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TOKINA AT-X 10-17mm F:3,5-4,5 DX Nikon Formato Completo

Calificación: Sin calificación Fabricante: Tokina
tokina
Precio:
Precio sin IVA: 491,74 €
IVA: 103,26 €
Precio de venta 595,00 €

Descripción

Focal Length 10 - 17mm
Maximum Aperture f/3.5 - 4.5
Minimum Aperture f/22
Construction E/G 10 Elements in 8 Groups
Coatings Multi-layer
Angle of View 180 - 100°
Minimum Focus Distance 0.5 ft (0.14 m)
Macro Ratio 1:2.56
Zooming System Rotary Type
Aperture Blades 6
SD Glass One elements
Maximum Outer Diameter 2.7 in (69.85mm)
Lens Width 2.7 in (69.85mm)
Lens Length 2.8 in (70.88mm)
Weight 12.3 oz (350g)
Mounts Canon Full Frame, Nikon Full Frame, Canon APS-C, Nikon APS-C



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