File:FishSunset001a.jpg

FishSunset001a.jpg (313 × 318 pixels, file size: 42 KB, MIME type: image/jpeg)

Non-free media information and use rationale true for Sunsets on Empire
Description

Artwork for the Fish album Sunsets on Empire

Source

www.the-company.com

  • Derived from a scan of the album cover (creator of this digital version is irrelevant as the copyright in all equivalent images is still held by the same party). Copyright held by the record company or the artist. Claimed as fair use regardless.
Article

Sunsets on Empire

Portion used

Album cover

Low resolution?

Low resolution

Purpose of use

For fair use on Sunsets on Empire

  1. This image is a low-resolution image of an album cover.
  2. This image does not limit the copyright holder's ability to profit from the original source, nor will it dilute the importance or recognition of the album or the artist in connection with its organization.
  3. This image enhances the article in which it's displayed, as it provides an immediate relevance to the reader more capably than the textual description alone.
  4. Use of the album cover visually identifies the album and the artist and its products in a manner that mere prose cannot, and meets all criteria in WP:NFCC.
Replaceable?

Not replaceable; album covers are always presumed non-free.

Fair useFair use of copyrighted material in the context of Sunsets on Empire//en.wiki.x.io/wiki/File:FishSunset001a.jpgtrue

File history

Click on a date/time to view the file as it appeared at that time.

Date/TimeThumbnailDimensionsUserComment
current06:24, 28 December 2017Thumbnail for version as of 06:24, 28 December 2017313 × 318 (42 KB)Theo's Little Bot (talk | contribs)Reduce size of non-free image (BOT - disable)
20:51, 25 February 2008No thumbnail350 × 356 (74 KB)Jimmy Fleischer (talk | contribs){{Non-free album cover}} {{ Non-free media rationale | Description = Artwork for the Fish album Sunsets on Empire | Source = www.the-company.com *Derived from a scan of the album cover (creator of this digital version is i

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