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| Think about Calculus. Think about the derivative of a curve. That's just as arbitrary as assigning "length" to a straight line. Most people think of the derivative as a useless concept that only... | |
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| ...scientists care about. But the notion of "length" is exactly the same. Infinite points? How is that measurable? Yet we think we "know" length, but don't "know" derivative. I think you hear me. | |
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| Are you trying to say that it is fundamentally impossible to truly "know" a line, point, or derivative? And so therefore they are all equal? | |
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| I guess I really don't know. | |
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| I've heard this line before, and so I find your point to be extremely derivative. | |
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