in-toeing-og-out-toeing (LH Indholdsside)

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      <HtmlField Name="PageContent"><![CDATA[<h2>Basisoplysninger</h2>
<h3>Definition</h3>
<ul>
    <li>In-toeing
    <ul>
        <li>F&oslash;dderne peger indad under gang i forhold til gangretningens akse (retningen som barnet bev&aelig;ger sig i)<a title="Harris E, The intoeing child: etiology, prognosis, and current treatment options. Clin Podiatr Med Surg 2013;30: 531-65" href=" " data-type="journal-reference" data-value="Harris E, The intoeing child: etiology, prognosis, and current treatment options. Clin Podiatr Med Surg 2013;30: 531-65" data-url="reference-link" data-value-piped="Harris E|The intoeing child: etiology, prognosis, and current treatment options|Clin Podiatr Med Surg|2013|30|531-65"><sup>1</sup></a></li>
    </ul>
    </li>
    <li>Out-toeing
    <ul>
        <li>F&oslash;dderne peger udad under gang&nbsp;i forhold til gangretningens akse (retningen som barnet bev&aelig;ger sig i)<a href=" " data-type="journal-reference" data-value="Sass P, Hassan G, Lower extremity abnormalities in children. Am Fam Physician 2003;68: 461-8" data-value-piped="Sass P, Hassan G|Lower extremity abnormalities in children.|Am Fam Physician|2003|68|461-8|12924829" data-url="reference-link" data-pubmedid="12924829" title="Sass P, Hassan G, Lower extremity abnormalities in children. Am Fam Physician 2003;68: 461-8"><sup>2</sup></a></li>
    </ul>
    </li>
</ul>
<h3>Forekomst</h3>
<ul>
    <li>Begge tilstande er normalt forekommende i sp&aelig;dbarns- og sm&aring;barnsalderen, in-toeing er hyppigere end out-toeing</li>
    <li>Indtil barnet n&aring;r 10 &aring;rs alderen, s&aring; sker der store &aelig;ndringer af in- eller out-toeing<a title="Lincoln TL, Suen PW, Common rotational variations in children. J Am Acad Orthop Surg  2003;11: 312-20" href=" " data-type="journal-reference" data-value="Lincoln TL, Suen PW, Common rotational variations in children. J Am Acad Orthop Surg  2003;11: 312-20" data-url="reference-link" data-value-piped="Lincoln TL, Suen PW|Common rotational variations in children|J Am Acad Orthop Surg| 2003|11|312-20"><sup>3</sup></a></li>
    <li>Der sker en normalt spontan bedring af&nbsp;in-toeing. Den motorisk udvikling g&oslash;r, at barnet l&aelig;rer at kompensere for sin in-toeing/out-toeing, som ofte skyldes en rotationsproblematik af hofte, underben eller fodstilling<a title="Rosenfeld SB, Phillips W, Torchia MM, Approach to the child with in-toeing, Nov 2015" href="http://www.uptodate.com/home" data-type="other-reference" data-value="Rosenfeld SB, Phillips W, Torchia MM, Approach to the child with in-toeing, Nov 2015" data-url="http://www.uptodate.com/home"><sup>4</sup></a></li>
</ul>
<h3>Diagnostisk tankegang</h3>
<ul>
    <li>In-toeing eller out-toeing ses ofte under gang, og er et resultat af rotationsforholdene p&aring; tre niveauer. Ved den kliniske evaluering s&aring; ser man f&oslash;rst barnet g&aring;, hvor man ser p&aring; fod progressions vinklen (som foden peger udad eller indad under gang). Herefter unders&oslash;ges rotationsforholdene i underekstremiterne. Dette unders&oslash;ges bedst med barnet liggende p&aring; maven med b&oslash;jede kn&aelig;, hvor
