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Fredensborg

Orientering om afstemning og restfordeling 2025 - Aftenskoler

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First-agenda Sagsfremstilling

Beslutningstema

Fritids- og Idrætsudvalget orienteres om afstemning samt restfordeling for tilskudsåret 2025 for aftenskoler.  Regler for restfordeling er beskrevet i Fredensborgreglerne som administrationen administrerer efter.

Sagsfremstilling og økonomi

Regelsæt

I henhold til Fredensborg Reglerne for aftenskolerne foretager administrationen hvert år en restfordeling af eventuelle ikke forbrugte tilskudsmidler efter den 1. april 2025. Aftenskolerne skal ikke ansøge om restfordeling, men tildeling sker på baggrund af fremsendt tilskudsregnskab. Fritids- og Idrætsudvalget godkendte på møde i april 2023 revideret regelsæt for tilskud til aftenskoler.

 

 

Afstemning budget 2025

Administrationen har udarbejdet en endelig opgørelse over udbetalt tilskud for 2025 vedrørende aftenskoler for så vidt angår undervisningstilskud, tilskud til lærerkurser og lokaletilskud.

 

Nedenfor ses opgørelse over budget kontra forbrug på budget 2025 (tabel 1).

 

Et billede, der indeholder tekst, skærmbillede, Font/skrifttype, nummer/tal

AI-genereret indhold kan være ukorrekt.

 

Restfordeling og overførte midler til foreningsområdet

Administrationen foretager en restfordeling for aftenskolerne med følgende prioriteringsrækkefølge, jf. Fredensborg Reglerne for aftenskoleområdet:

 

  1. Pulje til den folkeoplysende voksenundervisning (undervisningstilskud)
  2. Tilskud til lærernes videreuddannelse
  3. Lokaletilskud
  4. Ikke brugte midler overføres til foreningsområdet

 

Nedenfor ses en opgørelse over tilskud bevilget ved restfordeling 2024 (tabel 2).

 

Et billede, der indeholder tekst, skærmbillede, Font/skrifttype

AI-genereret indhold kan være ukorrekt.

 

Der er således i alt tildelt 242.463 kr. i restfordeling for 2025. Tilskud bevilget ved restfordeling 2025 er udbetalt til aftenskolerne. Se detaljeret oversigt i sagens bilag 1.

 

Efter restfordeling 2025 resterer kr. 1.035.778 som, jf. ovenstående prioriteringsrækkefølge er overført til foreningsområdet, jf. anden sag på denne dagsorden.

 

Administrationens bemærkninger

Administrationen bemærker, at aftenskolerne i de senere år ikke har kunnet anvende den fulde økonomiske ramme. Af budgetforliget 2026-2029 fremgår en reduktion af budget til aftenskolerne på kr. 450.000 pr. år.

 

Folkeoplysningsudvalget orienteres om afstemning samt restfordeling for tilskudsåret 2025.

Bevilling

Sagen har ingen bevillingsmæssige konsekvenser.

Retsgrundlag

Fredensborgreglerne.

Kompetence

Fritids- og Idrætsudvalget.

Indstilling

At Udvalget tager orienteringen til efterretning.

Er du enig eller uenig?


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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>Fritids- og Idrætsudvalget orienteres om afstemning samt restfordeling for tilskudsåret 2025 for aftenskoler.</span><span>  </span><span>Regler for restfordeling er beskrevet i Fredensborgreglerne som administrationen administrerer efter.</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 style="font-weight:bold;">Regelsæt</span></p><p><span>I henhold til Fredensborg Reglerne for aftenskolerne foretager administrationen hvert år en restfordeling af eventuelle ikke forbrugte tilskudsmidler efter den 1. april 2025. Aftenskolerne skal ikke ansøge om restfordeling, men tildeling sker på baggrund af fremsendt tilskudsregnskab. Fritids- og Idrætsudvalget godkendte på møde i april 2023 revideret regelsæt for tilskud til aftenskoler.</span></p><p><span> </span></p><p><span> </span></p><p><span style="font-weight:bold;">Afstemning budget 2025</span></p><p><span>Administrationen har udarbejdet en endelig opgørelse over udbetalt tilskud for 2025 vedrørende aftenskoler for så vidt angår undervisningstilskud, tilskud til lærerkurser og lokaletilskud.</span></p><p><span> </span></p><p><span>Nedenfor ses opgørelse over budget kontra forbrug på budget 2025 (tabel 1).</span></p><p><span> </span></p><p><img 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" width="525" height="263" alt="Et billede, der indeholder tekst, skærmbillede, Font/skrifttype, nummer/tal AI-genereret indhold kan være ukorrekt."></p><p><span> </span></p><p><span style="font-weight:bold;">Restfordeling og overførte midler til foreningsområdet</span></p><p><span>Administrationen foretager en restfordeling for aftenskolerne med følgende prioriteringsrækkefølge, jf. Fredensborg Reglerne for aftenskoleområdet:</span></p><p><span> </span></p><ol type="1"><li><span>Pulje til den folkeoplysende voksenundervisning (undervisningstilskud)</span></li><li><span>Tilskud til lærernes videreuddannelse</span></li><li><span>Lokaletilskud</span></li><li><span>Ikke brugte midler overføres til foreningsområdet</span></li></ol><p><span> </span></p><p><span>Nedenfor ses en opgørelse over tilskud bevilget ved restfordeling 2024 (tabel 2).</span></p><p><span> </span></p><p><img 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width="525" height="146" alt="Et billede, der indeholder tekst, skærmbillede, Font/skrifttype AI-genereret indhold kan være ukorrekt."></p><p><span> </span></p><p><span>Der er således i alt tildelt 242.463 kr. i restfordeling for 2025. Tilskud bevilget ved restfordeling 2025 er udbetalt til aftenskolerne. Se detaljeret oversigt i sagens bilag 1.</span></p><p><span> </span></p><p><span>Efter restfordeling 2025 resterer kr. 1.035.778 som, jf. ovenstående prioriteringsrækkefølge er overført til foreningsområdet, jf. anden sag på denne dagsorden.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Administrationens bemærkninger</span></p><p><span>Administrationen bemærker, at aftenskolerne i de senere år ikke har kunnet anvende den fulde økonomiske ramme. Af budgetforliget 2026-2029 fremgår en reduktion af budget til aftenskolerne på kr. 450.000 pr. år. </span></p><p><span> </span></p><p><span>Folkeoplysningsudvalget orienteres om afstemning samt restfordeling for tilskudsåret 2025.</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>Retsgrundlag</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>Fredensborgreglerne.</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>Fritids- og Idrætsudvalget.</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>At Udvalget tager orienteringen til efterretning.</span></p></div></span> </div> </div></div>"
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