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Budget 2025, tilpasning af bevillinger

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First-agenda Sagsfremstilling

Sagsgang

Økonomi- og Klimaudvalget indstiller

Kommunalbestyrelsen beslutter.

Formål med sagen

I løbet af budgetåret er der behov for bevillingsmæssige ændringer uden balancevirkning, men som kræver kommunalbestyrelsens godkendelse i henhold til bevillingsreglerne. Det vedrører flytning af budget mellem drifts- og finansieringsbevilling og mellem finansieringsbevillinger.

I denne sag vedrører det lånefinansiering af ESCO-projekter og indbetaling til Lønmodtagernes Feriemidler. Kommunalbestyrelsen skal godkende tillægsbevillingerne med henblik på tilpasning af budgettet.

Indstilling

Direktionen indstiller, at

a) der gives tillægsbevillinger vedrørende ESCO-projekter som anført i tabel 1, og

b) der gives tillægsbevillinger vedrørende indbetaling til Lønmodtagernes Feriemidler som anført i tabel 2.

Beslutning Økonomi- og Klimaudvalget den 10-12-2025

Anbefales.

 

Beslutning Kommunalbestyrelsen den 18-12-2025

Godkendt.

 

Sagsfremstilling

Denne sag forelægges kommunalbestyrelsen med henblik på tilpasning af bevillingerne i 2025. Der er tale om flytning af budgetbeløb mellem bevillinger, og tillægsbevillingerne har ikke balancemæssig virkning.

Sagen forelægges normalt i september måned forud for den sidste budgetopfølgning, men det blev ikke gjort i år. Der er taget højde for ændringerne i budgetopfølgningen pr. 31. oktober 2025.

Der anmodes om tillægsbevillinger til følgende:

ESCO-projekter

Anlægsarbejder under ESCO-projektet på de kommunale bygninger og udskiftning af vejbelysning til LED-belysning lånefinansieres, idet energibesparelserne skal finansiere ydelsen på lån. Der er i 2025 optaget lån vedrørende anlægsudgifterne i 2024, idet driftsbudgettet er reduceret med ydelserne i budget 2026-2029 til ydelser på lånet.

I 2025 overføres der 159.000 kr. til ydelser på lån vedrørende ESCO på bygninger, mens der tilbageføres 66.000 kr. fra ydelser på lån vedrørende vejbelysning. Driftsbudgettet på vejene er allerede reduceret a conto ved budgetlægningen, idet der er brugt et mindre beløb på anlægsprojektet i 2024 end forudsat.

Samlet set overføres der 93.000 kr. fra driftsbudgettet til ydelser på lån fordelt på bevillinger som anført i tabel 1.

Tabel 1: Tillægsbevillinger vedrørende ESCO-projekter

Note: Positive beløb er højere udgifter, negative beløb er lavere udgifter

 

Indbetaling til Lønmodtagernes Feriemidler

Indbetalingen til Lønmodtagernes Feriemidler består dels af afdrag på gælden og dels af betaling af indeksering, idet der er indbetalt et beløb svarende til det samlede budget under bevilling 94 Afdrag på lån og bevilling 92 Renteudgifter. Indekseringen udgør imidlertid et højere beløb end budgetteret, og der skal derfor overføres 166.000 kr. fra afdrag til renter.

Fordelingen af budgettet mellem afdrag og renter er tilpasset i budget 2026 – 2029.

Tabel 2: Tillægsbevillinger vedrørende betaling til Lønmodtagernes Feriemidler

Note: Positive beløb er højere udgifter, negative beløb er lavere udgifter

Økonomiske konsekvenser

Tillægsbevillingerne har til formål at bringe bevillingerne i overensstemmelse med de forhold, som er opstået i løbet af budgetåret. Tillægsbevillingerne har således ikke betydning for budgetbalancen.

