Tamron AF 18-270mm f/3.5-6.3 VC PZD All-In-One Zoom Lens for Canon DSLR Cameras
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Tamron AF 18-270mm f/3.5-6.3 VC PZD All-In-One Zoom Lens for Canon DSLR Cameras with secure price and compare to view update price on this product. And deals on this product is available only for limited time.
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Sale](data:image/png;base64,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Product Description
Extremely fast Piezo drive focusing motorVibration Compensation for ultra sharp imagesCompact designlong zoom range for versatilityDesigned for APS-C sized sensorsProduct Details
- Size: none
- Color: black
- Brand: Tamron
- Model: AFB008C-700
- Dimensions: 10.00" h x6.00" w x6.00" l,1.55 pounds
Features
- Front & Rear Lens Caps
- Lens Hood
Most of the consumer Reviews tell that the "Tamron AF 18-270mm f/3.5-6.3 VC PZD All-In-One Zoom Lens for Canon DSLR Cameras" are high quality item. You can read each testimony from consumers to find out cons and pros from
Tamron AF 18-270mm f/3.5-6.3 VC PZD All-In-One Zoom Lens for Canon DSLR Cameras ...
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