Holbæk

Beslutning om Budgetrevision 4 2025

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Relevans v1

Relevans

Nej

Bilag

First-agenda Sagsfremstilling

Beslutning

Indstilles godkendt.

Sagsfremstilling

Indstilling

Administrationen indstiller, at:

  1. budgetrevision 4 godkendes
  2. omplaceringer og tillægsbevillinger i bilag 2 godkendes

Resume

Budgetrevision 4 (BR4) viser en forventning om et lille mindreforbrug på budget til serviceudgifter. Der er en forventning om et strukturelt mindreforbrug på den samlede drift på 49,7 mio. kr. På anlæg forventes der et forbrug på knap 300 mio. kr.

Sagsgang og sagstype

Udvalget for Børn og Skole, Udvalget for Ældre og Sundhed, Socialudvalget, Udvalget for Beskæftigelse, Uddannelse og Erhverv, Udvalget for Klima, Miljø og Natur, Udvalget for Kultur og Fritid, Udvalget for Plan, Bolig og Lokal Udvikling, Økonomiudvalget, Kommunalbestyrelsen

Beslutningssag

Beskrivelse af sagen

Indledning

BR4 omfatter i modsætning til de månedlige budgetopfølgninger den samlede kommunale økonomi. Der følges altså også op på indtægter, finansiering, anlæg og renter, igangsatte initiativer i forbindelse med budget 2025 og konsekvenserne på den samlede likviditet.

Her ved BR4 gives der tillægsbevillinger til de udvalg som har merforbrug. Dette gøres for at overholde kasse- og regnskabsregulativets regel om, at et udvalg skal have budget nok til at afholde udgifter i året.

Konklusion

Ved BR4 forventes den samlede drift at resultere i et mindreforbrug på 49,7 mio. kr., mens der ses ind i et mindreforbrug på 14,9 mio. kr. i forhold til budget til serviceudgifter.

Ved den seneste budgetopfølgning var der en forventning om et mindreforbrug på budget til service på 4,4 mio. kr. Forventningen om et øget mindreforbrug skyldes primært en forbedring på ældreområdet hvor puljer til imødegåelse af økonomisk usikkerhed ved implementeringen af ældrereformen ikke anvendes.

I forhold til kommunens udgifter til forsørgelse ses ind i et merforbrug på Udvalget for Beskæftigelse, Uddannelse og Erhverv på 0,5 mio. kr. Der forventes stadig større merforbrug på sygedagpenge, kontanthjælp og fleksjob. Men de imødegås af forventning om mindreforbrug på ressource- og jobafklaringsforløb og førtidspension. Der har i de seneste måneder været gang i en indsats på sygedagpengeområdet. Herudover har der været en indsats vedrørende hjemtagelse af mellemkommunal refusion på førtidspension, som har medført hjemtagelse af beløb for flere år. Fremadrettet bliver den mellemkommunale refusion hjemtaget løbende. Indsatserne har medført, at merforbruget på området er reduceret med ca. 25 mio. kr. siden BR3.

Tabel 1: Samlet resultat ved BR4

Mio. kr.

Oprindeligt budget 2025

Korrigeret budget 2025

Forventet regnskab 2025

Forventet afvigelse korrigeret budget 2025

Ukraine-udgifter

Strukturelt betinget afvigelse oprindeligt budget 2025

Strukturelt betinget afvigelse korrigeret budget 2025

(A)

(B)

(C)

(C-B)

(D)

(C-A-D)

(C-B-D)

Indtægter

-5.985,0

-5.943,9

-5.960,6

-16,7

0,0

24,4

-16,7

Driftsudgifter

5.513,7

5.537,2

5.501,8

-35,5

14,2

-26,1

-49,7

Renter

5,5

5,5

3,6

-1,9

0,0

-1,9

-1,9

Anlæg

240,0

449,8

289,0

-160,8

0,0

49,0

-160,8

Finansiering

82,1

88,2

106,2

18,0

0,0

24,0

18,0

Resultat i alt

-143,6

136,8

-60,0

-196,8

14,2

69,4

-211,1

Kasseopbygning

143,6

-136,8

60,0

196,8

-14,2

-69,4

211,1

 

En nærmere beskrivelse af de samlede tal og opsummering af driften på de enkelte udvalg kan ses af bilag 1. Her er anlægsudgifternes mer-/mindreforbrug også medtaget på udvalgsniveau. Der er en nærmere beskrivelse af de enkelte udvalgs driftsudgifter i bilag 4-11, og på de stående udvalgsmøder vil det enkelte udvalgs resultat blive præsenteret nærmere.

Omplaceringer og tillægsbevillinger som følge af BR4

I forbindelse med BR4 indstilles omplaceringer og tillægsbevillinger godkendt i bilag 2.

Omplaceringer og tillægsbevillinger vedrører hovedsageligt tekniske ændringer. Primært er der en omplacering vedrørende placering af særlig tilrettelagt uddannelse (STU)

Som beskrevet tidligere bevillingsberigtiges også her ved BR4. Det medfører, at Socialudvalget tilføres 14,7 mio. kr. og politikområde Beskæftigelse og uddannelse tilføres 5,5 mio. kr. Begge beløb indstilles finansieres fra buffer til uforudsete udgifter.

Likviditet

 

Den faktiske likviditet i 2025 overstiger prognosen med 12,2 mio. kr. Det skyldes blandt andet, at udgifterne på anlæg i starten af året har været lavere end forventet, hvilket blandt andet skyldes en stor salgsindtægt vedrørende Holbæk Have. Det er stadig en forventning om et anlægsniveau på lige godt 300 mio. kr. eksklusive køb og salg af grunde og bygninger.

Økonomiske konsekvenser

Der er ikke andre økonomiske konsekvenser end dem der fremgår af sagsfremstillingen

Miljø- og klimamæssige konsekvenser

Der er ingen miljø- og klimamæssige konsekvenser af sagen.

 

Sagens forløb

01/12/2025 Udvalget for Klima, Miljø og Natur
Indstilles godkendt for så vidt angår udvalgets ressort.
02/12/2025 Socialudvalget

Afbud fra: Charlotte Nielsen

Indstillingen godkendt.



Afbud: Charlotte Pil Nielsen
03/12/2025 Udvalget for Plan, Bolig og Lokal Udvikling
Indstilles godkendt for så vidt angår udvalgets resort.
03/12/2025 Udvalget for Ældre og Sundhed

1. Indstilles godkendt

2. Indstilles godkendt

Lars Thaarbøl (A) deltog ikke i behandlingen af punktet.



Fraværende: Lars Thaarbøl
03/12/2025 Udvalget for Kultur og Fritid
Indstilles godkendt for så vidt angår udvalgets ressortområde.

Afbud: Henrik Mosbæk, Eva Anker Lund
03/12/2025 Udvalget for Beskæftigelse, Uddannelse og Erhverv
Indstillingen godkendt.

