Østerhovedvej 7, Vildbjerg - Lovliggørelse af maskinhus
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Spørgsmål
Bør der gives afslag på ansøgningen om lovliggørelse af maskinhuset på Østerhovedvej 7, Vildbjerg?
Opsummering
Forvaltningen anbefaler afslag på lovliggørelse af maskinhuset på Østerhovedvej 7, Vildbjerg, og at ansøger finder en ny placering tættere på de eksisterende bygninger inden for fortidsbeskyttelseszonen, forudsat at en dispensation til Naturbeskyttelsesloven kan imødekommes.
Fordele
- Overholdelse af planlovens bestemmelser
- Beskytter fortidsminder
- Undgår påbudsprocedure
Ulemper
- Ansøger må finde ny placering
- Dispensation til Naturbeskyttelsesloven krævet
- Mulighed for påbudsprocedure
Emneord
- Økonomi
- Miljø
- Byudv
Bilag
First-agenda Sagsfremstilling
Kommunikation
| DIR | BFU | SOS | BSK | KFU | BYB | MIN | ØKE | BYR |
| X |
Sagsbehandler: Hans Eghøj
Øvrige sagsbehandlere:
Resume
Forvaltningen har modtaget ansøgning om lovliggørelse af et maskinhus på ejendommen Østerhovedvej 7, Vildbjerg.
Det ansøgte omfatter et maskinhus på 193 m2, der er opført uden landzonetilladelse eller byggetilladelse.
Forvaltningen anbefaler, at der med henvisning til Planlovens § 35, stk.1 gives afslag på den ansøgte lovliggørelse.
Desuden anbefales, at ansøger finder en ny placering tættere på de eksisterende bygninger inden for fortidsbeskyttelseszonen, forudsat at en dispensation til Naturbeskyttelsesloven kan imødekommes.
Sagsfremstilling
Ejendommen Østerhovedvej 7 er noteret som en ejendom med landbrugspligt, hvor der iflg. ansøgers oplysninger i 1992 er opført et maskinhus på 193 m2 og med en afstand til ejendommens samlede bebyggelse på ca. 135 m.
Maskinhuset vurderes at være en erhvervsmæssig nødvendig bygning for erhvervet på ejendommen. Det er opført med stålpladebelagte sider og eternitbeklædning.
Oversigtskort: Østerhovedvej 7, Vildbjerg
På ejendommen er der registreret en gravhøj og er dermed beliggende inden for fortidsmindebeskyttelseszonen. Derfor vil ny bebyggelse inden for beskyttelseszonen kræve dispensation fra Naturbeskyttelsesloven.
Maskinhuset er med sin placering beliggende lige uden for beskyttelseszonen, men er i strid med Planlovens bestemmelser for placering af bebyggelse i det åbne land, hvor der vil være afstandsbestemmelser til ejendommens samlede bebyggelse på ca. 20 m, med mindre der er særlige forhold til hinder herfor som f.eks. adgangsveje, træer mm.
Det fremgår, at forvaltningen er indstillet på at dispensere fra Naturbeskyttelsesloven mod, at en placering inden for beskyttelseszonen ikke kommer nærmere gravhøjen end de eksisterende bygninger på ejendommen. Det vurderes derfor, at der vil være mulighed for at kunne anvise alternative placeringer inden for beskyttelseszonen, som imødekommer muligheden og samtidig vil være i overensstemmelse med Planlovens bestemmelser for bygninger i det åbne land.
Ansøger er ikke indstillet på at finde en ny placering, men det er samtidig forvaltningens vurdering, at muligheden for at kunne finde en ny placering inden for beskyttelseszonen er til stede, og at ansøger skal finde en placering, der imødekommer ovenstående.
Såfremt det ikke imødekommes af ansøger, vil sagen overgå til en påbudsprocedure.
Indstilling
Direktøren for Teknik og Miljø indstiller,
at der med henvisning til Planlovens § 35, stk.1 gives afslag på den ansøgte lovliggørelse
at ansøger finder en ny placering tættere på de eksisterende bygninger inden for fortidsbeskyttelseszonen, forudsat at en dispensation til Naturbeskyttelsesloven kan imødekommes.
