Logarithmic Axes

Often you can end up with the case when there is a set of elements on the diagram with very small values on one of the axes in comparison with the values of other elements. In such case the circles corresponding to those elements are situated very closely to each other and drown one over another, and that fact makes the analysis of such diagram very complicated. Here is a great example of such case:

To be able to see the relative positions of circles situated closely to the minimal coordinate you can change the corresponding axis type to logarithmic. Then the coordinates on that axis will be changing not linearly but exponentially.

In the example report turn on the logarithmic mode on the “X” axis:

Now you can clearly see different elements. Pay attention to the scale on the “X” axis, the values are changing exponentially but not linearly, as they used to.