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Vesthimmerland

Lånerammeopgørelse 2025 - optagelse af lån

00.34.00-Ø00-4-26 -

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First-agenda Sagsfremstilling

Punktoplysning

Sagsnummer: 00.34.00-Ø00-4-26
Sagsbehandler: Ole Helk

Resume

I henhold til lånebekendtgørelsens bestemmelser skal lånoptagelse foretages inden udgangen af april i året efter regnskabsåret. Lånoptagelsen vedrører således regnskabsåret 2025 og er beregnet på de udgifter hvorpå, der er automatisk lånoptagelse og på de udgifter, der er opnået dispensationer til.


Låneopgørelsen beregnes på den maksimalt beregnede låneramme med indstilling om fuld lånoptagelse.

Baggrund

I henhold til lånebekendtgørelsen skal beslutning om optagelse af lån være truffet af Byrådet på et møde senest den 31. marts året efter regnskabsåret. Lån skal være optaget senest den 30. april året efter regnskabsåret.


I lighed med tidligere år og praksis for lånoptagelse sker dette først når den kan opgøres efter afslutning af regnskabet.


I det oprindelige budget for 2025 var lånoptagelsen på 57,263 mio. kr. med en løbetid på 25 år. Med udgangspunkt i de afholdte udgifter i 2025 kan lånerammeopgørelsen opstilles således:

 

 

 

 

Den samlede lånoptagelse udgør således 51,831 mio. kr. med en maksimal løbetid på 25 år.

 

Administrationen vurderer, at der er 3 alternativer for låntyper der kan være aktuelle:

 

·         KK-fast med en løbetid på 25 år, halvårlig ydelse og med fast rente i alle 25 år. Renten er pr. 17. februar 2026 på 2,83% p.a.

 

 

·         KK-fast med en løbetid på 25 år, halvårlig ydelse og med fast rente i 5 år, hvorefter renten fastsættes på ny (genforhandles). Renten er pr. 17. februar 2026 på 2,14% p.a.

 

·         Et variabelt forrentet lån på 25 år, halvårlige ydelse og med variabel rente i alle 25 år. Renten er pr. 17. februar 2026 på 1,89% p.a.


Til ovennævnte kan oplyses, at lånoptagne de sidste 4 år alle har været med et fastforrente lån medfastrente i 5 år, hvorefter rente fastsættes på ny (genforhandles).

 

Begrundelsen har i alle årene været, at renteniveau skønnedes at ligge højere end forventningerne på den lange bane og at forventningen var, at renteniveauet når der skulle genforhandles efter 5 år ville være lavere end det daværende.

 

Ved sidste år lån optag – pkt. 58, 19. marts 2025 – var renterne på ovennævnte lån henholdsvis 3,58% p.a., 2,70% p.a. og 2,65% p.a., altså væsentlig højere end det nuværende renteniveau.

 

Administrationen vil indstille, at der foretages fuld lånoptagelse på alle 51,831 mio. kr. på grund af usikkerhederne omkring økonomien i de igangværende reformer og på grund af usikkerhederne i forbindelse med den kommende udligningsreform fra og med 2029.

 

I økonomiaftalen mellem KL og Regeringen i juni 2025 blev følgende formuleret:

 

·         ”Regeringen og KL er enige om, at kommunerne under ét væsentligt skal reducere deres langfristede gæld. KL vil sammen med kommunerne udarbejde en samlet plan for gældsafvikling for den del af kommunerne, der har mulighed for det. Planen drøftes med regeringen primo 2026”. 

 

På baggrund af ovennævnte og det faktum, at Vesthimmerlands Kommune ekstraordinært i løbet af 1 år har afdraget knap 100 mio. kr. på den langfristede gæld vil administrationen indstille, at der optages lån med variabel rente i 25 år, således at der ved ekstraordinær indfrielse ikke vil være risiko for kurstab på lånet.

 

Lånet vil på et senere tidspunkt kunne oplægges til et fast forrentet lån såfremt dette ønskes og lånet kan også indfries helt eller delvist.

