7artisans Leica L mount Ultra-wide prime
7artisans AF 10mm f/2.5
Quick answer
The 7artisans AF 10mm f/2.5 is a ultra-wide prime lens covering 10mm at f/2.5 for the Leica L mount. Its bright maximum aperture handles indoor and evening light reasonably well.
- Full frame
- APS-C (15mm equiv.)
- 22 Leica L cameras
- Focal
- 10mm
- Aperture
- f/2.5
What 10mm sees
- Full frame crop 1.0×
- 130.4° 121.9° horizontal
- APS-C crop 1.5× → 15mm
- 110.5° 100.4° horizontal
Diagonal angle of view. Frames drawn to scale at 10mm. Calculated from the focal length and crop factor, not measured.
Open the field-of-view calculator7artisans AF 10mm f/2.5 specifications
Optics
- Focal length
- 10mm
- Maximum aperture
- f/2.5
- Format coverage
- Full frame
Specification source: 7artisans.store
What can you shoot with the 7artisans AF 10mm f/2.5?
At 10mm this is a ultra-wide prime, which typically suits:
- Landscapes and big skies
- Architecture and interiors
- Astrophotography and night skies
Its bright maximum aperture handles indoor and evening light reasonably well.
Frequently asked questions
What mount does the 7artisans AF 10mm f/2.5 use?
It uses the Leica L mount, so it fits Leica L cameras directly.
What is the focal length of the 7artisans AF 10mm f/2.5?
It is a fixed 10mm lens with a maximum aperture of f/2.5. That makes it a ultra-wide lens.
Is the 7artisans AF 10mm f/2.5 a prime or a zoom lens?
It is a prime lens with a fixed 10mm focal length. Primes usually open wider than zooms; this one opens to f/2.5.
What is the 7artisans AF 10mm f/2.5 equivalent on a crop sensor?
On APS-C (1.5x crop) it frames like 15mm on full frame, with a 100.4° horizontal and 110.5° diagonal field of view. These figures are calculated from the focal length and crop factor.
Which cameras does the 7artisans AF 10mm f/2.5 fit?
Any Leica L-mount camera, including Leica SL (Typ 601), Leica SL2, Leica SL2-S, Leica SL3, and Panasonic Lumix DC-S1 and 17 more.
Alternatives for Leica L from other brands
All Leica L lensesSame mount, overlapping focal range, closest maximum aperture first.