INTERMITTENT NEAR EXOTROPIA Flashcards

concom

1
Q

what is an int near xt?

A

Exotropia at near, BSV in distance (> 10^ difference near to distance)
- True – uniocular occlusion no change
- Simulated – occlusion increases distance angle to = near
Simulated is rare – managed the same as non-specific

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2
Q

int nr xt True : Aetiology:

A

Coincidental finding on routine assessment
Suggested association with low AC/A ratio (Plenty (1988) found AC/A of 2:1 quite common in normal controls)
Less obvious – possibly why rarely seen in children, Older children and young adults – able to communicate symptoms

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3
Q

Characteristics of int nr xt

A

XT at near, X in distance with BSV
Asthenopic symptoms (Ocular fatigue, Discomfort, Watering, Headaches)
Diplopia
Equal VA
Poor binocular convergence
NRC
Normal sensory fusion
Reduced positive motor fusion amplitude (BO wont be as good)

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4
Q

Investigation:
on int nr xt

A

Case history – symptoms
VA
CT
BSV (Bag gls in distance to see if NRC, synoptopher, frisby)
PCT (10 ^ difference)
OM – Normal
NPC – Reduced
AC/A ratio – low?

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5
Q

Differential Diagnosis: of int nr xt

A

Convergence palsy (No convergence – BO ^ at 1-2m not o/c)
Convergence insufficiency (CT near – XOP not manifest)
Decompensating near X (Normal or large +ve fusional amplitude c dip)
Accommodative convergence insufficiency (Reduced amplitude of accommodation)
Loss of motor fusion (Hx of head trauma and encephalitis or idiopathic. Long Hx of CI, some acute presentation. D PFR reduced, accomm reduced sometimes)

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6
Q

mx for int nr xt (non surgical)

A
  1. Correct refractive error – may occur in myopia onset (teenager)
    Better response than distance and nonspecific
  2. Orthoptic Exercises (<25∆)
    * Recognition of dip
    * Fusion of images
    * Extension of +ve fusion amplitude & convergence
  3. Prisms
    * BI to relieve symptoms
    * Just sufficient to allow BSV
    * Strength reduced in stages
    * +/- orthoptic exercises
    * Can incorporate
  4. Botulinum Toxin
    * Limited use
    * LR injected = ET in distance with dip
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