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Økonomisk orientering - marts 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 marts 2026 er der afholdt nettoserviceudgifter for 625 mio. kr. svarende til et forbrug på 23,9 pct. af budgettet. Hvis forbruget fordelte sig ligeligt over årets 12 måneder, ville forbrugsprocenten udgøre 25,0 pct. Den aktuelle forbrugsprocent er således 1,1 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,3 procentpoint højere end forbrugsprocenten ultimo marts sidste år.

 

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

 

Det høje forbrug på politikområderne 2 Erhverv og Turisme samt 5 Fritid og Idræt kan bl.a. tilskrives, at en række tilskud mv. udbetales forud. F.eks. udbetales en række tilskud til kommunens foreninger 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 blev forelagt for Økonomiudvalget på forrige møde.

 

Budgetforligskredsen orienteres om situationen på de udfordrede områder på møde d. 20. april. Herudover vil udfordringer være genstand for drøftelser på budgetseminaret.

 

Forbrugsprocenten for politikområde 12 Sundhed og Frivillighed er også høj, men dette skyldes udelukkende periodeforskydninger og skyldes således ikke merforbrug.

 

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

 

Fredensborg Kommunes serviceramme for 2026 udgør 2.596 mio. kr. De budgetterede serviceudgifter i tabel 1 på 2.620 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger givet efter vedtagelsen af det oprindelige budget, herunder overførsel af mer- og mindreforbrug fra 2025 til 2026. Stigningen i de budgetterede serviceudgifter pga. overførsler må forventes i en vis udstrækning at blive modsvaret af overførsler fra 2026 til 2027.

 

Ultimo marts 2026 er der afholdt nettoserviceudgifter for 625 mio. kr. svarende til et forbrug på 24,1 pct. af servicerammen, hvilket er 0,9 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,2 procentpoint højere end forbrugsprocenten ultimo marts sidste år, hvilket indikerer en overskridelse af servicerammen for 2026 – hvilket i al væsentlighed kan tilskrives udgiftsudviklingen på de specialiserede socialområder.

 

Driftsudgifter udenfor servicerammen

Ultimo marts 2026 er der afholdt driftsudgifter udenfor servicerammen for 155 mio. kr. svarende til et forbrug på 21,0 pct., hvilket er 4,0 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 3,8 procentpoint højere end forbrugsprocenten ultimo marts 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 marts 2026 er der afholdt anlægsudgifter for 36,4 mio. kr. og realiseret anlægsindtægter for 0,4 mio. kr. Dette svarer til et nettoanlægsforbrug på 36,0 mio. kr., som udgør 8,8 pct. af budgettet, hvilket er 16,2 procentpoint lavere end den ligeligt fordelte forbrugsprocent.

 

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

 

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

 

Bevillingsreserver

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

 

I budgetforliget for 2026-2029 er der afsat en anlægsreserve på årligt 5 mio. kr. i 2026-2027 samt på 15 mio. kr. i 2029. Byrådet har den 31. marts 2025 besluttet at disponere over hele den daværende anlægsreserve på 15,0 mio. kr. i 2028 til udskiftning af tag på Endrup Skole. Der er i 2026 endnu ikke foretaget bevilling fra anlægsreserven.

 

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

 

Kommunens gennemsnitlige kassebeholdning

Ultimo marts 2026 udgjorde kommunens gennemsnitlige kassebeholdning 260,3 mio. kr. Kassebeholdningen er faldet med 34,1 mio. kr. det seneste år svarende til et gennemsnitligt månedligt fald på 2,8 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 10,1 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, 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. marts 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

 

Likviditetsprognosen i figur 2 er udarbejdet i forbindelse med budgetrevisionen pr. 30. september 2025. Der er i likviditetsprognosen derfor ikke taget højde for den nuværende udgiftsudvikling på det specialiserede socialområde. Såfremt merudgifterne ikke håndteres ved modsvarende budgetforbedringer, så vil prognosen alt andet lige blive forringet med akkumulerende 65 mio. kr. årligt.

