Since compounding interest demonstrates geometric growth, areas of allocation that match the investment rate must go up in either risk or must go down in reward

Since compounding interest demonstrates geometric growth, areas of allocation that match the investment rate must go up in either risk or must go down in reward or a new form of efficiency must be found that was previously unattainable. In practice this leads to concentrated wealth being misallocated (high risk) or hemorrhaged (inflationary loss) or effectively applied to the growth of a new technology (successfully invested), probably in that order of likelihood.