apex, nothing stupid in your post. You are confused between theory (which is pretty well known) and practice (which is not
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All music nowadays is recorded digitally, as in, in binary format so it is 1s and 0s before it even hits the disk - burning to CD does not actually convert it to binary, only to the right file container and block size.
Theoretically, the entire burning process is bit-perfect but in practice the actual spinning of a disk while recording and playback has no rewind button. If a single bit is skipped while recording or playing back, you can't go back and fix it.
Bear in mind I am talking about the actual optomechanical process, not what a CD writing software is showing you. There is a laser that is trying to imprint something on a thin layer of metal, or reading from it. The disc is moving in a horizontal direction as well as vertical (due to variation in thickness of the CD, slight bending of the media, and the rubber clamps on the transport).
Vertical motion is not insignificant when you take into account the micron lengths involved. The laser has to track the media well enough to be able to its job without error. In case of most media, error rates are well known on CDRLabs, ditto for writers. There's no mystery involved, and none of these mechanical means are actually perfect. Which is where error correction comes in.
A CD contains physical pits and lands (burnt CDs use shading to identify pits from lands) and is read in realtime while playing back. Basically, if the pickup detects no bit (which is akin to a skip on a turntable) as it is reading, you would get a hole in the sound. CD-Audio error correction predicts (or tries to) what the bit before and after it was, and auto-inserts an approximate value. Look up jitter on Wikipedia to see how this works, and why Data CDs do not suffer from this problem.
Look at this from another angle. If all media and drives were identical, why would studios still pay thousands of dollars for a studio-quality writer and 2 dollars per Pro disc? It's obviously not as simple as one would tend to think. A high-end CD player can cost in excess of 10L. What does this have that your computer doesn't? Why do burns fail on some media and not on others? The theory is all good, but manufacturing CDs is not really as easy as it seems.
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