v9ToblvkqK58oK30leBugGwFA19s+LIqpK7lSSUlJyWxR8snqJognZCXOI0k6s8MTHLCRUR91lnyP/aK+yoQbJvEK3/m7rPaVkB38I7iJkt7Dopi6kiuVlJSUzBYln6zuQfGEyQatV8z3JumWHX+SlQie2Jb9cVZW96Cs9hWSvbYWbnuKLNzHzvCV8K8IRHYTcVgUU1dypZKSkpLZouST1T0gvcSKiCy5etmenShiaoKWvLivYpl/R05b131YFu1jZ/lKfzjoN5BCXzFNEcXUlVyppKSkZLYo+WR1B8WfwEisJF3KED196o/0/vAf/3051yvo1l9ct+xEEa+y+Y/McZavvA7hGHpfDRyWBfvYyBxn+YoywTE+AvTjjcJDopi6kiuVlJSUzBYln6zuoJCA4+t4ib4vJYEqoQrq/Ql0xE6UvfqH5MV9xSbmethc4idkwT52dlxxM4At1XEjMXXjRxRTV3KlkpKSktmi5JPVlWylfDUu5acxUUxd8YKSkpKSkpKSzy0XsoqSkpKSkpKSzykXbgdFURSL2SSfokv5apzy0xibmCqnFUVxFpvkU3QpX41TfhpjE1PP4LRfvsm374cPg60fvh9emGn7CPTNGJCi+NrZJJ+iS/lqnPLTGJuYik77+Ztos0K+exPfTEfAxj0bLmPwzXG0faaHLS+LtiOab5zjvXPI+Omb0P+v36Q3hqL4WmA9IKth7bHmkGwd79X3+MGb0O7evHgvZ/lKMKcee/UZR9oc4Uw/Ca4/80NGY+hIm5lsYio67U9X0QB/+ybo3DNQtR8F+64/2j7T49wXZbQdwcZf34R5OvfOIQMbbPxFUbzDeow5Zzasu7+8CeuX9Ud/vg736nuw8dOWNquT9xm+0makOUX26jOOtHmUs/oRXHv6JG6YK8d89jjSZjb0iVy4HVzJNr2sjAvMWwHKfRHwxMxmqjZq96M30TnCuXAntNpHWnp83rv5U48tn0drzpTFPkBvCqTzz2/i43PbLTvRBuckGz45P/IWpiieiU3yWYSvNdAbOLFX30IbP+sR/WhnNmf4SrlGD3mRvfqMI20e5ax+BHHgN4yKIWKkxZE2s6G/m6+i07JNj0Gz8QgNmokgHLMggM9sU9YG5kGBHeDY9R7Z/LHli9JtZ/jmzLFQuaA/bGVzBvTxk9q1Nv+enWiDcj//w5ugXxSvCvF7dgxrzbXYqwff+AH9z7D5C+bS62uvPuNIm6Oc1Y+gv3j9szLnSJvZ0B9y4XZwhY1Gmw2iDcnvTtjU/GYgLh6174FNNjOgreuPtIdMD1vuzGg74jY41g1JtI0dLXzI5sxm7rTG17ITbTAP6tz3/sakKF4N4tnXzUpYW3rQiGsT9upF3PiBNquT9pm+Uq5psVefcaTNUc7qR9BfvP5ZmXOkzWzoD7lwO7jCBqRNS8JmrxsANh/asGhUrwWkTSrb9IC2LCDZRA9o6/qt9pFMD1vuzGg74jZox7jAyzVnt8sxZdqMs7HEsj07UR9/UseYSE74zm8EiuLVIJ6RM1CuIXe1Nv9evUCHMfMp4Zy85zcEsznTV8pDLfbqM460OcpZ/Qj68zwOWZlzpM1s6A+5cDu4km1igB6Brg3MN3+Jvo/ONjEWGJuY2j3j5g+Mj7caXv5Rmz/gO/xOcsJnujkpileEWEfOhLzkazWyV88aZV26oF+bf58jbY5yVj+C/pifk5U5R9rMhv6QC7eDK60NCD0FOsf+2h984UQbCgJ/akUHAepcPxtDRqaHLXdmtB2JNpQIuFnxcsp8oTN/ykQ2ltb4WnaysbjP5Mczg6UoZkL8+rpZQVwfWjfKUXv1grWorwEjZ6zDM3wl5IMWvfqWn/ZszuSsfkR8W6S/g/N8Hf0y0mY19HfzVXQaG5A2IYk/pYMGrad4Pt0OZZyrvTZUvuPnXH+4JpvSFbF9i0yPc1+U0XYkbrjgdgUbNmVcPIRj38QzO1lZz07U1+KRn6kngIriVSGekZVgXzfvWmOsIbFXD9wIUO65xOnVzYI+kJWQm/GDcjjHiNirz/y012YFq/0UUW4mfpib5ikyv+y1OQP6RC7cDq6wETEgl+yujgvMUyv1tOHckR29IVBAIDiGem16lMWFFNu3iHoc+1gy2w7tYz13Ylk7n0M232wOWd8tO5k+vpJudh2K4pXYJJ9FsH6VFxDWkLNXD5Rzs92C+pgDZnOGrzwXuYi9eo6jn/barGC1nzJ8njFvU5bFT6/NGWxi6iOcVhTF18km+TwxvBngBuEjeQVfPYOf4Nn89Cx+iWxi6tmDqyiKz8Mm+TwxPJl9NK/gq2fwEzybn57FL5FNTOmkpKSkpKSk5PPLhdtBURTFYjbJp+hSvhqn/DTGJqbKaUVRnMUm+RRdylfjlJ/G2MTUKzqN71P4S8reX+M+G/zxx1nj5ackz/jHJs8M1yb7q+9iLpvkU3QpX41TfhpjE1PRaWwc2lgRfqt5b1Jcufmw8fN/B/jZ28yfSsR5S2ZtCIz7rABl3M/wByerfToTrs1H/PTma2OTfBbDT/qItwjx57HJWhn5Ryu6gUf2foI8g/LVOB/tJ4e5879s0MN3PeSjKKv2z01MRafRMRs+iRDRpsXvE0fBxqrNZ5XtOG/JSKCPID+ewUr/38Nqn87kWcf12dgkn0WwYRF7rb6oIylzzXmI4GdZlPUgjtFDX20oW0n5apyP9hOQP+Qf5o3PaNcDnSjY/7DNP24c6MQyv7vxOgIFff1XQAT49AnJmYJ21COUZ3dM0bbsZW11LNm7+0SntWH2xkZZ5geQvuqjr6HVXn0ybtnwQOKYBaU6dAVltMde1lZofIi3b81X59iT7R7Ut3wq7h1DNm8WWkwu3Kyio5tW2Wv5kzI/39MHjW3UH8X7GsjWwUxIwiRRrl3WV7zJU8JtQQxR79dfbe55KLoX7PfGNYPP5KuV7PkJyBnkgkcgj3ADsQrGfht/nAgJzBM2FxEdv5jUU+Z3dp6cdaeHsxBA3+3GIKJfNnV0qPP+RLStYMraIhwjJGn64sK1iPN2WmPjvOUHr6MNNny+0GsvffVJUDEGIBC9jnmpDtSWcurxF+e+kOmH/lp9x/mOzCeCDu1a3DuG1ryzhIMO9oTGq7buT6COcrGnTzn19/ijePfRWX7iuoz0pWvZomWHMo+Z2WB/ZPwz+Ay+OoOenygnf+nhhE/PSXsov50WU3EiSrp8KqGxeTqUkfQEx26HdgSJQ72XRSdmbTIyvZG26CAtqPN5I74RZfZ7foh1tPf5Qq997FP+0h0oxx5YvrHHtgoq7+ueviHqZ/OJYKflU7h3DL15szmz2AT9etxGe+5P4JgyMaJ/rz+Kdx+d5SddsxbEInGCTsxxjtaPPzyozGNmNtjvjX8mn8FXZ9DzE+XkIfICehxTNvrGAx+Td1bCeG7jjxOhcz1ZMxjqlfBAk+epCl2EY8r8STwmbuqzZCqyNhmZXlbGWAhA3YXRF58tqNO8JdpkMvs9P/zs+omOoL3Pt9eescc+pS+b1Ku9xi1iW0BXZdEWeNle3xDnk4Gdlk8zm16WzQFa89aNA7HqNxFib05+DD392BZG/FG8++gsP+k6tSAW0SFJE0899PZQ61UbocfAbMpX4zyDn7I54oMsj0X09nKlj4A+buOPE4lJTxdbNwAapF4pu0gn2gDaZMlUZG0yMr1YpjEydgKRvhSILXr9Z3U9P/z4TajjWNDe57vnx9gn5dEmNtjodIe553/dsatvtyX71MX2LPyoH+eT0fPpvWNwWvMmyeBP2vobBoj21Jf6j2Pp6R/1R/Huo7P8pGu2B/ETr2cGerr+il/F3grKV+M8g58oJy85vTzm8CCDrIYx3sYfJxIHywVj4/SBxXMg6YpW8vU2MVmOOinTi2W6QB5sszd/6PmB/r0NetHXvfatOWlB8SlURznEtroTd3+wUbqOXutBNt+R+UR6PoV7x7A3b/RpTxkJx+n5E/wYRvS9fsQfxbuPzvKTrlmE6+ZrgTWHXhYznteEcqJf/xW8iq9afoIzfXUGLT8BDyP4QpCX0FXOgMxXshnjbwX0cxt/nEhMeqBJaNCcc0FJtOjzqaQNeu1KnZzhZejqqU1k/WZkerFMARfHx3GLXv+tup4ftOGqHD2fL/Taxz4VIHzqeqgdx36zpTJs61hP/QIbGpfGQBnEvmFkPpHMjnPvGPbmrScMYisS7bk/wY9hT/+IP4p3H632E3HCddE14RgRXq7juD6Ur5SQZROhvBfXs6AfZCWP+ir6CT7KVyvZ8xPEfWfEV4BufAhcBf3ffHU7uMIkszsQyj05gsoyfcqoQ0eoDCchbq/VbyTTa7XFvvpAx8cS6fXfqwPq6SfqcK756jgjax/7lL/4FJzHMlBb77+FbDit+coenyzoGDuRlp3IPWMA6WfzYuGxyCJ7/oz29vSBesr4HPFHEZLPInStoji6drFccFPpCdltnsUr+Cr6CT7KVysZ8ZMgd1BHGyfzFWS6q9jE1GqnFZ8Tnq7PulsdhbtsNv+P4Bn98Yxsks8TQxy1kvtZvIKvnsFPUDE1xiamdFJSUlJSUlLy+eVCVlFSUlJSUlLyOeXC7aAoimIxm+RTdClfjVN+GmMTU+W0oijOYpN8ii7lq3HKT2NsYqqc9tzoYunnMvF8Jfxxivob/UOVM8c3myPzPco9frpH99nRXIp9ylfjfISfyBGSe/5a/2i7GWxiKjpNv0/03zCSdNQo/h62mIP8HhO8/K7yeL4SglP9cTzCmeObzZH5HiXz02gMvDKay0rIUeonu44kXH6ZIR2E814ixveu77IqVmR/JSO+4idq/KW69HxvyJBeJqtiGNtnwU8f5Q+tWWRvbzzabibq88Lt4IoGpQvsCfEzJJ9nRX7f8/GZ18Kv/WiCO3N8szky36NkfhqNgVdG816BXz9Jdh31j1r000z9wzHlvAyuiWyexcr+RnzFZqW61n/wG4EbCG16q2Ib22ehdap/MOa+7N1AHm03E/V34XZwRQPkkwFJOf6Gmbq9u2eVs7hklyDgToeJaxFSxj9GgCNtQO0UXO5YjkHnbhvxO6+9eamsZwPoU0lFwtgz3I6EMtC55hXPAT94X25Pcx+5Xiz2R+2orOef6BeupduQffeX/jsWgt6MccyYb4b0RmJROt63hDLQeYwBn9vIGjkyl9mo35Vk/hZZnZe5vxx8L52zOKO/nq8UK3w+Apud+mDNrQDbZ8Ba0VzcXyqL+4A42m426u/C7eCKkgmfOibJRJRgdEeoC+wJm3NEwYOuyjTZ2MeRNiCdkYSb2VZQal6yo3mpjfR7NvhU2ehF1ZzUr5CdmPh1TlCR5CnTmHyj1NxHrpd0Ruw84h+H8WsDlk0SsNpoY8Ie57I7Yxwz5pshG2rTi0XpwL0xkM2tt0Y0l14MrEbjXEnmb9Gqa+kLfC8dCX5r6c9A/ayk5Q9QOfNUjtFN5ii+lmNczwT7Z9Dy194cj7abjfq7cDu4oqThomQh4lMY+IanyelcE8scoEVFUMGRNjDSbk/H5yVcB3Tc68fLSNDYbT1RiKObv49Zm1oc08j1uteOcB3Qcc8/+AK/xFjjXCjZKNFIZ9Y4Zs03Q/U9H0QdOBoDmX3qONca8bn01uxq1N9KMn8I5q463Tzd6wds0FZtFD+zkf2V9Hylcq1BPlu6LRTTxKHibgX0cQYtf6ksrl1xtN1s1N+F28EVXSzu9vyJwjcvJZbYVmWanM5HkhQCOr6nDei8125Px+1mAjru9QNxY0N8c4scTfw+ZtGbl7On07OTCehY44s2PNHy5Elcya77R7HHk6ueHrSRzRiH2xA9nUxaqL7VN0QdOBoDmX3qVAbxXKhM7VaTjWE2mT8c4klvQRBfq57nevhNxCrfyf5Ker7KylUWYzTD9w9uPldCH2fQ8pfKWn452m426u/C7eCKFoISsS8M3bmNPkXoXBPLHBCTko7vaQM677Xb08nmFVF9rx9BIuFuWa+1Mx1xNPH73bgYmVe8Xm5HOiN2Iqpv+YdynQuVKeYA+9LT62nZnDGOWfPNUJtW3xB14GgMZPapUxmMxMAZqL+VZP7ooVjwN4kR//oEPD5X+U72V9Lzlco9HrOyDPePr+tV0M8ZtK67yoiljKPtZqP+LtwOrigB6YJ5gvDvBnXnrCDIvj9Uu3uSlI7vaQMajxapJ3e103nPtuzwWk9JkjrNa8RGxMeCPzP0GjEuFLVTf/Hcg0pfz7h/4rzULl6ve+0c9Y9vQtwcYUM249z91Srivnt0HLPmm