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diagnosis
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Differentiating Benign
Paroxysmal
...
Positional
Vertigo ... Neuritis-Labyrinthitis BENIGN
PAROXYSMAL
... patient with a
clinical
... patient with a
clinical
Epley
Maneuver for ... #BPPV #Benign #
paroxysmal
... #
positional
#vertigo ... #instructions #
clinical
... #physicalexam #
management
â–º
Epley
Maneuver for ... #
Epley
#Maneuver ... #BPPV #Benign #
paroxysmal
... #instructions #
clinical
... #physicalexam #
management
â–º
ACUTE TREATMENT OF
PAROXYSMAL
... TACHYCARDIA #PSVT #
Management
... #
Cardiology
#EmergencyMedicine
douloureux]
Clinical
... • Excruciating
paroxysmal
... spontaneous remission
Management
... TicDouloureux #Diagnosis #
Management
fibrillation,
paroxysmal
... #
Clinical
#MedStudent ... #
Cardiology
#EKG
Epley
Maneuver for ... #
Epley
#Maneuver ... #BPPV #Benign #
paroxysmal
... #instructions #
clinical
... #physicalexam #
management
â–º
Epley
Maneuver for ... #
Epley
#Maneuver ... #BPPV #Benign #
paroxysmal
... #instructions #
clinical
... #physicalexam #
management
â–º
Cardiomyopathy ECG and
Clinical
... Cardiomyopathy #Diagnosis #
Management
... #
Cardiology
Framework and
Management
... variable block
MANAGEMENT
... semi-recumbent
position
... Differential #Diagnosis #
Management
... #
cardiology
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![Trigeminal Neuralgia [Tic douloureux]
Clinical
• Excruciating paroxysmal pain
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side](data:image/jpeg;base64,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 "Trigeminal Neuralgia [Tic douloureux]
Clinical
• Excruciating paroxysmal pain
• Right > Left side ...")
