aareforkalkning-i-underbenets-pulsaare (PH Indholdsside)

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      <HtmlField Name="PageContent"><![CDATA[<h4>&Aring;reforkalkning i underbenets puls&aring;re</h4>
<p>P&aring; l&aelig;ggen er der tre puls&aring;rer. P&aring; tegningen ses, at hovedgrenen til de tre puls&aring;rer p&aring; underbenet er meget forsn&aelig;vret p&aring; grund af &aring;reforkalkning. Det begr&aelig;nser, hvor meget blod, der l&oslash;ber igennem blodkarret. I hvile beh&oslash;ver det ikke betyde noget, men n&aring;r man g&aring;r eller l&oslash;ber, skal der mere iltet blod frem til musklerne end det er muligt. Derfor kommer der smerter, n&aring;r man g&aring;r/l&oslash;ber, idet musklerne f&aring;r iltmangel af den fysiske belastning.</p>]]></HtmlField>
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      <DateTimeField Name="RevisedDate">2024-11-01T14:47:00</DateTimeField>
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      <TextField Name="Description">Tegningen viser åreforkalkning i underbenets pulsåre</TextField>
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