6E298QiHI2BODfwuQiNS+2+xu/8Ix6PrhuvBceKAUT1K32nca2k5yvFkF7ZZ3msFbMqd92V0M9ZMFf6Y/2A+1A5IvPLSLvVqL8Lt4MrGqAP2l/fMCnwBeB1PgmV35OkdHxPG2AjIUgp49N11E7nPduMn4sjWwjHmrfKejZ8kUjYCFSfwQKR7xH5X+fqL54DdpXYNVbpaeGNXK/oQ9ef6R9tOght9WbEYw48MWdPXo+OY8Z8M47EIhyNgWxu3qcYiYHVxDHNxP0QRX4B9w2CD7hmjq6f2hEDWmOIYmCl79TXCu7xlXyBsA7dV9FP4LYVo6uhr7NgnWrevl7J+yLzy0i71ajPC7eD4tPgNx9F8Uy8QlySpBnjmW9EMp7dV8/iJ/gIP7GxS/wmcM8vrXZnsImpj3BasQ4CT08ovafTovgINsnnSdHN85lPZBnP7qtn8RM8k5+eyS+RTUzppKSkpKSkpOTzS1EURVEUXxfffPP/OW3SYx7Yp9sAAAAASUVORK5CYII=" 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 31. juli 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, efterfølgende tillægsbevillinger samt budgetrevisionerne pr. 30. september 2025 og 30. april 2026.</span></p><p><span> </span></p><p><span>I budgetvurderingen til budgetseminaret i august 2026 indgår en likviditetsprognose, hvor der bl.a. er taget højde for, at modtagelsen af kommunens tilgodehavende ejendomsskat er blevet forsinket med yderligere to år – fra ultimo 2026 til sent i 2028.</span></p><p><span> </span></p><p><span style="font-style:italic;">Folketal</span></p><p><span>Fredensborg Kommunes folketal udgjorde pr. 3. august 2026 42.537 borgere.</span></p><p><span> </span></p><p><span>Folketallet er steget med 39 borgere siden 1. juli 2026, hvor der var 42.498 borgere. Stigningen skyldes en nettotilflytning på 42 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,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" width="466" height="53" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 9. Ændring i folketal fra 1. juli 2026 til 3. august 2026</span></p><p><img src="data:image/png;base64,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" width="298" height="104" 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. juli 2026 til 3. august 2026 opdelt på aldersintervaller (pct.)</span></p><p><img src="data:image/png;base64,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" width="280" height="155" 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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