All forms are quantifiable as quantification is an observation of limits.
A line divided into x number of lines is both x number of lines of lines as one line thus 1/× line when each line is taken individually.
Ex:
.____.____.____.
Show three lines as one line which each line being one third of the original.
To show a number such as 3 1/2 would be to show 3 whole lines and 1/2 of each of these thirds as:
.____.____.____.__.
This results in a total of four lines, with 3 being the same and the fourth line being a fractal/fraction of the other three. Paradoxically the three lines as a fractal/fraction of the original results in as fraction of a fraction.
Irrational numbers in turn show the line as dynamically changing considering it is a progression of continuous fractions.