OK, my #FairCamp site is live. As most of my existing music is CC BY-SA, full-quality downloads have mostly been inflicted on Archive.org already, but you can at least stream everything and there are links to #Archive and #BandCamp.
We're Hearse Pileup, a three piece #punk / #rock#band. We've been on involuntary hiatus while @gaffen has been recovering his voice. We're now looking for shows in #london
Our #music focusses heavily on exploring political themes from a ground level perspective - how these issues impact people directly.
Well, it is probably going make a comeback once #Meta (like #Facebook and #Instagram), and other services with ToS/ToA that many question as far as content licensing… connects to #ActivityPub.
Or, maybe not.
Regardless, All content that I own in the Fediverse, unless otherwise specified, are under a Creative Commons Attribution-ShareAlike 4.0 International License. You should see this note on my respective account bio/description.
If I am using someone else's work, I always opt for #CC0 or #PublicDomain works (which doesn't need attribution, but I try to still provide it); #CCBy; or #CCBySA, as much as possible, with appropriate attribution in Creative Commons licensed works.
No, the re-share and quote features do not violate a CC License (not even the “All Rights Reserved” ‘license’).
It is re-uploading, making derivatives of, re-distributing, that may or may not violate a License. In CC works under a CC By and CC By-SA licenses (to mention two), as long as you fulfill the requirements, it is safe. However, in “All Rights Reserved” content it is a violation. Including translations of an “All Rights Reserved” work you have no permission to translate.
Diesmal ein Abenteuer für Raumzeit/Technophob, dem 1w6 Science-Fiction Setting um Techschmuggel auf Planeten und Stationen, auf denen technophobe Herrscher den Zugriff auf Technologie begrenzen: https://www.1w6.org/deutsch/technophob
A couple of weeks ago, I posted an #animation of a point on a circle generating a #cycloid.
If you turn the curve "upside down", you get the #BrachistochroneCurve. This curve provides the shortest travel time starting from one cusp to any other point on the curve for a ball rolling under uniform #gravity. It is always faster than the straight-line travel time.
Die Seiten sind aktuell noch nicht perfekt aufeinanderliegend, weil pdfcrop unterschiedliche Ergebnisse lieferte. Für den heimischen Drucker funktionieren sie aber gut: