5-year-old girl with new-onset eye misalignment
Pediatric Ophth/Strabismus
What is your diagnosis?
The diagnosis is...
![ChildOutwardDrift Child with outward drifting of the left eye](https://d31g6oeq0bzej7.cloudfront.net/Assets/ResizeImages/image/webp/__spotlight/31d7a949-58a3-4bc9-aa26-9f674038256e.webp)
The image is consistent with a diagnosis of exotropia:
- Exotropia is an eye misalignment in which 1 eye is deviated outward, or temporally.
- The deviation is often intermittent but can be constant, and it can affect only 1 eye or may alternate between the 2 eyes.
- If exotropia is constant in infancy, testing for neurological associations should be considered.
- Treatment involves preventing or treating amblyopia and improving the control and angle of misalignment to improve eye contact and binocularity.
What is the role of the primary care or emergency medicine physician?
- Perform visual screening exams in infancy and periodically throughout childhood at well-child visits.
- If exotropia is noted by caregivers or a primary care physician, refer the patient to an ophthalmologist due to concern of amblyopia development and permanent vision loss.
- If abnormal extraocular motility, nystagmus, or an abnormal red reflex is seen, referral is urgent.
What is the role of the ophthalmologist?
The role of the ophthalmologist includes the following:
- determining visual acuity
![A child's vision being tested](data:image/jpeg;base64,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)
- assessing for motility defects in the primary gaze and 6 cardinal positions
![The oculomotor 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)
- assessing eye alignment measurements at near, distance, and cardinal positions of gaze
![Cover-uncover 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)
What is the treatment?
Nonsurgical treatments include correction of refractive error (generally myopia) and over-minus therapy (glasses that are more myopic than the patient's refraction). Patching 1 eye can help improve control of the drifting, and patching or pharmacologic penalization of the sound eye can be used to treat amblyopia.
Surgical treatment may be performed on the extraocular muscles in an attempt to restore ocular alignment.
Learn more: Ophthalmology resources for medical students