    <ul>
        <li>hofterotationen kan vurderes ved underbenets drejning udad og indad (indadrotation er n&aring;r underbenet drejer udad/lateralt)</li>
        <li>tibia torsionen vurderes ved malleolernes akse i forhold til kn&aelig;ets akse (som regel peger udad)</li>
        <li> og fodens bidrag i form vurderes ved fx h&aelig;lens bisektorielle linje (peger ofte indad ved addutus f&oslash;dder)</li>
    </ul>
    </li>
    <li>F&oslash;dderne&nbsp;
    <ul>
        <li>Forfodsadduktion (b&oslash;nneformet fod), som hyppigt ses i sp&aelig;dbarnsalderen, kan bidrage til in-toeing</li>
    </ul>
    </li>
    <li>Underben&nbsp;
    <ul>
        <li>Underbenene kan rotere indad (intern tibiatorsion) eller udad (ekstern tibiatorsion) og kan bidrage til hhv. in-toeing eller out-toeing (indtil 5 &aring;rsalderen)</li>
    </ul>
    </li>
    <li>L&aring;r
    <ul>
        <li>Rotationsforholdene p&aring; l&aring;ret bidrager ogs&aring; til fodens stilling under gang. &Oslash;get anteversion af collum bidrager til in-toeing og nedsat anteversion (retrotorsion) bidrager til out-toeing (indtil 11 &aring;rs alderen)&nbsp; &nbsp;</li>
    </ul>
    </li>
</ul>
<p><img alt="" src="33B43EDDF1674AE08E3FA209A81CC725-480-256" style="height: 256px; width: 480px;" height="256" width="480"></p>
<ul>
    <li>A: Fod-l&aring;r-vinkel udaddrejet, hvilket indikerer ekstern torsion (udaddrejet) underben</li>
    <li>B: Fod-l&aring;r-vinkel normal</li>
    <li>C: Fod-l&aring;r-vinkel indaddrejet, hvilket indikerer intern torsion (indaddrejet) underben</li>
</ul>
<h3>Hvorfor henvender patienten sig?</h3>
<ul>
    <li>Tilstandene ses regelm&aelig;ssigt i almen praksis, hvor for&aelig;ldre fort&aelig;ller at barnet&nbsp;ofte snubler&nbsp;over egne ben, eller af kosmetiske &aring;rsager<a title="Rosenfeld SB, Phillips W, Torchia MM, Approach to the child with in-toeing, Nov 2015" href="http://www.uptodate.com/home" data-type="other-reference" data-value="Rosenfeld SB, Phillips W, Torchia MM, Approach to the child with in-toeing, Nov 2015" data-url="http://www.uptodate.com/home"><sup>4</sup></a></li>
</ul>
<h3>Diagnostiske faldgruber</h3>
<ul>
    <li>
    <a href="~/link.aspx?_id=FCD8578CC1E349DB9FEF784011BC759A&amp;_z=z">Hoftedysplasi</a></li>
    <li>Epifysiolyse eller Perthes sygdom</li>
    <li><a href="~/link.aspx?_id=DED8549D84E54FA2B01886D539FF6930&amp;_z=z">Klumpfod (talipes varus/equinovarus)</a></li>
    <li>Skewfoot</li>
    <li>
    <a href="~/link.aspx?_id=279A1BBBC2B74CD88840253B875BB77E&amp;_z=z">Cerebral parese</a> </li>
</ul>
<h3>ICPC-2</h3>
<p>[ICPC]</p>
<h3>ICD-10/SKS-koder</h3>
<p>[ICD10]</p>
<h2>Differentialdiagnoser</h2>
<h3>&Aring;rsager til in-toeing</h3>
<h4>Femur/hofte</h4>
<ul>
    <li>
    <a href="~/link.aspx?_id=DB49848979424009BB185F62F257BB11&amp;_z=z">Femoral ante- eller retroversion</a>&nbsp;
    <ul>
        <li>Hyppig &aring;rsag til in-toeing og er ofte bilateral. Barnet har let ved at snuble, forekommer noget hyppigere hos piger </li>