Forventet konsekvens

Optagelse af lån påvirker den fremtidige økonomi, idet lånet skal tilbagebetales. I forbindelse med budgetvedtagelsen er der indregnet renter og afdrag i forhold til det oprindelige låneprovenu på 57,263 mio. kr.


Optages der fuldt lån på de 51,831 mio. kr. vil afdragene og renteudgifterne skulle korrigeres i forbindelse med vedtagelsen af budget 2027-20230.

Organisering og kommunikation

Ingen bemærkninger.

Lovgrundlag

Lånebekendtgørelsen og bevilligede lånedispensationer.

Økonomi

Låneprovenuet tilgår kassen i 2026.

Procesplan

Byrådet skal godkende lånebeløbet gennem Økonomiudvalget.

Sagen afgøres i

Byrådet via Økonomiudvalget.

Indstilling

  • at der optages lån for 51,831 mio. kr. – 25-årigt variabelt lån halvårligt afdrag/rente (udgiftsbevilling), og 
  • at låneprovenuet på 51,831 mio. kr. tilgår kassebeholdningen som en indtægtsbevilling.

Beslutning fra Økonomiudvalget, den 18. marts 2026, punkt 70:

Fraværende: Jeppe Korreborg Pedersen

Administrationens indstilling anbefales godkendt. 

Beslutning

Fraværende: Allan Ritter Andersen, Jakob Vium Dyrman

Godkendt. 

