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| | Philosophical Problems with Calculus |
 | | Indeed, as the length approaches zero, the sum of the area of the triangles approaches the area within the circle. |
 | | Since it is the smallest possible quantity before zero, we could only write it with a decimal point, followed by an infinite number of zeros, followed by a 1 (the smallest positive integer). |
 | | Indeed, the row with any number divided by zero would simply extend horizontally, which implies, in the same way as above, that 0/0 would be equal to all those values too. |
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