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)
ENG-11
Attaching a 250D or 500D (58mm) Close-up
Lens enables close-up photography.
The magnication will be as follows.
Close-up Lenses
(Sold separately)
8
Close-up Lens 250D: 0.08x - 0.52x
Close-up Lens 500D: 0.04x - 0.44x
MF mode is recommended for accurate focusing.
COPY