Scott Baldwin wrote on 2/17/03 6:20 PM: > The general theory is that although CD's are 16/44k, recording at > higher rates and then downsampling for the final mix gives a better > result, than if the music was recorded at 16/44 in the first place. > This is a high subjective theory, with no real objective way to prove > it, other than by listening. Well, I'm not an audio expert, but digital imaging has many similarities to audio, and bit depth is one of them. In images, the bit depth tells you how many tonal values there can be between the whitest value and the blackest value. A black and white image is described by a brightness value, and the bit depth is exactly equal to the total number of tones. For instance, an 8 bit grayscale image has 2 to the 8th bits of data, which is 256, which means 256 shades of gray. A color image is described as multiple values - red, green and blue (RGB), or cyan, magenta, yellow and black (CMYK), etc. So, a color RGB image that is 24 bits, actually has 8 bits each of red, green and blue, and the total description of 24 bits is 2 to the 24th, or 16.7 million colors, which is the total number of colors that can be described by all the combinations of 256 shades of red, green, and blue. Now, suppose that I have a grayscale image that was captured at 8 bits. And, suppose that I make some modifications to that images - say, increase the contrast, or adjust the overall brightness. By doing this, I change the values of some tones, and there frequently would be fewer tones in my new image - although the overall image may be more generally pleasing. If my modifications are substantial, the tonal loss can be significant. My final image will have gaps in the tonal scale, subtle tonal nuances can be easily destroyed. Now, suppose that I captured that original image in 16 bit (2 to the 16th, 65,500 tones), and made the same adjustments. I could then downsample that to 8 bit and eliminate the loss that processing in 8 bit would have given me. Now I have my improved image, without a loss in the subtle tones. The same is true in audio. George -- George Reis Imaging Forensics Cell: 714-315-5161 <http://www.imagingforensics.com> Specializing in digital imaging consulting, training, analysis and enhancement for the law enforcement, investigative and legal communities.