anki/LICENSE
Abdo dc3bd3efde
Replace css_browser_selector with our own implementation (#2854)
* Replace css_browser_selector

* Add classes to root element instead of body

* Export addBrowserClasses() in reviewer_extras for mobile clients (dae)

* Avoid setting .mac on iOS devices (dae)
2023-11-30 10:57:33 +10:00

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Anki is licensed under the GNU Affero General Public License, version 3 or
later, with portions contributed by Anki users licensed under the BSD-3
license (see CONTRIBUTORS).
The following included source code items use a license other than AGPL3:
In the pylib folder:
* The SuperMemo importer: GPL3 and 0BSD.
* The Pauker importer: BSD-3.
* statsbg.py: CC BY 4.0.
In the qt folder:
* Anki's translations are a mix of BSD and public domain.
* mpv.py: MIT.
* winpaths.py: MIT.
* MathJax: Apache 2.
* jQuery and jQuery-UI: MIT.
* plot.js: MIT.
* protobuf.js: BSD 3 clause
The above list only covers the source code that is vendored in this
repository. Binary distributions also include copies of Qt translation
files (LGPL), and all of the Python, Rust and Javascript libraries
that this code references.
Anki's logo is copyright Alex Fraser, and is licensed under the AGPL3 like the
rest of Anki's code.
The logo is also available under a limited alternative license for inclusion
in books, blogs, videos and so on. If the following conditions are met, you
may use the logo in your work without the need to license your work under an
AGPL3-compatible license:
* The logo must be used to refer to Anki, AnkiWeb, AnkiMobile or AnkiDroid,
and a link to https://apps.ankiweb.net must be provided. When your
content is focused specifically on AnkiDroid, a link to
https://play.google.com/store/apps/details?id=com.ichi2.anki&hl=en
may be provided instead of the first link.
* The work must make it clear that the text/video/etc you
are publishing is your own content and not something originating
from the Anki project.
* The logo must be used unmodified - no cropping, changing of colours
or adding or deleting content is allowed. You may resize the image
provided the horizontal and vertical dimensions are resized
equally.