Postterm pregnancy (ELearningPage)

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      <HtmlField Name="References"><![CDATA[<ul>
    <li>Oberg AS, Frisell T, Svensson AC, Iliadou AN. Maternal and fetal genetic contributions to postterm birth: familial clustering in a population-based sample of 475,429 Swedish births. Am J Epidemiol. 2013 Mar;177(6):531-7</li>
    <li>Olesen AW, Westergaard JG, Olsen J. <a href="https://www-ncbi-nlm-nih-gov.proxy.kib.ki.se/pubmed/12861166">Perinatal and maternal complications related to postterm delivery: a national register-based study, 1978-1993</a>. Am J Obstet Gynecol. 2003 Jul;189(1):222-7.</li>
    <li><a href="https://www.ncbi.nlm.nih.gov/pubmed/?term=Middleton%20P%5BAuthor%5D&amp;cauthor=true&amp;cauthor_uid=29741208">Middleton P</a>, <a href="https://www.ncbi.nlm.nih.gov/pubmed/?term=Shepherd%20E%5BAuthor%5D&amp;cauthor=true&amp;cauthor_uid=29741208">Shepherd E</a>, <a href="https://www.ncbi.nlm.nih.gov/pubmed/?term=Crowther%20CA%5BAuthor%5D&amp;cauthor=true&amp;cauthor_uid=29741208">Crowther CA</a>. Induction of labour for improving birth outcomes for women at or beyond term. <a href="https://www.ncbi.nlm.nih.gov/pubmed/29741208">Cochrane Database Syst Rev</a>. 2018 May 9;5</li>
    <li>Wennerholm UB, Saltvedt S, Wessberg A et al. Induction of labour at 41 weeks versus expectant management and induction of labour at 42 weeks (SWEdish Post-term Induction Study,&nbsp;SWEPIS): multicentre, open label, randomised, superiority trial. BMJ 2019 Nov 20;367:l6131.2019</li>
    <li><a href="https://www.ncbi.nlm.nih.gov/pubmed/?term=Grobman%20WA%5BAuthor%5D&amp;cauthor=true&amp;cauthor_uid=30089070">Grobman WA</a> et al. Labor Induction versus Expectant Management in Low-Risk Nulliparous Women. <a href="https://www.ncbi.nlm.nih.gov/pubmed/30089070">N Engl J Med</a>. 2018 Aug 9;379(6):513-523. </li>
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      <HtmlField Name="Author"><![CDATA[<p>Lone Storgaard, Department of Obstetrics, Juliane Marie Centret, Rigshospitalet,<br />
Copenhagen, Denmark</p>
<p>Runa Heimstad, St.Olavs hospital, Trondheim University hospital, 7006 Trondheim,<br />
Norway</p>
<p>Sissel Saltveddt, Dep of Obstetrics, Karolinska University Hospital, 17176 Stockholm,<br />
Sweden</p>
<p>Niels Uldbjerg, Dept Obstet Gynecol, Aarhus, Denmark</p>]]></HtmlField>
      <HtmlField Name="TakeHomeMessage"><![CDATA[<li>Postterm pregnancy is associated with both fetal and maternal risks.</li>
<li>Perinatal mortality is increased</li>
<li>Induction at 41 weeks reduces the risk of perinatal death without increasing the cesarean section rate</li>]]></HtmlField>
      <HtmlField Name="PageContent"><![CDATA[<h2>Definition</h2>
<p>Postterm pregnancy is defined as:</p>
<ul>
    <li>Gestational length of 294 days or more</li>
    <li>42 completed weeks or more</li>
    <li>2 weeks or more beyond EDD (Estimated date of delivery)</li>
</ul>
<p>Without intervention, the prevalence is 5%. In the Nordic countries the prevalence varies from 2.0 % to 5.0% as the induction policy differ between the clinics.</p>
<p><img alt="Figure 1: Definition of term and postterm pregnancy." src="291A4A71EEE94C9CB4EFC44D9683BC72-400-119" style="height: 119px; width: 400px;" title="Figure 1: Definition of term and postterm pregnancy." height="119" width="400">&nbsp;</p>
<h2>Etiology</h2>
<p>Postterm might be a result of &ldquo;simple statistical spread&rdquo; as not all women give birth at the estimated date of delivery (EDD). However, we know some risk factors:</p>
<ul>
    <li>Inaccurate dating of due date: When using the date of last menstrual period (LMP) instead of ultrasound, it increases the proportion of postterm pregnancies. This is due to a considerably variation in the cycle length, which often is longer than 28 days.</li>
    <li>The pregnant woman was born postterm herself: 49% risk of postterm delivery in the current pregnancy. </li>
    <li>Prior postterm pregnancy: 20% risk of postterm delivery in the current pregnancy.</li>
    <li>Risk factors: Nulliparity, maternal age is above 30 years, obesity, male fetus.</li>
</ul>
<h2>Complications in postterm pregnancy</h2>
<p>In some women, postterm pregnancy develop placental insufficiency. This because the capacity of placenta does not increase after early term whereas the fetal demands continue to rise. This causes increased risk of still birth, asphyxia, oligohydramnios and umbilical cord compression. <br>
