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Aktuel Økonomi ultimo oktober 2025

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Notat til aktuel økonomi ultimo okt. 2025

First-agenda Sagsfremstilling

Sagen afgøres i:

Økonomiudvalget 2022-2025

Punkttype

Orientering

Tema

Økonomiudvalget orienteres om kommunens aktuelle likviditet ultimo oktober 2025 og prognosen for den fremadrettede likviditetsudvikling.

Sagsbeskrivelse

Siden sidste status er ændringer som følge af det forventede regnskab 2025 pr. 31/10 indarbejdet. Ændringerne vedrører primært, at der forskydes forbrug fra 2025 til 2026, hvilket forbedrer det forventede regnskabsresultat for 2025 med ca. 27 mio. kr. På den baggrund er likviditeten forbedret på kort sigt.

Ud over forskydningerne af forbrug til 2026 indebærer det forventede regnskab en forbedring af likviditeten i 2025 vedrørende bl.a. statsrefusioner, mellemkommunale opkrævninger, skatter og renteindtægter.

Merindtægterne modsvares dog af en forventet negativ midtvejsregulering af bloktilskuddet i 2026. Ved budgetvedtagelsen for 2026-33 blev der af budgettekniske hensyn indarbejdet en positiv midtvejsregulering på 5,9 mio. kr. i 2026. Imidlertid har ledigheden og prisudviklingen været mere dæmpet end forudsat ved Økonomiaftalen for 2026 i juni måned, og det er derfor forventningen, at kommunerne blev overkompenseret. På den baggrund ændret udgiftsskønnet til midtvejsregulering i 2026 med 10,0 mio. kr. til i alt 4,1 mio. kr.

Ændringerne indebærer samlet set, at der ikke forventes nogen ændringer til likviditeten på langt sigt i forhold til forudsætningerne ved vedtagelsen af budget 2026-33. Forventningerne til fremtidige effektiviseringer og finansieringsbehov er således uændret.

Ændringerne i 2025 er beskrevet i detaljer i det forventede regnskab, som forelægges Økonomiudvalget og Byrådet parallelt.

I figur 1 ovenfor fremgår den faktiske gennemsnitlige likviditet for perioden 1. januar 2024 frem til ultimo oktober 2025 (den blå linje). Den røde linje er den aktuelle forventede likviditetsudvikling. Den grønne linje er den forudsatte likviditetsudvikling ved vedtagelsen af budget 2026-33.

Det fremgår, at likviditeten er forbedret på kort sigt siden budgetvedtagelsen, hvilket primært kan tilskrives forskydninger af forbrug fra 2025 til 2026 på især anlægsområdet. På længere sigt er der ingen ændringer til likviditeten i forhold til forudsætningerne ved budgetvedtagelsen i oktober 2025, hvorfor den røde og grønne kurve ligger helt parallelt fra 2028.

Tabel 1. Gennemsnitlig likviditet

Mio. kr.	ult. 2025	Ult. 2026	Ult. 2027	…	ult. 2032	Ult. 2033
Ved budgetvedtagelsen 2026-33	269,8	254,4	222,0		98,0	113,3
Aktuel økonomi ult. sep. 2025	286,5	270,5	224,0		98,0	113,3
Aktuel økonomi ult. okt. 2025	288,3	268,4	222,0		98,0	113,3

Af tabellen ovenfor fremgår, at der ikke er forudsat ændringer til likviditeten ultimo budgetperioden i forhold til budgetvedtagelsen.

Administrationens forslag

Forvaltningen foreslår, at orienteringen tages til efterretning.

Beslutning Økonomiudvalget 2022-2025 den 09-12-2025

Økonomiudvalget tog orienteringen til efterretning.