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      • Html "<div><div id='sagsfremstillingContainer'> <h3>Sagsgang</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>Økonomi- og Klimaudvalget indstiller</span></p><p><span>Kommunalbestyrelsen beslutter.</span></p></div></span> <h3>Formål med sagen</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>I løbet af budgetåret er der behov for bevillingsmæssige ændringer uden balancevirkning, men som kræver kommunalbestyrelsens godkendelse i henhold til bevillingsreglerne. Det vedrører flytning af budget mellem drifts- og finansieringsbevilling og mellem finansieringsbevillinger.</span></p><p><span>I denne sag vedrører det lånefinansiering af ESCO-projekter og indbetaling til Lønmodtagernes Feriemidler. Kommunalbestyrelsen skal godkende tillægsbevillingerne med henblik på tilpasning af budgettet.</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><p><span>Direktionen indstiller, at</span></p><p><span>a) der gives tillægsbevillinger vedrørende ESCO-projekter som anført i tabel 1, og</span></p><p><span>b) der gives tillægsbevillinger vedrørende indbetaling til Lønmodtagernes Feriemidler som anført i tabel 2.</span></p></div></span> <h3>Beslutning Økonomi- og Klimaudvalget den 10-12-2025</h3> <span><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Anbefales.</span></p><p><span> </span></p></div></span> <h3>Beslutning Kommunalbestyrelsen den 18-12-2025</h3> <span><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Godkendt.</span></p><p><span> </span></p></div></span> </div> <h3>Sagsfremstilling</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>Denne sag forelægges kommunalbestyrelsen med henblik på tilpasning af bevillingerne i 2025. Der er tale om flytning af budgetbeløb mellem bevillinger, og tillægsbevillingerne har ikke balancemæssig virkning.</span></p><p><span>Sagen forelægges normalt i september måned forud for den sidste budgetopfølgning, men det blev ikke gjort i år. Der er taget højde for ændringerne i budgetopfølgningen pr. 31. oktober 2025. </span></p><p><span>Der anmodes om tillægsbevillinger til følgende:</span></p><h3><span>ESCO-projekter</span></h3><p><span>Anlægsarbejder under ESCO-projektet på de kommunale bygninger og udskiftning af vejbelysning til LED-belysning lånefinansieres, idet energibesparelserne skal finansiere ydelsen på lån. Der er i 2025 optaget lån vedrørende anlægsudgifterne i 2024, idet driftsbudgettet er reduceret med ydelserne i budget 2026-2029 til ydelser på lånet.</span></p><p><span>I 2025 overføres der 159.000 kr. til ydelser på lån vedrørende ESCO på bygninger, mens der tilbageføres 66.000 kr. fra ydelser på lån vedrørende vejbelysning. Driftsbudgettet på vejene er allerede reduceret a conto ved budgetlægningen, idet der er brugt et mindre beløb på anlægsprojektet i 2024 end forudsat.</span></p><p><span>Samlet set overføres der 93.000 kr. fra driftsbudgettet til ydelser på lån fordelt på bevillinger som anført i tabel 1.</span></p><p><span>Tabel 1: Tillægsbevillinger vedrørende ESCO-projekter</span></p><p><img 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" width="496" height="98" alt=""></p><p><span>Note: Positive beløb er højere udgifter, negative beløb er lavere udgifter</span></p><p><span> </span></p><h3><span>Indbetaling til Lønmodtagernes Feriemidler</span></h3><p><span>Indbetalingen til Lønmodtagernes Feriemidler består dels af afdrag på gælden og dels af betaling af indeksering, idet der er indbetalt et beløb svarende til det samlede budget under bevilling 94 Afdrag på lån og bevilling 92 Renteudgifter. Indekseringen udgør imidlertid et højere beløb end budgetteret, og der skal derfor overføres 166.000 kr. fra afdrag til renter.</span></p><p><span>Fordelingen af budgettet mellem afdrag og renter er tilpasset i budget 2026 – 2029.</span></p><p><span>Tabel 2: Tillægsbevillinger vedrørende betaling til Lønmodtagernes Feriemidler</span></p><p><img src="data:image/png;base64,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" width="496" height="79" alt=""></p><p><span>Note: Positive beløb er højere udgifter, negative beløb er lavere udgifter</span></p></div></span> <h3>Økonomiske konsekvenser</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>Tillægsbevillingerne har til formål at bringe bevillingerne i overensstemmelse med de forhold, som er opstået i løbet af budgetåret. Tillægsbevillingerne har således ikke betydning for budgetbalancen.</span></p></div></span> </div></div>"
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