 

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

 

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

 

Folketal

Fredensborg Kommunes folketal udgjorde pr. 1. april 2026 42.448 borgere.

 

Folketallet er faldet med 25 borgere siden 2. marts 2026, hvor der var 42.473 borgere. Faldet skyldes en nettofraflytning på 23 borgere og et fødselsunderskud på 2 borgere.

 

Tabel 8. Folketal i Fredensborg Kommune (primo)

 

Tabel 9. Ændring i folketal fra 2. marts 2026 til 1. april 2026

 

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

 

Tabel 10. Til- og fraflytning fra 2. marts 2026 til 1. april 2026 opdelt på aldersintervaller (pct.)

 

Bevilling

Sagen har ingen bevillingsmæssige konsekvenser.

Kompetence

Økonomiudvalget.

Indstilling

  1. At orienteringen tages til efterretning.

Beslutning i Økonomiudvalget 2026-2029 den 20-04-2026

Orienteringen blev 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 marts 2026 er der afholdt nettoserviceudgifter for 625 mio. kr. svarende til et forbrug på 23,9 pct. af budgettet. Hvis forbruget fordelte sig ligeligt over årets 12 måneder, ville forbrugsprocenten udgøre 25,0 pct. Den aktuelle forbrugsprocent er således 1,1 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,3 procentpoint højere end forbrugsprocenten ultimo marts 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="225" alt=""></p><p><span> </span></p><p><span>Det høje forbrug på politikområderne 2 Erhverv og Turisme samt 5 Fritid og Idræt kan bl.a. tilskrives, at en række tilskud mv. udbetales forud. F.eks. udbetales en række tilskud til kommunens foreninger 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 blev forelagt for Økonomiudvalget på forrige møde.</span></p><p><span> </span></p><p><span>Budgetforligskredsen orienteres om situationen på de udfordrede områder på møde d. 20. april. Herudover vil udfordringer være genstand for drøftelser på budgetseminaret.</span></p><p><span> </span></p><p><span>Forbrugsprocenten for politikområde 12 Sundhed og Frivillighed er også høj, men dette skyldes udelukkende periodeforskydninger og skyldes således ikke merforbrug.</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>Fredensborg Kommunes serviceramme for 2026 udgør 2.596 mio. kr. De budgetterede serviceudgifter i tabel 1 på 2.620 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger givet efter vedtagelsen af det oprindelige budget, herunder overførsel af mer- og mindreforbrug fra 2025 til 2026. Stigningen i de budgetterede serviceudgifter pga. overførsler må forventes i en vis udstrækning at blive modsvaret af overførsler fra 2026 til 2027.</span></p><p><span> </span></p><p><span>Ultimo marts 2026 er der afholdt nettoserviceudgifter for 625 mio. kr. svarende til et forbrug på 24,1 pct. af servicerammen, hvilket er 0,9 procentpoint lavere end den ligeligt fordelte forbrugsprocent. Til gengæld er den aktuelle forbrugsprocent 0,2 procentpoint højere end forbrugsprocenten ultimo marts sidste år, hvilket indikerer en overskridelse af servicerammen for 2026 – hvilket i al væsentlighed kan tilskrives udgiftsudviklingen på de specialiserede socialområder.</span></p><p><span> </span></p><p><span style="font-style:italic;">Driftsudgifter udenfor servicerammen</span></p><p><span>Ultimo marts 2026 er der afholdt driftsudgifter udenfor servicerammen for 155 mio. kr. svarende til et forbrug på 21,0 pct., hvilket er 4,0 procentpoint lavere end den ligeligt fordelte forbrugsprocent, men 3,8 procentpoint højere end forbrugsprocenten ultimo marts 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 marts 2026 er der afholdt anlægsudgifter for 36,4 mio. kr. og realiseret anlægsindtægter for 0,4 mio. kr. Dette svarer til et nettoanlægsforbrug på 36,0 mio. kr., som udgør 8,8 pct. af budgettet, hvilket er 16,2 procentpoint lavere end den ligeligt fordelte forbrugsprocent.</span></p><p><span> </span></p><p><span>Anlægsudgifterne vil stige betydeligt i takt med fremdriften i anlægsprojekterne i Nivå Bymidte.