Image:Sweden NSF.svg

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Sweden_NSF.svg‎ (SVG file, nominally 372 × 300 pixels, file size: 9 KB)

Non-free / fair use media rationale for Nykterhetsrörelsens Scoutförbund
Description	Emblem of Nykterhetsrörelsens Scoutförbund
Source	http://www.nsf.scout.de
Article	Nykterhetsrörelsens Scoutförbund
Portion used	The entire work illustrated is covered by this rationale
Low resolution?	Vector
Purpose of use	Illustrate points of Nykterhetsrörelsens Scoutförbund
Replaceable?	Not replaceable; all derivatives would be subject to the same copyrights
Other information	This image is only being used in Wikipedia articles for informational and educational purposes. The image's inclusion here will not result in financial loss to the copyright holder

This is a logo of a Scouting organization, and is protected by copyright and/or trademark. It is believed that the exhibition of low-resolution images of Scouting logos

to illustrate the Scouting organization in question
on the English-language Wikipedia, hosted on servers in the United States by the non-profit Wikimedia Foundation,

qualifies as fair use under United States copyright law. Any other uses of this image, on Wikipedia or elsewhere, may be copyright infringement. See Wikipedia:Non-free content and Wikipedia:Logos.

Use of the logo here does not imply endorsement of the organization by Wikipedia or the Wikimedia Foundation, nor does it imply endorsement of Wikipedia or the Wikimedia Foundation by the organization.

To the uploader: please add a detailed fair use rationale for each use, as described on Wikipedia:Fair use rationale guideline, as well as the source of the work and copyright information.

File history

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

	Date/Time	Dimensions	User	Comment
current	01:32, 8 November 2007	372×300 (9 KB)	Kaboom88 (Talk \| contribs)	({{Non-free media rationale \|Article=Nykterhetsrörelsens Scoutförbund \|Description=Emblem of Nykterhetsrörelsens Scoutförbund \|Source=http://www.nsf.scout.de \|Portion=The entire work illustrated is covered by this rationale \|Resolution=Vector \|Purpose=)