1.No free equivalent exists that would effectively identify the article's subject.
2.The image does not in any way limit the ability of the copyright owners to market or sell their product.
3.The image is only used once and is rendered in low resolution to avoid piracy.
4.The image has been published outside Wikipedia; see source above.
5.The image meets general Wikipedia content requirements and is encyclopedic.
6.The image meets Wikipedia's media-specific policy.
7.The image is used in the article wiki-linked in the section title.
8.The image is significant in identifying the subject of the article, which is the film or film character itself.
9.The image is used in the article namespace.
10.The image has a brief description that identifies the image, notes the source, and provides attribution to the copyright holder.
Resolution:
The copy is of sufficient resolution for commentary and identification but lower resolution than the original. Copies made from it will be of inferior quality, unsuitable as artwork on pirate versions or other uses that would compete with the commercial purpose of the original artwork.
Replaceable?:
As a film poster, the image is not replaceable by free content; any other image that shows the images from the movie poster would also be copyrighted, and any version that is not true to the original would be inadequate for identification or commentary.
This image is of a film poster, and the copyright for it is most likely owned by either the publisher or the creator of the work depicted. It is believed that the use of scaled-down, low-resolution images of film posters
to provide critical commentary on the film in question or of the film poster itself, not solely for illustration
where no free equivalent is available or could be created that would adequately give the same information,
== Summary == Source:http://frenchfilms.topcities.com/1935_Golgotha.jpg ==Rationale for use on wikipedia in the article Neues vom Hexer== {{Navbox |name = Filmr |title = Non-free film-related media rationale |above =