[Electronics] Product Canon EF-S 55-250mm F4-5.6 IS STM Lens for Canon
SLR Cameras Canon EF-S 55-250mm F4-5.6 IS STM Lens for Canon SLR Cameras
![[Electronics] Product Canon EF-S 55-250mm F4-5.6 IS STM Lens for Canon SLR Cameras Canon EF-S 55-250mm F4-5.6 IS STM Lens for Canon SLR Cameras](data:image/png;base64,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)
Product Details
- Color: Black
- Brand: Canon
- Model: 8546B002
- Released on: 2013-09-17
- Number of items: 1
- Dimensions: 2.76" h x2.76" w x4.37" l,.83 pounds
- Battery type: Lithium Ion
- Focal length and maximum aperture: 55-250mm 1:4-5.6
- Lens construction: 15 elements in 12 groups
- Diagonal angle of view: 27 Degree 50 ft. - 6 Degree 15 ft.
- Rear focus system
- Closest focusing distance: 0.85m/2.8 ft.

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