I think you misunderstand the math here. Parabolic is very slowly growing compared to exponential as time increases.
Take any graphic calculator or app and plot y=x^2 (a prabola) and y=2^x (an exponential) and you’ll see one grows way way way way faster than the other.
The reality is that all exponential things eventually either go to zero (in the decreasing case) or stop being exponential (in the increasing case). Why? Because exponential growth eventually becomes so large we run out of physical things such wildly large numbers could represent…compared to exponential growth, even the number of atoms in the universe is small…
drgo / Dr. Bitcoin, MD
npub1fa…nthnd
2025-05-03 21:31:58
in reply to nevent1q…49py
Author Public Key
npub1fa8c9prxnrlkdtjl48adfsxyaduz8tas075l2n4f6903y9awjmxqanthndPublished at
2025-05-03 21:31:58Event JSON
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"content": "I think you misunderstand the math here. Parabolic is very slowly growing compared to exponential as time increases.\n\nTake any graphic calculator or app and plot y=x^2 (a prabola) and y=2^x (an exponential) and you’ll see one grows way way way way faster than the other. \n\nThe reality is that all exponential things eventually either go to zero (in the decreasing case) or stop being exponential (in the increasing case). Why? Because exponential growth eventually becomes so large we run out of physical things such wildly large numbers could represent…compared to exponential growth, even the number of atoms in the universe is small…",
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