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Hello,
Let's take two speakers A and B identical in all aspects but flatness of their frequency response.
Let's say, for instance, that A is flat +/-0.5 dB and B flat +/- 1 dB.
Is the difference audible?
Of course, it's not possible to find two speakers identical in all aspects but FR. But it could be possible to test that by taking one speaker flat +/- 0.5 dB, EQ it (in an evil way) so that it's only flat -/+1 dB afterwards, and do an ABX.
What would be the limit of +/- x dB under which x or x-epsilon can't be ABXed?
Let's take two speakers A and B identical in all aspects but flatness of their frequency response.
Let's say, for instance, that A is flat +/-0.5 dB and B flat +/- 1 dB.
Is the difference audible?
Of course, it's not possible to find two speakers identical in all aspects but FR. But it could be possible to test that by taking one speaker flat +/- 0.5 dB, EQ it (in an evil way) so that it's only flat -/+1 dB afterwards, and do an ABX.
What would be the limit of +/- x dB under which x or x-epsilon can't be ABXed?