        <li>Diagnosen stilles gerne efter 3 &aring;rs alder, ses tydeligst i alderen 4 til 6 &aring;r og regredierer derefter gradvis</li>
        <li>Tilstanden normaliseres spontant inden 11 &aring;rs alder hos over 80 % og giver kun&nbsp;i sj&aelig;ldne tilf&aelig;lde indikation for kirurgisk rotationsosteotomi&nbsp;</li>
        <li>Behandling med ortoser og lignende er un&oslash;dvendigt og ineffektivt</li>
    </ul>
    </li>
    <li><a href="~/link.aspx?_id=279A1BBBC2B74CD88840253B875BB77E&amp;_z=z">Cerebral parese</a>&nbsp;</li>
</ul>
<h4>L&aelig;g/kn&aelig;</h4>
<ul>
    <li><a href="~/link.aspx?_id=9DC223CD02AC49758F75D79163EAA9E8&amp;_z=z">Intern tibiatorsion</a><br>
    <ul>
        <li>Hyppig &aring;rsag til in-toeing<a href=" " data-type="journal-reference" data-value="Sass P, Hassan G, Lower extremity abnormalities in children. Am Fam Physician 2003;68: 461-8" data-value-piped="Sass P, Hassan G|Lower extremity abnormalities in children.|Am Fam Physician|2003|68|461-8|12924829" data-url="reference-link" data-pubmedid="12924829" title="Sass P, Hassan G, Lower extremity abnormalities in children. Am Fam Physician 2003;68: 461-8"><sup>2</sup></a></li>
        <li>Tilstanden er ofte asymmetrisk, og venstre side er oftere afficeret end h&oslash;jre</li>
        <li>Tilstanden bedrer sig spontant omkring 8-&aring;rsalderen </li>
        <li>Operation er sj&aelig;ldent n&oslash;dvendig<a title="Harris E, The intoeing child: etiology, prognosis, and current treatment options. Clin Podiatr Med Surg 2013;30: 531-65" href=" " data-type="journal-reference" data-value="Harris E, The intoeing child: etiology, prognosis, and current treatment options. Clin Podiatr Med Surg 2013;30: 531-65" data-url="reference-link" data-value-piped="Harris E|The intoeing child: etiology, prognosis, and current treatment options|Clin Podiatr Med Surg|2013|30|531-65"><sup>1</sup></a></li>
    </ul>
    </li>
</ul>
<h4>Fod/ankel</h4>
<ul>
    <li>
    <a href="~/link.aspx?_id=5744BBEBFF734B0DB07DFF4C760952EB&amp;_z=z">Forfodsadduktion</a>
    <ul>
        <li>Kan v&aelig;re sekund&aelig;rt til&nbsp;intrauterin lejring. Spontan remission i st&oslash;rstedelen af tilf&aelig;ldene</li>
        <li>Den semirigide og rigide fejlstilling skal henvises til vurdering, evt. behandling<a title="Harris E, The intoeing child: etiology, prognosis, and current treatment options. Clin Podiatr Med Surg 2013;30: 531-65" href=" " data-type="journal-reference" data-value="Harris E, The intoeing child: etiology, prognosis, and current treatment options. Clin Podiatr Med Surg 2013;30: 531-65" data-url="reference-link" data-value-piped="Harris E|The intoeing child: etiology, prognosis, and current treatment options|Clin Podiatr Med Surg|2013|30|531-65"><sup>1</sup></a></li>
    </ul>
    </li>
</ul>
<h3>&Aring;rsager til out-toeing</h3>
<ul>
    <li>Normalf&aelig;nomen </li>
    <li>Er mindre hyppigt end in-toeing </li>
    <li>
    <a href="~/link.aspx?_id=00B67689FF25430B8C9BAB5A7DC93214&amp;_z=z">Femoral retroversion</a>
    <ul>