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 - Html "<div><div id='sagsfremstillingContainer'> <h3>Sagen afgøres i:</h3> Økonomiudvalget 2022-2025 <h3>Punkttype</h3> <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>Orientering</div> <h3>Tema</h3> <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>Økonomiudvalget orienteres om kommunens aktuelle likviditet ultimo oktober 2025 og prognosen for den fremadrettede likviditetsudvikling. </div> <h3>Sagsbeskrivelse</h3> <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>Siden sidste status er ændringer som følge af det forventede regnskab 2025 pr. 31/10 indarbejdet. Ændringerne vedrører primært, at der forskydes forbrug fra 2025 til 2026, hvilket forbedrer det forventede regnskabsresultat for 2025 med ca. 27 mio. kr. På den baggrund er likviditeten forbedret på kort sigt. Ud over forskydningerne af forbrug til 2026 indebærer det forventede regnskab en forbedring af likviditeten i 2025 vedrørende bl.a. statsrefusioner, mellemkommunale opkrævninger, skatter og renteindtægter. Merindtægterne modsvares dog af en forventet negativ midtvejsregulering af bloktilskuddet i 2026. Ved budgetvedtagelsen for 2026-33 blev der af budgettekniske hensyn indarbejdet en positiv midtvejsregulering på 5,9 mio. kr. i 2026. Imidlertid har ledigheden og prisudviklingen været mere dæmpet end forudsat ved Økonomiaftalen for 2026 i juni måned, og det er derfor forventningen, at kommunerne blev overkompenseret. På den baggrund ændret udgiftsskønnet til midtvejsregulering i 2026 med 10,0 mio. kr. til i alt 4,1 mio. kr. Ændringerne indebærer samlet set, at der ikke forventes nogen ændringer til likviditeten på langt sigt i forhold til forudsætningerne ved vedtagelsen af budget 2026-33. Forventningerne til fremtidige effektiviseringer og finansieringsbehov er således uændret. Ændringerne i 2025 er beskrevet i detaljer i det forventede regnskab, som forelægges Økonomiudvalget og Byrådet parallelt.<img 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" width="621" height="351" alt="">I figur 1 ovenfor fremgår den faktiske gennemsnitlige likviditet for perioden 1. januar 2024 frem til ultimo oktober 2025 (den blå linje). Den røde linje er den aktuelle forventede likviditetsudvikling. Den grønne linje er den forudsatte likviditetsudvikling ved vedtagelsen af budget 2026-33.Det fremgår, at likviditeten er forbedret på kort sigt siden budgetvedtagelsen, hvilket primært kan tilskrives forskydninger af forbrug fra 2025 til 2026 på især anlægsområdet. På længere sigt er der ingen ændringer til likviditeten i forhold til forudsætningerne ved budgetvedtagelsen i oktober 2025, hvorfor den røde og grønne kurve ligger helt parallelt fra 2028. Tabel 1. Gennemsnitlig likviditet<table cellspacing="0" cellpadding="0"><tr><td>Mio. kr. </td><td>ult. 2025</td><td>Ult. 2026</td><td>Ult. 2027</td><td>…</td><td>ult. 2032</td><td>Ult. 2033</td></tr><tr><td>Ved budgetvedtagelsen 2026-33</td><td>269,8</td><td>254,4</td><td>222,0</td><td> </td><td>98,0</td><td>113,3</td></tr><tr><td>Aktuel økonomi ult. sep. 2025</td><td>286,5</td><td>270,5</td><td>224,0</td><td> </td><td>98,0</td><td>113,3</td></tr><tr><td>Aktuel økonomi ult. okt. 2025</td><td>288,3</td><td>268,4</td><td>222,0</td><td> </td><td>98,0</td><td>113,3</td></tr></table> Af tabellen ovenfor fremgår, at der ikke er forudsat ændringer til likviditeten ultimo budgetperioden i forhold til budgetvedtagelsen. </div> <h3>Administrationens forslag</h3> <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>Forvaltningen foreslår, at orienteringen tages til efterretning. </div> <div><h3>Beslutning Økonomiudvalget 2022-2025 den 09-12-2025</h3> <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>Økonomiudvalget tog orienteringen til efterretning. </div> </div> </div></div>"
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