One mean value in chronophoresis

If one takes this value for the elementary time of the undamaged motor elements in the task a22l, one gets [Pg.205]

This would be the true damaged elementary time in the task a221O10A with the two motor elementary times being normal, ie. 13.5. [Pg.205]

As we have seen, the mixed task m22rO10A has the composition (D,N,N,N). This would predict an average elementar time ET(m22rO10A) = (28+13.5+13.5+ 13.5)/4 = 17. Indeed the chronophoresis of m22rO10A shows a plot P16 (and P22 and P32). These considerations have to be tested with a greater sample. [Pg.205]

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