        <li>Er hyppig i tidlige sp&aelig;dbarnsalder&nbsp;sekund&aelig;rt til intrauterin lejring</li>
    </ul>
    </li>
    <li>
    Hoftesygdomme som epifysiolyse og Perthe's sygdom</li>
    <li><a href="~/link.aspx?_id=8431CAE98B514775A0F2DB7DBB553527&amp;_z=z">Ekstern tibiatorsion</a> </li>
</ul>
<h2>Sygehistorie</h2>
<h3>Centrale elementer</h3>
<h4>For&aelig;ldrenes observationer</h4>
<ul>
    <li>For&aelig;ldrenes, bedstefor&aelig;ldres eller b&oslash;rnehavens observationer&nbsp;er oftest udgangspunkt for l&aelig;gekontakten</li>
    <li>Ofte kan det v&aelig;re en fordel at sp&oslash;rge ind til for&aelig;ldres oplevelse af problemet. Is&aelig;r ved de overvejende kosmetiske problematikker, s&aring; har de som regel ikke sv&aelig;re problemer i &oslash;vrigt.</li>
</ul>
<h4>Gangproblemer?</h4>
<ul>
    <li>Det er centralt for den kliniske vurdering med hensyn til initiering af behandling, i hvilken grad tilstanden p&aring;virker gangfunktionen som fx &oslash;get faldtendens</li>
    <li>Indtil 8-11 &aring;rsalderen sker en spontan bedring af b&aring;de rotationsforholdene p&aring; underekstremiteterne, og barnet l&aelig;rer at kompensere som f&oslash;lge af egen normale motoriske modning/udvikling</li>
</ul>
<h4>Hofteledsdysplasi i familien?</h4>
<ul>
    <li>T&aelig;nk p&aring; muligheden for hoftedysplasi ved fejlstillinger af f&oslash;dder. Der er dog ikke konsistent dokumentation for sammenh&aelig;ngen mellem disse to tilstande</li>
</ul>
<h2>Klinisk unders&oslash;gelse</h2>
<h3>Generelt</h3>
<ul>
    <li>Vurder barnets gang
    <ul>
        <li>Vender kn&aelig;skallerne indad ved gang, skyldes in-toeing'en som regel forhold i hoftedrejningen (femoral anteversion)</li>
        <li>Peger kn&aelig;skallerne lige frem ved gang, skyldes in-toeing'en oftest forhold i underben eller foden</li>
    </ul>
    </li>
    <li>Udeluk neuromuskul&aelig;r sygdom ved fokuseret neurologisk unders&oslash;gelse; t&aelig;nk her p&aring; spastisk reaktion i l&aelig;gsmuskulaturen (ankel klonus), refleksforhold p&aring; underekstremiteterne, asymmetrisk t&aring;gang, eller om barnet n&aring;r sine motoriske milep&aelig;le. Man b&oslash;r is&aelig;r v&aelig;re opm&aelig;rksom p&aring; dette, hvis der er asymmetrisk forhold</li>
</ul>
<h3>Specielt</h3>
<h4>In-toeing</h4>
<ul>
    <li><a href="~/link.aspx?_id=F4B1602E70AF44E8878D339BB72B5A9A&amp;_z=z">&Oslash;get anteversion af femur</a><br>
    <ul>
        <li>&Oslash;get passiv indadrotation og mindsket udadrotation i hoften. Dette kan vurderes i b&aring;de ryg og bugleje</li>
    </ul>
    </li>
    <li><a href="~/link.aspx?_id=9DC223CD02AC49758F75D79163EAA9E8&amp;_z=z">Rotation af underbenet</a><br>
    <ul>
        <li>Ses bedst, n&aring;r barnet ligger p&aring; maven med b&oslash;jede kn&aelig;. Her kan rotationen af tibia vurderes og l&aring;r-fod aksen unders&oslash;ges</li>
    </ul>
    </li>
    <li>Forfodsadduktion
    <ul>
        <li>Ses bedst ved inspektion af fods&aring;len med patienten i bugleje. Er foden b&oslash;nneformet? Kan fejlstillingen rettes op med unders&oslash;gerens h&aelig;nder?</li>
    </ul>
    </li>
</ul>
<h2>Supplerende unders&oslash;gelser</h2>
