![](data:image/png;base64,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)
If the user specifies a product image, clicking the Enlarge command button
displays the Set Sensor Locations dialog box where the user can specify the
locations of each sensor. To move sensor locations, drag the sensor markers
to the approximate location where the sensors are attached.