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)
EF/EF-S-lenzen bevestigen/verwijderen
Een lens bevestigen
Een lens verwijderen
U kunt EF- en EF-S-lenzen bevestigen door een optionele vattingadapter EF-EOS M te
gebruiken.
Een lens bevestigen
1.
Verwijder de doppen.
Verwijder de doppen op de lens, adapter en behuizing.
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