Title: Evaluation of anisocoria<br/>Author: Wan-Tsu Wendy Chang<br/><a href='http://umem.org/profiles/faculty/1322/'>[Click to email author]</a><hr/><p>
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        Anisocoria, or unequal pupil sizes, is a common condition.  Approximately 20% of the normal population have physiologic anisocoria.  However, pathologic anisocoria indicates disease of the iris, parasympathetic pathway or sympathetic pathway.  A systematic approach to the evaluation of anisocoria can help differentiate between etiologies that range from benign to life threatening.</p>
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        The most important question in the evaluation of anisocoria is whether both pupils are normally reactive to light or is one (or both) poorly reactive.  <em><u>If both pupils are reactive</u></em>, the smaller pupil is abnormal and <u>the lesion is likely in the sympathetic pathway</u> because pupillary constriction (parasympathetic pathway) is intact.  <em><u>If one pupil is poorly or non-reactive</u></em> (and there is no relative afferent pupillary defect), the larger pupil is abnormal and <u>the lesion is likely in the parasympathetic pathway</u>.</p>
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" /></p>
<p>
         </p>
<p>
        DDx of anisocoria with normally reactive pupils:</p>
<ul>
        <li>
                Physiologic anisocoria</li>
        <li>
                Horner syndrome</li>
</ul>
<p>
        DDx of anisocoria with poorly or non-reactive pupil:</p>
<ul>
        <li>
                Iris sphincter damage (traumatic mydriasis)</li>
        <li>
                Pharmacologic blockade</li>
        <li>
                Tonic pupil</li>
        <li>
                Cranial nerve III palsy</li>
</ul>
<fieldset><legend>References</legend>

                <p>
        Kedar S, Biousse V, Newman NJ. Approach to the patient with anisocoria. In: UpToDate, Brazis, PW (Ed), UpToDate, Waltham, MA, 2014. (Accessed on November 12, 2014.)</p>
<p>
        Lam BL, Thompson HS, Corbett JJ. The prevalence of simple anisocoria. Am J Ophthalmol 1987;104(1):69-73.</p>
</fieldset>