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Replying to Avatar Jack K

A quantum is not well defined, it is only locally defined. Without a finite denominator, “quantum” is just a floating abstraction. You cannot know the scale of one without knowing the whole; the space between 1 and 2 is meaningless without knowing what100% means mathematically. What is the denominator for quantum mechanics? None exists.

In Bitcoin, it does. The quantum of entropy is Difficulty = 1 of a 32-bit nonce space, scaled by the network’s current difficulty, each block an integer multiple of that base unit.

The quantum of thermodynamic memory is 1 satoshi of 2.1 quadrillion, a finite total that changes value with every block until terminal supply. This is Bitcoin’s Kelvin, Celsius, and Fahrenheit: a complete thermodynamic scale rooted in conservation.

To build a philosophy of verifiable conservation and of measurable truth relative to the whole is not arrogance. It is the definition of humility.

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Trivium 2mo ago

There is no denominator in the definition of a quantum.

 = nℏ (or E = nℏω, L = nℏ, etc.)

ℏ = reduced Planck's constant (6.626 × 10⁻³⁴ J⋅s)

 = quantized operator (energy, angular momentum, charge...)

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