Understanding quantization error as such is not very difficult I think, and many have explained it in this thread. But one question I had a hard time understanding once in a while, and as I think many others find it difficult to understand intuitively - is why the reconstructed signal at all becomes the same as the analog signal as in the original situation. If there is a quantization error now, why does this error give rise to "noise" - why does it not instead lead to the final curve getting a certain deviation compared to the original, ie the digital sound deviates from the original in a way corresponding to the quantization error. This interpretation of the error is what is sometimes claimed within HiFi-Folklore. I think the most intuitive conclusion is that the quantization error leads to a somewhat distorted curve, not that it leads to Noise. It was pretty tricky, I remember that I thought once in time to understand this, and I really just understand it just purely mathematically, ie I don't know what an educational non-mathematical explanation would look like. I may be wrong, but isn't this question the thread starter wondering?