15 mm Pen electrode including one sponge

Name: 15 mm Pen electrode including one sponge
Brand: Gymna
SKU: 100-442
Price: 117.08 CAD
Availability: InStock

15 mm stimulation pencil electrodes with 4 mm plug, including a sponge.

117.08 $ 117.08 $ 117.08 CAD

117.08 $

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Code

100-442

Brand

Gymna

Origin

Belgium

Warranties

3ML

Usage

Man Animal

Type

Non-Medical

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