In some women, postterm pregnancy develop macrosomia and by increased risk of shoulder dystocia.</p>
<h3>Perinatal mortality</h3>
<p>The combined stillbirth, neonatal and post neonatal mortality rates is 0.7&permil; at a 37 weeks, 2.4&permil; at 40 weeks, 4.8&permil; at 42 weeks and 5.8&permil; at 43 weeks. Fetuses that are small for gestational age are at increased risk compared to fetuses with an average weight.</p>
<p><img src="1B9D68E1085F45828FF0E00F8D5B5090-400-323" style="height: 323px; width: 400px;" alt="Figure 1: Definition of term and postterm pregnancy." title="Figure 1: Definition of term and postterm pregnancy." height="323" width="400">&nbsp;&nbsp;</p>
<h3>Other fetal outcomes</h3>
<p>The risks are doubled concerning meconium aspiration syndrome, asphyxia, low Apgar score, shoulder dystocia, bone fractures and peripheral nerve damage compared to babies born at term. <br>
It should be kept in mind that the absolute risks are small (around or less than 1%).</p>
<h3>Maternal outcomes</h3>
<p>Due to macrosomia, labor dystocia and fetal distress, the risk of an operative delivery (forceps, vacuum extraction or cesarean section) is increased. Also, there are increased rates of postpartum hemorrhage and endometritis.</p>
<h2>Management protocols</h2>
<p>The management protocols vary between Nordic countries and even within the same country. This reflects that there is no evidence for one specific protocol. <br>
It major challenge is that we have no reliable method of monitoring pregnancies in the late term or the postterm period. That is because the placental insufficiency associated with postterm pregnancies differ from the placental insufficiency seen before term. Thus, in postterm pregnancies stillbirth can occur shortly after a normal CTG and a normal ultrasound assessment.</p>
<table style="width: 728px; height: 244px;">
    <caption>Table 1</caption>
    <thead>
        <tr>
            <th scope="col">Week&nbsp;</th>
            <th scope="col">In the Nordic countries, most clinics recommend something like&nbsp;</th>
        </tr>
    </thead>
    <tbody>
        <tr>
            <th scope="row">40<sup>+0</sup> &ndash; 42<sup>+0</sup><br>
            </th>
            <td>Induction of labor in case of decreased fetal movements,<br>
            oligohydramnios, bleeding, fetus small for gestational age, hypertension.<br>
            </td>
        </tr>
        <tr>
            <th scope="row">41<sup>+0</sup> - 41<sup>+3</sup><br>
            </th>
            <td>CTG and ultrasound assessment which is considered better that no monitoring.<br>
            When cervix is ripen (Bishop Score), membrane sweeping can be offered (Chapter 26).<br>
            </td>
        </tr>
        <tr>
            <th scope="row">41<sup>+3</sup> - 42<sup>+0</sup><br>
            </th>
            <td>Induction of labor.<br>
            </td>
        </tr>
    </tbody>
</table>
<p>Many countries have adopted a policy of induction at 41 weeks, which is in accordance with a recommendation from World Health Organization from 2019. Furthermore, the trend worldwide is to have a more liberal induction policy including both medical indications and maternal request.</p>
<table>
    <caption>Table 2: Pro et con concerning late term labor induction.</caption>
    <thead>
        <tr>
            <th scope="col" style="text-align: center;">In favor of labor induction between 41+0 and 42+0 weeks&nbsp;</th>
            <th scope="col" style="text-align: center;">In favor of refraining from labor induction &nbsp;</th>
        </tr>
    </thead>
    <tbody>
        <tr>
            <td>Fewer perinatal deaths, fewer neonatal intensive care unit admissions, less asphyxia.<br>
            </td>
            <td>Some women prefer to give nature a chance.<br>
            </td>
        </tr>
        <tr>
            <td>Fewer caesarean sections.<br>
            </td>
            <td>More operative vaginal births.<br>
            </td>
        </tr>
        <tr>
            <td>You only need to induce perhaps 300 deliveries in order to save a perinatal death.<br>
            </td>
            <td>You need to induce 300 or more deliveries in order to save one perinatal death.<br>
            </td>
        </tr>
    </tbody>
</table>]]></HtmlField>
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163.504 characters