<h3>Andre unders&oslash;gelser</h3>
<ul>
    <li>Ved&nbsp; foddeformiteter hos nyf&oslash;dte kan screening for hoftedysplasi med ultralyd overvejes.</li>
</ul>
<h2>Tiltag og r&aring;d</h2>
<h3>Henvisninger</h3>
<ul>
    <li>Der er store normale variationer under opv&aelig;ksten, og f&oslash;rst ved 8-11 &aring;rs alderen kan man forvente, at tilstanden er station&aelig;r. F&oslash;rst herefter er det relevant at henvise til yderligere unders&oslash;gelser og behandling ved symptomatisk rotationsproblematik hos i &oslash;vrigt raske b&oslash;rn</li>
    <li>Forfodsadduktion retter sig ikke altid spontant, og b&oslash;rn som har semi-rigide&nbsp; eller rigide forf&oslash;dder b&oslash;r henvises. Dette unders&oslash;ges ved, at man ikke kan oph&aelig;ve fejlstillingen ved lateralt tryk p&aring; 1. metatarsal hoved med den ene h&aring;nd, mens den anden h&aring;nd holder h&aelig;len fast i neutral.</li>
</ul>
<h3>R&aring;d</h3>
<ul>
    <li>Der er ikke effekt af hjemmetr&aelig;ning eller fysioterapi p&aring; rotationsforholdene svarende til l&aring;r/hofter og underben, og der er heller ikke fundet effekt af bandager eller sko<a title="Rosenfeld SB, Phillips W, Torchia MM, Approach to the child with in-toeing, Nov 2015" href="http://www.uptodate.com/home" data-type="other-reference" data-value="Rosenfeld SB, Phillips W, Torchia MM, Approach to the child with in-toeing, Nov 2015" data-url="http://www.uptodate.com/home"><sup>4</sup></a></li>
    <li>
    Konservativ behandling for rotationsproblemer i hoften, s&aring;som indadg&aring;ende eller udadg&aring;ende gang (in-toeing og out-toeing), har vist sig at v&aelig;re effektiv over tid. Denne behandlingsform kan omfatte brug af skinner, medicinske sko, fysioterapi eller ingen intervention overhovedet. Studier viser, at mange tilf&aelig;lde af rotationsproblemer l&oslash;ser sig spontant over tid, og de fleste b&oslash;rn kr&aelig;ver ikke kirurgiske indgreb. I et studie, hvor b&oslash;rn med rotationsdeformiteter i de nedre ekstremiteter blev fulgt over 10 &aring;r, blev mange af disse problemer rettet konservativt. For eksempel blev omkring 66 % af in-toeing gangforstyrrelser for&aring;rsaget af hofteanteversion rettet med konservativ behandling. Endnu h&oslash;jere, omkring 88% af b&oslash;rnene med out-toeing gangforstyrrelser for&aring;rsaget af hofte retroversion, viste forbedring med konservativ behandling.&nbsp;Disse resultater tyder p&aring;, at konservativ behandling som f&oslash;rstevalg er effektiv for mange b&oslash;rn med rotationsproblemer og b&oslash;r betragtes som den f&oslash;rste behandlingsmulighed, f&oslash;r kirurgiske indgreb overvejes. Konservativ behandling kan hj&aelig;lpe med at forbedre gangm&oslash;nsteret uden de potentielle risici og byrder, der er forbundet med operation<a href=" " data-type="journal-reference" data-value="Nourai MH, Fadaei B, Rizi AM, In-toeing and out-toeing gait conservative treatment; hip anteversion and retroversion: 10-year follow-up. J Res Med Sci 2015;20: 1084-7" data-value-piped="Nourai MH, Fadaei B, Rizi AM|In-toeing and out-toeing gait conservative treatment; hip anteversion and retroversion: 10-year follow-up.|J Res Med Sci|2015|20|1084-7|26941813" data-url="reference-link" data-pubmedid="26941813" title="Nourai MH, Fadaei B, Rizi AM, In-toeing and out-toeing gait conservative treatment; hip anteversion and retroversion: 10-year follow-up. J Res Med Sci 2015;20: 1084-7"><sup>5</sup></a>
