178.23 $
178.23 $
178.23
CAD
178.23 $
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Baseline digital inclinometer
Digital Inclinometer with fixed feet is used to measure range-of-motion (ROM). Place inclinometer near the joint to be measured. Read measurements on LCD. Uses 1 x 3v CR2032 battery (included).
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