Introduktion til Skole- og Undervisningsudvalgets område.
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Relevans
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First-agenda Sagsfremstilling
Indhold
Resume
Med denne sag gives en kort introduktion til Skole- og Undervisningsudvalgets område. Introduktionen uddybes på udvalgsmødet.
Indstilling
Direktionen indstiller, at orienteringen tages til efterretning
Sagsgang:
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BY |
ØK |
ABU |
BFU |
SUU |
SKFU |
ULBTM |
ÆSSU |
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Beslutning om høring |
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Orientering |
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Indstilling |
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Beslutning |
BY=Byråd, ØK=Økonomiudvalg, ABU= Arbejdsmarkeds- og Beskæftigelsesudvalget, BFU=Børne- og Familieudvalget, SUU=Skole- og Undervisningsudvalget, SKFU=Sport-, Kultur- og Fritidsudvalget, ULBTM=Udvalget for Land og By, Teknik og Miljø, ÆSSU=Ældre-, Social- og Sundhedsudvalget
Sagsfremstilling
Politik:
Skole- og Undervisningsområdet agerer under Folkeskoleloven og har ansvar for at indfri De skolepolitiske mål 2023-2026.
I forhold til politikker omfattes politikområderne primært af Børne-Ungepolitikken, Sundhedspolitikken samt Politik for Kultur, Fritid og Frivillighed. Børne-Ungepolitikken udgør en del af kommunens fælles fundament for arbejdet med alle børn og unge uanset alder og forudsætninger. Den kobler almenområdet med det specialiserede børne-/ungeområde og er således gældende for hele børne- og ungeområdet herunder dagtilbud, skoler og det specialiserede børne-/ungeområde. Politikken rækker ind i fritids-, kultur- og arbejdslivet, og skal understøtte gode overgange i børn og unges liv.
Udvalgets område og lovgivning:
Skole og undervisningsudvalgets område, omfatter den del af børne- og ungeområdet, som Skolecentret varetager på vegne af byrådet omhandlende børn, unge op til det fyldte 18. år Det drejer sig overordnet om følgende områder:
- 8 Folkeskoler inkl. SFO
- 2 Specialskoler
- 1 Ungdomsskole
- Den kommunale tandpleje
- Kompetenceenheden – PPR
Områderne er lovgivningsmæssigt reguleret af Folkeskoleloven, barnets lov og sundhedsloven.
Skole- og Undervisningsudvalgets politikområder har primært snitflader til Børne- og Familieudvalget, Arbejdsmarkeds- og Beskæftigelsesudvalget, Social- og Sundhedsudvalget samt Sport-, Kultur- og Fritidsudvalget – fx i forhold til:
- Overgangen når barnet går fra dagtilbud til skole
- Samarbejde med skoleområdet og Kompetenceenheden i forhold til samspillet mellem almenområdet og det specialiserede børne-/ungeområde
- Samarbejder med frivillighedsområdet i forhold til inddragelse af netværk, mv.
Økonomi:
Skole- og Undervisningsudvalgets område har et budget 2026 på ca. 400 mio. kr.
Skolecentrets organisering
Politisk handlerum
Introduktionen har til formål at give udvalget et fælles afsæt og overblik over lovgivning og politikområderne. Viden herfra kan indgå i udvalgets videre arbejde med strategiske drøftelser, budgetprioriteringer og udvikling af området i den kommende byrådsperiode.
Vurdering
Administrationen vurderer, at sagen inkl. gennemgangen på udvalgsmødet vil, giver en grundlæggende introduktion udvalgets politikområder.
Inddragelse og høring
Ingen
Økonomi
Ingen bevillingsmæssige konsekvenser.