    </li>
    <li>Konservative tiltag skal dog st&aring; i m&aring;l med problematikken i form af brug af tid, &oslash;konomiske udgifter, og besv&aelig;r/ulempe for barn og familie, da konservative tiltag b&oslash;r anses for have tempor&aelig;r effekt og ikke kurativ effekt</li>
    <li><span>Siddestillingen har s&aring; vidt vides ingen betydning. B&oslash;rn med stor anteversion i hoften sidder ofte ubesv&aelig;ret i W-stilling. Det menes ikke at have betydning for den spontane korrektion eller forv&aelig;rring anteversionen. Det g&aelig;lder ogs&aring;, n&aring;r barnet ofte sidder med sine underben under bagdelen med f&oslash;dderne pegende mod hinanden, hvor det formentlig ikke har betydning for udvikling eller korrektion af forfodsadduktion eller intern tibiatorsion</span><a title="Harris E, The intoeing child: etiology, prognosis, and current treatment options. Clin Podiatr Med Surg 2013;30: 531-65" href=" " data-type="journal-reference" data-value="Harris E, The intoeing child: etiology, prognosis, and current treatment options. Clin Podiatr Med Surg 2013;30: 531-65" data-url="reference-link" data-value-piped="Harris E|The intoeing child: etiology, prognosis, and current treatment options|Clin Podiatr Med Surg|2013|30|531-65"><sup>1</sup></a></li>
    <li>Ved den semirigide forfodsadduktion kan initial udsp&aelig;ndings&oslash;velser gives. Det skal udf&oslash;res af for&aelig;ldre i 6 m&aring;neder, og en h&oslash;j grad af spontan remission kan forventes<a title="Mooney JF, Lower extremity rotational and angular issues in children. Pediatr Clin North Am 2014;61: 1175-83" href=" " data-type="journal-reference" data-value="Mooney JF, Lower extremity rotational and angular issues in children. Pediatr Clin North Am 2014;61: 1175-83" data-url="reference-link" data-value-piped="Mooney JF|Lower extremity rotational and angular issues in children|Pediatr Clin North Am|2014|61|1175-83"><sup>6</sup></a></li>
</ul>
<h2>Patientinformation</h2>
<h3>Hvad findes af skriftlig patientinformation</h3>
<ul>
    <li>
    <a href="~/link.aspx?_id=AC38107AA6A44B87B2A29FD6D481BA0C&amp;_z=z">Information om in-toeing og out-toeing</a> </li>
    <li>In-toeing
    <ul>
        <li><a href="~/link.aspx?_id=A365444D24D24F62BBDF02C4AE87840D&amp;_z=z">Indadroteret l&aring;rben</a> </li>
        <li><a href="~/link.aspx?_id=D99DE380E62F462F9FB344FA64087D47&amp;_z=z">Forfodsfejlstilling</a></li>
    </ul>
    </li>
    <li>Out-toeing
    <ul>
        <li><a href="~/link.aspx?_id=00B67689FF25430B8C9BAB5A7DC93214&amp;_z=z">Chaplin-f&oslash;dder</a> </li>
        <li><a href="~/link.aspx?_id=1808E78A4650432785808E6A9CDDAA13&amp;_z=z">Udadroteret l&aelig;gben</a></li>
    </ul>
    </li>
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