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      • Html "<div><div id='sagsfremstillingContainer'> <h3>Punktoplysning</h3> <span class='ukendt'><p>Sagsnummer: 00.34.00-Ø00-4-26<br>Sagsbehandler: Ole Helk</p></span> <div><h3>Resume</h3> <span class='resume'><p><span>I henhold til lånebekendtgørelsens bestemmelser skal lånoptagelse foretages inden </span><span>udgangen af april i året efter regnskabsåret. Lånoptagelsen vedrører således regnskabsåret </span><span>2025 og er beregnet på de udgifter hvorpå, der er automatisk lånoptagelse </span><span>og på de udgifter, der er opnået dispensationer til.</span></p><p><span><br></span><span>Låneopgørelsen beregnes på den maksimalt beregnede låneramme med indstilling om </span><span>fuld lånoptagelse.</span></p></span> </div> <h3>Baggrund</h3> <span class='ukendt'><p><span>I henhold til lånebekendtgørelsen skal beslutning om optagelse af lån være truffet af Byrådet på et møde senest den 31. marts året efter regnskabsåret. Lån skal være optaget senest den 30. april året efter regnskabsåret.</span></p><p><span><br></span><span>I lighed med tidligere år og praksis for lånoptagelse sker dette først når den kan opgøres efter afslutning af regnskabet.</span></p><p><span><br></span><span>I det oprindelige budget for 2025 var lånoptagelsen på 57,263 mio. kr. med en løbetid på 25 år. Med udgangspunkt i de afholdte udgifter i 2025 kan lånerammeopgørelsen opstilles således:</span><span><br><br></span></p><p> </p><p> </p><p><img 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" width="600" height="278"></p><p> </p><p> </p><p><span>Den samlede lånoptagelse udgør således 51,831 mio. kr. med en maksimal løbetid på 25 år. </span></p><p> </p><p><span>Administrationen vurderer, at der er 3 alternativer for låntyper der kan være aktuelle:</span></p><p> </p><p><span>·<span>         </span></span><span>KK-fast med en løbetid på 25 år, halvårlig ydelse og med fast rente i alle 25 år. Renten er pr. 17. februar 2026 på 2,83% p.a.</span></p><p> </p><p> </p><p><span>·<span>         </span></span><span>KK-fast med en løbetid på 25 år, halvårlig ydelse og med fast rente i 5 år, hvorefter renten fastsættes på ny (genforhandles). Renten er pr. </span><span>17. februar 2026 på 2,14% p.a.</span></p><p> </p><p><span>·<span>         </span></span><span>Et variabelt forrentet lån på 25 år, halvårlige ydelse og med variabel rente i alle 25 år. Renten er pr. 17. februar 2026 på 1,89% p.a.</span></p><p><span><br></span><span>Til ovennævnte kan oplyses, at lånoptagne de sidste 4 år alle har været med et fastforrente lån medfastrente i 5 år, hvorefter rente fastsættes på ny (genforhandles). </span></p><p> </p><p><span>Begrundelsen har i alle årene været, at renteniveau skønnedes at ligge højere end forventningerne på den lange bane og at forventningen var, at renteniveauet når der skulle genforhandles efter 5 år ville være lavere end det daværende.</span></p><p> </p><p><span>Ved sidste år lån optag – pkt. 58, 19. marts 2025 – var renterne på ovennævnte lån henholdsvis 3,58% p.a., 2,70% p.a. og 2,65% p.a., altså væsentlig højere end det nuværende renteniveau.</span></p><p> </p><p><span>Administrationen vil indstille, at der foretages fuld lånoptagelse på alle 51,831 mio. kr. på grund af usikkerhederne omkring økonomien i de igangværende reformer og på grund af usikkerhederne i forbindelse med den kommende udligningsreform fra og med 2029. </span></p><p> </p><p><span>I økonomiaftalen mellem KL og Regeringen i juni 2025 blev følgende formuleret: </span></p><p> </p><p><span>·<span>         </span></span><span>”Regeringen og KL er enige om, at kommunerne under ét væsentligt skal reducere deres langfristede gæld. KL vil sammen med kommunerne udarbejde en samlet plan for gældsafvikling for den del af kommunerne, der har mulighed for det. Planen drøftes med regeringen primo 2026”.  </span></p><p> </p><p><span>På baggrund af ovennævnte og det faktum, at Vesthimmerlands Kommune ekstraordinært i løbet af 1 år har afdraget knap 100 mio. kr. på den langfristede gæld vil administrationen indstille, at der optages lån med variabel rente i 25 år, således at der ved ekstraordinær indfrielse ikke vil være risiko for kurstab på lånet.</span></p><p> </p><p><span>Lånet vil på et senere tidspunkt kunne oplægges til et fast forrentet lån såfremt dette ønskes og lånet kan også indfries helt eller delvist.</span></p></span> <h3>Forventet konsekvens</h3> <span class='ukendt'><p><span>Optagelse af lån påvirker den fremtidige økonomi, idet lånet skal tilbagebetales. I forbindelse med budgetvedtagelsen er der indregnet renter og afdrag i forhold til det oprindelige låneprovenu på 57,263 mio. kr.</span></p><p><span><br></span><span>Optages der fuldt lån på de 51,831 mio. kr. vil afdragene og renteudgifterne skulle korrigeres i</span><span> </span><span>forbindelse med vedtagelsen af budget 2027-20230.</span></p></span> <h3>Organisering og kommunikation</h3> <span class='ukendt'><p>Ingen bemærkninger.</p></span> <h3>Lovgrundlag</h3> <span class='ukendt'><p><span>Lånebekendtgørelsen og bevilligede lånedispensationer.</span></p></span> <div><h3>Økonomi</h3> <span class='oekonomi'><p><span>Låneprovenuet tilgår kassen i 2026.</span></p></span> </div> <h3>Procesplan</h3> <span class='ukendt'><p><span>Byrådet skal godkende lånebeløbet gennem Økonomiudvalget.</span></p></span> <h3>Sagen afgøres i</h3> <span class='ukendt'><p><span>Byrådet via Økonomiudvalget.</span></p></span> <div><h3>Indstilling</h3> <span class='indstilling'><ul><li>at der optages lån for 51,831 mio. kr. – 25-årigt variabelt lån halvårligt afdrag/rente (udgiftsbevilling), og </li><li>at låneprovenuet på 51,831 mio. kr. tilgår kassebeholdningen som en indtægtsbevilling.</li></ul><h4>Beslutning fra Økonomiudvalget, den 18. marts 2026, punkt 70:</h4><p><strong>Fraværende: </strong>Jeppe Korreborg Pedersen</p><p>Administrationens indstilling anbefales godkendt. </p></span> <h3>Beslutning</h3> <span><p><strong>Fraværende: </strong>Allan Ritter Andersen, Jakob Vium Dyrman</p><p>Godkendt. </p></span> </div> </div></div>"
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