Path: utzoo!utgpu!news-server.csri.toronto.edu!cs.utexas.edu!usc!ucsd!ucrmath!campanella!stebbins From: stebbins@campanella.ucr.edu (john stebbins) Newsgroups: sci.bio Subject: Re: distinguishable colors Message-ID: <9789@ucrmath.ucr.edu> Date: 8 Nov 90 20:37:07 GMT References: <90311.133441BRL102@psuvm.psu.edu> Sender: news@ucrmath.ucr.edu Reply-To: stebbins@campanella.ucr.edu (john stebbins) Lines: 26 In article <90311.133441BRL102@psuvm.psu.edu>, BRL102@psuvm.psu.edu (Ben Liblit) writes: |> As computers' color capabilities grow more and more sophisticated, the number |> of possible colors one can display grows larger and larger. I am curious, |> though: how much is too much? Is it known approximately how many distinct |> colors the human eye is able to distinguish? Even an order-of-magnitude esti- |> mate would suffice. |> |> Ben Liblit |> BRL102 @ psuvm.bitnet -- BRL102 @ psuvm.psu.edu |> "Fais que tes reves soient plus longs que la nuit." The number of distinct shades of grey you can see is somewhere around 90 to 100. I have never heard any figures for seeing distinct colors, but my guess is you can scale up from the figure for shades by giving each of the 3 primary colors 100 different shades. Then when you combine them you get 100^3 possibilities. I know color vision is physically much different then black and white vision, but you just asked for an order of magnitude figure. This ought to be a pretty close guess. John Stebbins stebbins@ucrmath.ucr.edu