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 4. Status på kommunens anlægsbudget (mio. kr.)</span></p><p><img 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" 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 er der afsat en driftsreserve på årligt 5,0 mio. kr. i 2026-2027 og på årligt 12,5 mio. kr. i 2028-2029. Der er i 2026 endnu formelt ikke foretaget bevilling fra driftsreserven, men i praksis er drifsreserven væk som følge af de forventede merudgifter. </span></p><p><span> </span></p><p><span>I budgetforliget for 2026-2029 er der afsat en anlægsreserve på årligt 5 mio. kr. i 2026-2027 samt på 15 mio. kr. i 2029. Byrådet har den 31. marts 2025 besluttet at disponere over hele den daværende anlægsreserve på 15,0 mio. kr. i 2028 til udskiftning af tag på Endrup Skole. 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="441" height="52" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Kommunens gennemsnitlige kassebeholdning</span></p><p><span>Ultimo marts 2026 udgjorde kommunens gennemsnitlige kassebeholdning 260,3 mio. kr. Kassebeholdningen er faldet med 34,1 mio. kr. det seneste år svarende til et gennemsnitligt månedligt fald på 2,8 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 10,1 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="489" height="52" 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, henholdsvis medio marts og medio september 2026.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 7. Udvikling i mellemværende med Norfors (mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="511" height="65" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Figur 1. Udvikling i kommunens gennemsnitlige kassebeholdning frem til 31. marts 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 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" width="511" height="333" alt=""></p><p><span> </span></p><p><span>Likviditetsprognosen i figur 2 er udarbejdet i forbindelse med budgetrevisionen pr. 30. september 2025. Der er i likviditetsprognosen derfor ikke taget højde for den nuværende udgiftsudvikling på det specialiserede socialområde. Såfremt merudgifterne ikke håndteres ved modsvarende budgetforbedringer, så vil prognosen alt andet lige blive forringet med akkumulerende 65 mio. kr. årligt.</span></p><p><span> </span></p><p><span>I likviditetsprognosen er det endvidere stadig forudsat, at kommunen modtager tilgodehavende ejendomsskat inklusive påløbne renter på 218 mio. kr. ultimo 2026. KL har oplyst, at der som følge af de fortsatte udfordringer med det nye ejendomsskattesystem er en væsentlig risiko for, at godtgørelsen af den tilgodehavende ejendomsskat bliver forsinket. Det vil have stor betydning for udviklingen i kommunens likviditet. KL arbejder for en afklaring med staten og arbejder for, at den aftalte tidsplan holder.</span></p><p><span> </span></p><p><span>Herudover er der i likviditetsprognosen forudsat indtægter fra grundsalg i Nivå på 33,3 mio. kr. i 2027, på 54,3 mio. kr. i 2028 og på 29,6 mio. kr. i 2029, som der er usikkerhed om. Periodiseringen af indtægterne afhænger af, at anlægsarbejderne i Nivå Bymidte skrider planmæssigt frem.</span></p><p><span> </span></p><p><span style="font-style:italic;">Folketal</span></p><p><span>Fredensborg Kommunes folketal udgjorde pr. 1. april 2026 42.448 borgere.</span></p><p><span> </span></p><p><span>Folketallet er faldet med 25 borgere siden 2. marts 2026, hvor der var 42.473 borgere. Faldet skyldes en nettofraflytning på 23 borgere og et fødselsunderskud på 2 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. marts 2026 til 1. april 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. marts 2026 til 1. april 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> <h3>Beslutning i Økonomiudvalget 2026-2029 den 20-04-2026</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>Orienteringen blev taget til efterretning</span></p></div></span> </div> </div></div>"
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