Type
Two point
Three point
63.50 $63.50 $63.5
CAD
67.25 $
This combination does not exist.
Non Exchangeable
Non Refundable
Esthesiometer - Plastic Discriminator
Plastic Esthesiometer - Discriminator with two (2) or three (3) point. Evaluate skin sensitivity and tactile threshold.
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