aareforkalkning-i-legemspulsaaren-aorta-og-baekkenet (PH Indholdsside)

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      <HtmlField Name="PageContent"><![CDATA[<p>&Aring;reforkalkning er ofte mest udtalt der, hvor puls&aring;rerne deler sig, som fx hvor legemspuls&aring;ren (aorta) deler sig. &Aring;reforkalkningen kan f&oslash;re til en forsn&aelig;vring (stenose) eller en tillukning (okklusion) af puls&aring;rerne.</p>
<p>&Aring;reforkalkning i legemspuls&aring;ren (aorta) med forgrening til b&aelig;kkenpuls&aring;rerne (a. iliaca). A) &Oslash;verst er vist en okklusion (lukning) i h&oslash;jre b&aelig;kken puls&aring;re. B) Nederst til venstre ses en okklusion af h&oslash;jre b&aelig;kken puls&aring;re, og samtdigt er der &aring;reforkalkning i legemspuls&aring;ren og venstre b&aelig;kkenpuls&aring;re (stenose/forsn&aelig;vring). C) Nederst til h&oslash;jre ses okklusion af legemespuls&aring;ren og begge b&aelig;kkenpuls&aring;re.</p>]]></HtmlField>
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      <TextField Name="PageTitle">Åreforkalkning i legemspulsåren (aorta) og bækkenet</TextField>
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      <DateTimeField Name="RevisedDate">2024-01-10T13:52:00</DateTimeField>
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      <TextField Name="MetaKeywords">stenoser i bækkenregionen, Trombotiske tilstande</TextField>
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