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- Html "<div><div id='sagsfremstillingContainer'> <h3>Indhold</h3> <span><div> <h2>Resume</h2> <p>Med denne sag gives en kort introduktion til Skole- og Undervisningsudvalgets område. Introduktionen uddybes på udvalgsmødet.</p> <p><span>Indstilling</span></p> <h2></h2> </div> <p><strong>Direktionen indstiller, </strong>at orienteringen tages til efterretning</p> <p><strong>Sagsgang:</strong></p> <table border="1" cellspacing="0" cellpadding="0" style="width: 77.7%; border: none;"> <tbody> <tr> <td valign="top" style="width: 127.35pt; border-style: solid; border-width: 1pt; text-align: left;"></td> <td style="width: 22.95pt; border-left: none; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; text-align: center;"> <p>BY</p> </td> <td style="width: 25.15pt; border-left: none; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; text-align: center;"> <p>ØK</p> </td> <td style="width: 30.9pt; border-left: none; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; text-align: center;"> <p>ABU</p> </td> <td style="width: 30.7pt; border-left: none; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; text-align: center;"> <p>BFU</p> </td> <td style="width: 33.25pt; border-left: none; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; text-align: center;"> <p>SUU</p> </td> <td style="width: 31.2pt; border-left: none; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; text-align: center;"> <p>SKFU</p> </td> <td style="width: 31.55pt; border-left: none; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; text-align: center;"> <p>ULBTM</p> </td> <td style="width: 40.95pt; border-left: none; border-top-style: solid; border-right-style: solid; border-bottom-style: solid; text-align: center;"> <p>ÆSSU</p> </td> </tr> <tr> <td style=" width: 127.35pt; border-top: none; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; text-align: left;"> <p>Beslutning om høring</p> </td> <td style=" width: 22.95pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 25.15pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 30.9pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 30.7pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 33.25pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 31.2pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 31.55pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 40.95pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> </tr> <tr> <td style=" width: 127.35pt; border-top: none; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; text-align: left;"> <p>Orientering</p> </td> <td style=" width: 22.95pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 25.15pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 30.9pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 30.7pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 33.25pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;">x</td> <td style=" width: 31.2pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 31.55pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 40.95pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> </tr> <tr> <td style=" width: 127.35pt; border-top: none; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; text-align: left;"> <p>Indstilling</p> </td> <td style=" width: 22.95pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 25.15pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 30.9pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 30.7pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 33.25pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 31.2pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 31.55pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 40.95pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> </tr> <tr> <td style=" width: 127.35pt; border-top: none; border-right-style: solid; border-bottom-style: solid; border-left-style: solid; text-align: left;"> <p>Beslutning</p> </td> <td style=" width: 22.95pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 25.15pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 30.9pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 30.7pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 33.25pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 31.2pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 31.55pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> <td style=" width: 40.95pt; border-top: none; border-left: none; border-right-style: solid; border-bottom-style: solid; text-align: left;"></td> </tr> </tbody> </table> <p><em>BY=Byråd, ØK=Økonomiudvalg, ABU= Arbejdsmarkeds- og Beskæftigelsesudvalget, BFU=Børne- og Familieudvalget, SUU=Skole- og Undervisningsudvalget, SKFU=Sport-, Kultur- og Fritidsudvalget, ULBTM=Udvalget for Land og By, Teknik og Miljø, ÆSSU=Ældre-, Social- og Sundhedsudvalget</em></p> <h2>Sagsfremstilling</h2> <p><em>Politik</em>:</p> <p>Skole- og Undervisningsområdet agerer under Folkeskoleloven og har ansvar for at indfri De skolepolitiske mål 2023-2026. </p> <p>I forhold til politikker omfattes politikområderne primært af Børne-Ungepolitikken, Sundhedspolitikken samt Politik for Kultur, Fritid og Frivillighed. Børne-Ungepolitikken udgør en del af kommunens fælles fundament for arbejdet med alle børn og unge uanset alder og forudsætninger. Den kobler almenområdet med det specialiserede børne-/ungeområde og er således gældende for hele børne- og ungeområdet herunder dagtilbud, skoler og det specialiserede børne-/ungeområde. Politikken rækker ind i fritids-, kultur- og arbejdslivet, og skal understøtte gode overgange i børn og unges liv.</p> <p><em>Udvalgets område og lovgivning</em>:</p> <p>Skole og undervisningsudvalgets område, omfatter den del af børne- og ungeområdet, som Skolecentret varetager på vegne af byrådet omhandlende børn, unge op til det fyldte 18. år Det drejer sig overordnet om følgende områder:</p> <ul> <li>8 Folkeskoler inkl. SFO</li> <li>2 Specialskoler</li> <li>1 Ungdomsskole</li> <li>Den kommunale tandpleje</li> <li>Kompetenceenheden – PPR </li> </ul> <p>Områderne er lovgivningsmæssigt reguleret af Folkeskoleloven, barnets lov og sundhedsloven.</p> <p>Skole- og Undervisningsudvalgets politikområder har primært snitflader til Børne- og Familieudvalget, Arbejdsmarkeds- og Beskæftigelsesudvalget, Social- og Sundhedsudvalget samt Sport-, Kultur- og Fritidsudvalget – fx i forhold til:</p> <ul> <li>Overgangen når barnet går fra dagtilbud til skole</li> <li>Samarbejde med skoleområdet og Kompetenceenheden i forhold til samspillet mellem almenområdet og det specialiserede børne-/ungeområde</li> <li>Samarbejder med frivillighedsområdet i forhold til inddragelse af netværk, mv.</li> </ul> <p><em>Økonomi</em>:</p> <p>Skole- og Undervisningsudvalgets område har et budget 2026 på ca. 400 mio. kr. </p> <p><em>Skolecentrets organisering</em><em></em></p> <p><img alt="" src="data:image/png;base64,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"></p> <h2>Politisk handlerum</h2> <p>Introduktionen har til formål at give udvalget et fælles afsæt og overblik over lovgivning og politikområderne. Viden herfra kan indgå i udvalgets videre arbejde med strategiske drøftelser, budgetprioriteringer og udvikling af området i den kommende byrådsperiode.</p> <p><span>Vurdering</span></p> <p>Administrationen vurderer, at sagen inkl. gennemgangen på udvalgsmødet vil, giver en grundlæggende introduktion udvalgets politikområder.</p> <p><span>Inddragelse og høring</span></p> <p>Ingen</p> <h2>Økonomi</h2> <p>Ingen bevillingsmæssige konsekvenser.</p></span> </div></div>"
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