Laura shared this very interesting Youtube video on facebook today:
The Collapse and Emergence of Eras, Dollars and Sense, Show 26
Darryl Robert Shoon is presenting the book of economist/historian David Hackett Fischer, The Great Wave, explaining that price hikes (actually: steady rise + rapid fall = Wave) have happened repeatedly in the world's history, and that each of these Waves have started a new era. He also said that the current Wave is bigger than all of the Waves in the past.
This reminded me of the lecture of Dr. Albert Barlett about the exponential curves of demand in the face of finite resources, that was a Best of the Web article on Sott some time ago (highly enlightening!):
Sustainability 101: Exponential Growth - Arithmetic, Population and Energy
We meet exponential functions very frequently in all aspects of Nature, also in Economics. When you look at economical charts of our age, you will notice that most of them are rising exponentially. Prices, populations, speed of computers, etc., all of it rises. But as the second half of the video lecture explains, nothing can sustain exponential growth for a long time. There will be, with certainty, an exponental "fall" on the other side, all the way down. When you draw this principle into a graph, you get the famous Gaussian Bell Curve.
Now, it is interesting that the C's have described the coming changes as a Wave. A wave is something that comes and goes, rises and falls. I think the parallels of this idea and the two mentioned videos are fascinating to say the least. From both videos you'll get the picture that we are either at the peak of the curve, or have surpassed the peak already, and that the effects of moving all the way down are imminent.
Does one aspect of The Wave look maybe something like this cartoon? (Not mentioning the other aspects of The Wave that seem to have to do with evolution, amongst other things.)
How smooth or rough will the descending side of the curve be? Maybe it is not a symmetric, pretty Bell Curve, but something that falls a lot more violently than it ascended, like a water wave or a bubble burst, like the ones we see in the stock markets frequently?
In any case, for me personally, those two videos added another huge confirmation of the material presented by SOTT, all our writers, first and foremost, Laura.
The Collapse and Emergence of Eras, Dollars and Sense, Show 26
Darryl Robert Shoon is presenting the book of economist/historian David Hackett Fischer, The Great Wave, explaining that price hikes (actually: steady rise + rapid fall = Wave) have happened repeatedly in the world's history, and that each of these Waves have started a new era. He also said that the current Wave is bigger than all of the Waves in the past.
This reminded me of the lecture of Dr. Albert Barlett about the exponential curves of demand in the face of finite resources, that was a Best of the Web article on Sott some time ago (highly enlightening!):
Sustainability 101: Exponential Growth - Arithmetic, Population and Energy
We meet exponential functions very frequently in all aspects of Nature, also in Economics. When you look at economical charts of our age, you will notice that most of them are rising exponentially. Prices, populations, speed of computers, etc., all of it rises. But as the second half of the video lecture explains, nothing can sustain exponential growth for a long time. There will be, with certainty, an exponental "fall" on the other side, all the way down. When you draw this principle into a graph, you get the famous Gaussian Bell Curve.
Now, it is interesting that the C's have described the coming changes as a Wave. A wave is something that comes and goes, rises and falls. I think the parallels of this idea and the two mentioned videos are fascinating to say the least. From both videos you'll get the picture that we are either at the peak of the curve, or have surpassed the peak already, and that the effects of moving all the way down are imminent.
Does one aspect of The Wave look maybe something like this cartoon? (Not mentioning the other aspects of The Wave that seem to have to do with evolution, amongst other things.)
How smooth or rough will the descending side of the curve be? Maybe it is not a symmetric, pretty Bell Curve, but something that falls a lot more violently than it ascended, like a water wave or a bubble burst, like the ones we see in the stock markets frequently?
In any case, for me personally, those two videos added another huge confirmation of the material presented by SOTT, all our writers, first and foremost, Laura.
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