Ydre sideledbaand knae (PH Indholdsside)

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      <HtmlField Name="PageContent"><![CDATA[<p>Kn&aelig;leddet har mange ledb&aring;nd (ligamenter), som st&oslash;tter og giver kn&aelig;et stabilitet. P&aring; begge sider af kn&aelig;et er der st&aelig;rke ledb&aring;nd, som sikrer kn&aelig;et mod sidebev&aelig;gelser. Dette er sideledb&aring;ndene eller kollateral ligamenterne som de hedder p&aring; fagsprog. De forbinder l&aring;rbenet og underbenet. Ledb&aring;ndet p&aring; ydersiden af kn&aelig;et (lateralt) skal hindre, at underbenet vinkles for meget udad.</p>]]></HtmlField>
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      <TextField Name="PageTitle">Ydre sideledbånd knæ</TextField>
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      <DateTimeField Name="RevisedDate">2025-02-10T09:13:00</DateTimeField>
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      <TextField Name="Description">Knæleddet har mange ledbånd (ligamenter), som støtter og giver knæet stabilitet. På begge sider af knæet er der stærke ledbånd, som sikrer knæet mod sidebevægelser</TextField>
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      <TextField Name="MetaKeywords">ydre sideledbånd, knæ</TextField>
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