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- Html "<div><div id='sagsfremstillingContainer'> <h3>Kommunikation</h3> <span class='ukendt'><table border="0"><tbody><tr><td>DIR</td><td>BFU</td><td>SOS</td><td>BSK</td><td>KFU</td><td>BYB</td><td>MIN</td><td>ØKE</td><td>BYR</td></tr><tr><td> </td><td> </td><td> </td><td> </td><td> </td><td> </td><td>X</td><td> </td><td> </td></tr></tbody></table><p>Sagsbehandler: Hans Eghøj</p><p>Øvrige sagsbehandlere: </p></span> <div><h3>Resume</h3> <span class='resume'><p>Forvaltningen har modtaget ansøgning om lovliggørelse af et maskinhus på ejendommen Østerhovedvej 7, Vildbjerg.</p><p>Det ansøgte omfatter et maskinhus på 193 m2, der er opført uden landzonetilladelse eller byggetilladelse.</p><p>Forvaltningen anbefaler, at der med henvisning til Planlovens § 35, stk.1 gives afslag på den ansøgte lovliggørelse.</p><p>Desuden anbefales, at ansøger finder en ny placering tættere på de eksisterende bygninger inden for fortidsbeskyttelseszonen, forudsat at en dispensation til Naturbeskyttelsesloven kan imødekommes.</p></span> </div> <h3>Sagsfremstilling</h3> <span><p>Ejendommen Østerhovedvej 7 er noteret som en ejendom med landbrugspligt, hvor der iflg. ansøgers oplysninger i 1992 er opført et maskinhus på 193 m2 og med en afstand til ejendommens samlede bebyggelse på ca. 135 m.</p><p>Maskinhuset vurderes at være en erhvervsmæssig nødvendig bygning for erhvervet på ejendommen. Det er opført med stålpladebelagte sider og eternitbeklædning.</p><p><img 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width="644" height="650"></p><p>Oversigtskort: Østerhovedvej 7, Vildbjerg<br> <br>På ejendommen er der registreret en gravhøj og er dermed beliggende inden for fortidsmindebeskyttelseszonen. Derfor vil ny bebyggelse inden for beskyttelseszonen kræve dispensation fra Naturbeskyttelsesloven.</p><p>Maskinhuset er med sin placering beliggende lige uden for beskyttelseszonen, men er i strid med Planlovens bestemmelser for placering af bebyggelse i det åbne land, hvor der vil være afstandsbestemmelser til ejendommens samlede bebyggelse på ca. 20 m, med mindre der er særlige forhold til hinder herfor som f.eks. adgangsveje, træer mm.</p><p>Det fremgår, at forvaltningen er indstillet på at dispensere fra Naturbeskyttelsesloven mod, at en placering inden for beskyttelseszonen ikke kommer nærmere gravhøjen end de eksisterende bygninger på ejendommen. Det vurderes derfor, at der vil være mulighed for at kunne anvise alternative placeringer inden for beskyttelseszonen, som imødekommer muligheden og samtidig vil være i overensstemmelse med Planlovens bestemmelser for bygninger i det åbne land.</p><p>Ansøger er ikke indstillet på at finde en ny placering, men det er samtidig forvaltningens vurdering, at muligheden for at kunne finde en ny placering inden for beskyttelseszonen er til stede, og at ansøger skal finde en placering, der imødekommer ovenstående.</p><p>Såfremt det ikke imødekommes af ansøger, vil sagen overgå til en påbudsprocedure.</p></span> <div><h3>Indstilling<br>Direktøren for Teknik og Miljø indstiller,</h3> <span class='indstilling'><p>at der med henvisning til Planlovens § 35, stk.1 gives afslag på den ansøgte lovliggørelse</p><p>at ansøger finder en ny placering tættere på de eksisterende bygninger inden for fortidsbeskyttelseszonen, forudsat at en dispensation til Naturbeskyttelsesloven kan imødekommes.</p></span> </div> </div></div>"
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