Felt Tip Marker Defeats Copy-Protected CDs
We posted this story over a week ago but the mainstream media
has flooded us with stories about felt tip markers and
copy protected CDs so I figured I'd post it again since I'm really sick of
deleting hundreds of submissions from people who didn't read Slashdot on May 13 ;)
Basically you can mark the rim of some CDs and defeat the copy protection.
And we all know what the DMCA says about tools for circumventing copy protection.
The explanation is simple.
The "copy protection" is simply a means of preventing the discs from working in a PC. This is done by putting a phony "data" track on the outer rim of the disc. It's visibly seperated from the rest of the information on the disc by small ring between the data and audio sections. An audio CD player will never access this track, but a PC CD-ROM drive will always try to read the data tracks first -- since it can't read the data track it regards the CD as non-working and you won't be able to play it. Using a sharpie on the outer rim (from what I understand you make a diagonal mark along the data track that runs tangent to the seperator for the audio track, but does not actually mark over the audio tracks) you block out the data track, and as such the drive won't read it.
Reuters picked up the story and said that they tried it with success on the known Celine Dion non-CD.
STOP MISUSING APOSTROPHES, YOU MORONS!!!
Specifically:
Felt tip markers are not primarially designed to circumvent access controls. Felt tip markers have lots of commercially significant purposes other than circumvention.
But, if you marketed a felt tip pen with the name CD Rip (TM) brand felt tip pens and included instructions for how to circumvent CD protection than you should expect a C&D letter.
It's the same situation as the fellow who's program unset the true type embedded bits and a generic hex editor. The first tool has one purpose, to twiddle embedding bits. The second tool has lots of commercially significant purposes many unrelated to any kind of circumvention.
I have discovered a truly marvelous sig, unfortunately the sig limit is too small to contain i