Fraværende: John Harpøth
03/12/2025 Udvalget for Børn og Skole

1. Indstilles godkendt.

2. Indstilles godkendt. 


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      • Html "<div><div id='sagsfremstillingContainer'> <div><h3>Beslutning</h3> <span>Indstilles godkendt.<br></span> </div> <h3>Sagsfremstilling</h3> <span><h2><b>Indstilling</b></h2> <p>Administrationen indstiller, at:</p> <ol> <li>budgetrevision 4 godkendes</li> <li>omplaceringer og tillægsbevillinger i bilag 2 godkendes</li> </ol> <h2><b>Resume</b></h2> <p>Budgetrevision 4 (BR4) viser en forventning om et lille mindreforbrug på budget til serviceudgifter. Der er en forventning om et strukturelt mindreforbrug på den samlede drift på 49,7 mio. kr. På anlæg forventes der et forbrug på knap 300 mio. kr.</p> <h2><b>Sagsgang og sagstype</b></h2> <p>Udvalget for Børn og Skole, Udvalget for Ældre og Sundhed, Socialudvalget, Udvalget for Beskæftigelse, Uddannelse og Erhverv, Udvalget for Klima, Miljø og Natur, Udvalget for Kultur og Fritid, Udvalget for Plan, Bolig og Lokal Udvikling, Økonomiudvalget, Kommunalbestyrelsen</p> <p>Beslutningssag</p> <h2><b>Beskrivelse af sagen</b></h2> <p><i><span>Indledning</span></i></p> <p>BR4 omfatter i modsætning til de månedlige budgetopfølgninger den samlede kommunale økonomi. Der følges altså også op på indtægter, finansiering, anlæg og renter, igangsatte initiativer i forbindelse med budget 2025 og konsekvenserne på den samlede likviditet. </p> <p>Her ved BR4 gives der tillægsbevillinger til de udvalg som har merforbrug. Dette gøres for at overholde kasse- og regnskabsregulativets regel om, at et udvalg skal have budget nok til at afholde udgifter i året.</p> <p><i><span>Konklusion</span></i></p> <p>Ved BR4 forventes den samlede drift at resultere i et mindreforbrug på 49,7 mio. kr., mens der ses ind i et mindreforbrug på 14,9 mio. kr. i forhold til budget til serviceudgifter.</p> <p>Ved den seneste budgetopfølgning var der en forventning om et mindreforbrug på budget til service på 4,4 mio. kr. Forventningen om et øget mindreforbrug skyldes primært en forbedring på ældreområdet hvor puljer til imødegåelse af økonomisk usikkerhed ved implementeringen af ældrereformen ikke anvendes.</p> <p>I forhold til kommunens udgifter til forsørgelse ses ind i et merforbrug på Udvalget for Beskæftigelse, Uddannelse og Erhverv på 0,5 mio. kr. Der forventes stadig større merforbrug på sygedagpenge, kontanthjælp og fleksjob. Men de imødegås af forventning om mindreforbrug på ressource- og jobafklaringsforløb og førtidspension. Der har i de seneste måneder været gang i en indsats på sygedagpengeområdet. Herudover har der været en indsats vedrørende hjemtagelse af mellemkommunal refusion på førtidspension, som har medført hjemtagelse af beløb for flere år. Fremadrettet bliver den mellemkommunale refusion hjemtaget løbende. Indsatserne har medført, at merforbruget på området er reduceret med ca. 25 mio. kr. siden BR3. </p> <p><b>Tabel 1: Samlet resultat ved BR4</b></p> <table border="1" cellspacing="0" cellpadding="0" width="100%"> <tbody> <tr> <td valign="top"> <p>Mio. kr.</p> </td> <td valign="top"> <p>Oprindeligt budget 2025</p> </td> <td valign="top"> <p>Korrigeret budget 2025</p> </td> <td valign="top"> <p>Forventet regnskab 2025</p> </td> <td valign="top"> <p>Forventet afvigelse korrigeret budget 2025</p> </td> <td valign="top"> <p>Ukraine-udgifter</p> </td> <td valign="top"> <p>Strukturelt betinget afvigelse oprindeligt budget 2025</p> </td> <td valign="top"> <p>Strukturelt betinget afvigelse korrigeret budget 2025</p> </td> </tr> <tr> <td valign="top"></td> <td valign="top"> <p>(A)</p> </td> <td valign="top"> <p>(B)</p> </td> <td valign="top"> <p>(C)</p> </td> <td valign="top"> <p>(C-B)</p> </td> <td valign="top"> <p>(D)</p> </td> <td valign="top"> <p>(C-A-D)</p> </td> <td valign="top"> <p>(C-B-D)</p> </td> </tr> <tr> <td valign="top"> <p>Indtægter</p> </td> <td valign="top"> <p>-5.985,0</p> </td> <td valign="top"> <p>-5.943,9</p> </td> <td valign="top"> <p>-5.960,6</p> </td> <td valign="top"> <p>-16,7</p> </td> <td valign="top"> <p>0,0</p> </td> <td valign="top"> <p>24,4</p> </td> <td valign="top"> <p>-16,7</p> </td> </tr> <tr> <td valign="top"> <p>Driftsudgifter</p> </td> <td valign="top"> <p>5.513,7</p> </td> <td valign="top"> <p>5.537,2</p> </td> <td valign="top"> <p>5.501,8</p> </td> <td valign="top"> <p>-35,5</p> </td> <td valign="top"> <p>14,2</p> </td> <td valign="top"> <p>-26,1</p> </td> <td valign="top"> <p>-49,7</p> </td> </tr> <tr> <td valign="top"> <p>Renter</p> </td> <td valign="top"> <p>5,5</p> </td> <td valign="top"> <p>5,5</p> </td> <td valign="top"> <p>3,6</p> </td> <td valign="top"> <p>-1,9</p> </td> <td valign="top"> <p>0,0</p> </td> <td valign="top"> <p>-1,9</p> </td> <td valign="top"> <p>-1,9</p> </td> </tr> <tr> <td valign="top"> <p>Anlæg</p> </td> <td valign="top"> <p>240,0</p> </td> <td valign="top"> <p>449,8</p> </td> <td valign="top"> <p>289,0</p> </td> <td valign="top"> <p>-160,8</p> </td> <td valign="top"> <p>0,0</p> </td> <td valign="top"> <p>49,0</p> </td> <td valign="top"> <p>-160,8</p> </td> </tr> <tr> <td valign="top"> <p>Finansiering</p> </td> <td valign="top"> <p>82,1</p> </td> <td valign="top"> <p>88,2</p> </td> <td valign="top"> <p>106,2</p> </td> <td valign="top"> <p>18,0</p> </td> <td valign="top"> <p>0,0</p> </td> <td valign="top"> <p>24,0</p> </td> <td valign="top"> <p>18,0</p> </td> </tr> <tr> <td valign="top"> <p>Resultat i alt</p> </td> <td valign="top"> <p>-143,6</p> </td> <td valign="top"> <p>136,8</p> </td> <td valign="top"> <p>-60,0</p> </td> <td valign="top"> <p>-196,8</p> </td> <td valign="top"> <p>14,2</p> </td> <td valign="top"> <p>69,4</p> </td> <td valign="top"> <p>-211,1</p> </td> </tr> <tr> <td valign="top"> <p>Kasseopbygning</p> </td> <td valign="top"> <p>143,6</p> </td> <td valign="top"> <p>-136,8</p> </td> <td valign="top"> <p>60,0</p> </td> <td valign="top"> <p>196,8</p> </td> <td valign="top"> <p>-14,2</p> </td> <td valign="top"> <p>-69,4</p> </td> <td valign="top"> <p>211,1</p> </td> </tr> </tbody> </table> <p> </p> <p>En nærmere beskrivelse af de samlede tal og opsummering af driften på de enkelte udvalg kan ses af bilag 1. Her er anlægsudgifternes mer-/mindreforbrug også medtaget på udvalgsniveau. Der er en nærmere beskrivelse af de enkelte udvalgs driftsudgifter i bilag 4-11, og på de stående udvalgsmøder vil det enkelte udvalgs resultat blive præsenteret nærmere.</p> <p><i><span>Omplaceringer og tillægsbevillinger som følge af BR4</span></i></p> <p>I forbindelse med BR4 indstilles omplaceringer og tillægsbevillinger godkendt i bilag 2.</p> <p>Omplaceringer og tillægsbevillinger vedrører hovedsageligt tekniske ændringer. Primært er der en omplacering vedrørende placering af særlig tilrettelagt uddannelse (STU)</p> <p>Som beskrevet tidligere bevillingsberigtiges også her ved BR4. Det medfører, at Socialudvalget tilføres 14,7 mio. kr. og politikområde Beskæftigelse og uddannelse tilføres 5,5 mio. kr. Begge beløb indstilles finansieres fra buffer til uforudsete udgifter.</p> <p><i><span>Likviditet</span></i></p> <p> <img alt="" width="642" height="233" src="data:image/png;base64,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<p>Den faktiske likviditet i 2025 overstiger prognosen med 12,2 mio. kr. Det skyldes blandt andet, at udgifterne på anlæg i starten af året har været lavere end forventet, hvilket blandt andet skyldes en stor salgsindtægt vedrørende Holbæk Have. Det er stadig en forventning om et anlægsniveau på lige godt 300 mio. kr. eksklusive køb og salg af grunde og bygninger.</p> <h2><b>Økonomiske konsekvenser</b></h2> <p>Der er ikke andre økonomiske konsekvenser end dem der fremgår af sagsfremstillingen</p> <h2><b>Miljø- og klimamæssige konsekvenser</b></h2> <p>Der er ingen miljø- og klimamæssige konsekvenser af sagen.</p> <p> </p></span> <h3>Sagens forløb</h3> <span class='sagsforloeb'><u>01/12/2025 Udvalget for Klima, Miljø og Natur</u><br> Indstilles godkendt for så vidt angår udvalgets ressort.<br> <u>02/12/2025 Socialudvalget</u><br> <p class="xsltFirstParagraph">Afbud fra: Charlotte Nielsen</p> <p>Indstillingen godkendt. </p><br> <br>Afbud: Charlotte Pil Nielsen <br> <u>03/12/2025 Udvalget for Plan, Bolig og Lokal Udvikling</u><br> Indstilles godkendt for så vidt angår udvalgets resort.<br> <u>03/12/2025 Udvalget for Ældre og Sundhed</u><br> <p class="xsltFirstParagraph">1. Indstilles godkendt</p> <p>2. Indstilles godkendt</p> <p>Lars Thaarbøl (A) deltog ikke i behandlingen af punktet.</p><br> <br>Fraværende: Lars Thaarbøl <br> <u>03/12/2025 Udvalget for Kultur og Fritid</u><br> Indstilles godkendt for så vidt angår udvalgets ressortområde.<br> <br>Afbud: Henrik Mosbæk, Eva Anker Lund <br> <u>03/12/2025 Udvalget for Beskæftigelse, Uddannelse og Erhverv</u><br> Indstillingen godkendt.<br> <br>Fraværende: John Harpøth <br> <u>03/12/2025 Udvalget for Børn og Skole</u><br> <p class="xsltFirstParagraph"> 1. Indstilles godkendt.</p> <p>2. Indstilles godkendt. </p><br> </span> </div></div>"
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