Post by xxxxxxxxx on Jan 21, 2020 0:18:07 GMT
Point-Circle Paradox:
1. A circle with a circumference of one exists.
2. This circle contains a series of fractal circles progressing from 1/2 to 1/3 ad infinitum.
3. An infinite number of potential circles is contained by the dot, as zero, at the end.
4. 0 = (1/n-->inf)
1. A circle with a circumference of one exists.
2. This circle contains a series of fractal circles progressing from 1/2 to 1/3 ad infinitum.
3. An infinite number of potential circles is contained by the dot, as zero, at the end.
4. 0 = (1/n-->inf)