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  Trippingbillee  
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by Trippingbillee
2-07-04
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...
...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.
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?
I guess I really don't know.
I've heard this line before, and so I find your point to be extremely derivative.
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