Tell me, does inflation compound?
The 3% under 7 years of Obama, has the added 21 cents to the dollar. or 34 cents?
When Obama seized power, a widget cost $1. A year later that widget cost $1.03 - inflation. But the next year, what did the widget cost? $1.0609 and the next year? $1.093 and the year after? $1.13
Inflation compounds. If interest does not, the wealth is stripped from the public - which is what you seek, all wealth in the hands of the absolute rulers.
2^63???
Does inflation compound exponentially?
http://store.counterpunch.org/wp-content/uploads/2015/08/Killing-The-Host_PDF_V7.pdf
"The mathematical calculation of interest-bearing debt growing in this way over long periods was greatly simplified in 1614 by the Scottish mathematician John Napier’s invention of logarithms (literally 'the arithmetic of ratios,' logos in Greek).
"Describing the exponential growth of debt in his second book, Robdologia (1617), Napier illustrated his principle by means of a chessboard on which each square doubled the number assigned to the preceding one, until all sixty-four squares were doubled – that is, 2^63 after the first doubling."
"T
hree centuries later the 19th century German economist, Michael Flürscheim, cast this exponential doubling and redoubling principle into the form of a Persian proverb telling of a Shah who wished to reward a subject who had invented chess, and asked what he would like.
"The man asked only 'that the Shah would give him a single grain of corn, which was to be put on the first square of the chess-board, and to be doubled on each successive square,' until all sixty-four squares were filled with grain.
"Upon calculating 64 doublings of each square from the preceding, starting from the first gain and proceeding 1, 2, 4, 8, 16, 32, 64 and so on.
"At first the compounding of grain remained well within the physical ability of the kingdom to pay, even after twenty squares were passed.
"But by the time the hypothetical chessboard was filled halfway, the compounding was growing by leaps and bounds. The Shah realized that this he had promised 'an amount larger than what the treasures of his whole kingdom could buy.'
"The moral is that no matter how much technology increases humanity’s productive powers, the revenue it produces will be overtaken by the growthf debt multiplying at compound interest."