Skip to Content
Panomicron
Projects
Learning
Store
Contact
(0)
Cart (0)
Panomicron
Projects
Learning
Store
Contact
(0)
Cart (0)
Projects
Learning
Store
Contact
Store Additional Filter Threads for ALUM
rings-website.png Image 1 of
rings-website.png
rings-website.png

Additional Filter Threads for ALUM

from £16.00

There are additional filter threads for the ALUM Anamorphic, if you are a owner of V1 these also work as an upgrade.

The sizes correspond to the filter thread on the lens to which they match.

Note ! I have run out of 49mm metal rear plates, they will be 3d printed going forwards. Rings and Caps which are pictured will still be metal.

Note ! Some users have reported that the 49mm threads are a little short and can sometimes bind. it is recommended to mount the 49mm threads on top of an existing filter.

Size:
Quantity:
Add To Cart

There are additional filter threads for the ALUM Anamorphic, if you are a owner of V1 these also work as an upgrade.

The sizes correspond to the filter thread on the lens to which they match.

Note ! I have run out of 49mm metal rear plates, they will be 3d printed going forwards. Rings and Caps which are pictured will still be metal.

Note ! Some users have reported that the 49mm threads are a little short and can sometimes bind. it is recommended to mount the 49mm threads on top of an existing filter.

There are additional filter threads for the ALUM Anamorphic, if you are a owner of V1 these also work as an upgrade.

The sizes correspond to the filter thread on the lens to which they match.

Note ! I have run out of 49mm metal rear plates, they will be 3d printed going forwards. Rings and Caps which are pictured will still be metal.

Note ! Some users have reported that the 49mm threads are a little short and can sometimes bind. it is recommended to mount the 49mm threads on top of an existing filter.

This anamorphic adapter is designed to work best for lenses in the 35-50mm focal length range, at f/4 and up. Outside of this range, the lens performance will not be as good, due to proprieties inherent to very basic anamorphic designs. You can watch my youtube video about it here .

Policies

Privacy Policy

Return Policy