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This is not about cars – about people; and although human temporal systems are remarkably accurate, they are far from cesium clocks. These clocks, set at the National Bureau of Standards, lag behind or flee less than a second in a whole year. Suppose that with such amazing accuracy we measured two tempos, and it turned out that the ratio

 

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between them is slightly different from the ideal integer. Can we find this difference negligible? How do we judge this?

 

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The questions asked require a detailed analysis. Suppose that we measured the tempo of two adjacent parts of the work and obtained the following results: in the first pace (T \ 1 – before the change) one beat takes 0.96 seconds, and in the second (T \ 2 – after the change) 0.49 seconds . If it were not for 0.49, but for 0.48 s, then we would have exactly the integer ratio of 2: 1. In fact, the duration lt; newgt; tact (0.49 s) from the ideal is different. The difference can be expressed in two ways: either as a percentage (2: 1 ratio lt; shot down; by 1/48, i.e. about 2%), or its absolute value in units of time. This absolute value can then be compared with the shortest period, at which the sequence of two stimuli is still clearly perceived. In our example lt; newgt; the rate deviates from the 2: 1 ratio by 10 ms. And the main question is how we regard these ten milliseconds. Is such a deviation from the ideal or insignificant? How can I use the criterion?

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First, one can proceed from the value of the so-called lt; distinguishable lumen; Psychologists believe that for auditory perceptions, it lies somewhere between 20 and 40 ms.

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