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)
Note:
• Do not block the infrared sensor (see 'Terminology" on
page 147) with hand. etc.
sensor block
• Be sure to remove the lens cap before turning the DVD
Video Camera on. If the DVD Video Camera is turned on
with the lens capped, the white balance will not work
normally.
82