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The long period of our life, in us occur any more
"Quantitative", and "qualitative" changes, therefore I wish to designate this
Curve as a curve of "qualitative" growth. But except it, apparently from fig. 1,
There are also two other, absolutely various curves of growth.
The curve would illustrate mechanical or "linear" growth, i.e. than
It is more than machine tools, the it is more than goods, the more coal, the it is more
The electric power, etc. For our analysis it has smaller value.
Important, however, understanding of a curve "in" for so-called
Curve "and". For a curve "in" growth in the beginning it is very insignificant, then, however,
Steadily increases and, at last, passes in almost vertical
Quantitative growth. In the physical world such growth usually occurs there, where
There are illnesses or death. For example, the cancer develops under the scenario
Two develop, from them 4,8,16, it2,64,128,256,512 etc., that is rates of increase
Are constantly accelerated, and when illness, at last, is revealed, it already on the such
Growth stages when to brake its development frequently it is already impossible.
Indicative growth usually comes to the end with death of "visitor" and an organism, from
Which it depends. Therefore misunderstanding of such version of growth results
To error concerning function of the money, leading to the heavy
To consequences. At the expense of collection of percent and difficult percent the monetary
Statuses double through regular time intervals, i.e. they have
Regular time intervals arose complexities with system of the monetary
References why there are they and now. Actually percent on credits -
It is a cancer of our social structure.
On fig. 2 the period of time necessary for doubling of the size is shown
The enclosed sum of money: at collection it of % annual for this purpose it is required 24
Year, at 6 % - 12 years, at 12 % - 6 years.
Dynamics of growth with doubling through approximately 7it years.
Growth of our own body has allowed us to meet only with
Natural dynamics of growth which in the nature stops on reaching
Optimum size (a curve "and").
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