Editing Openai/2d1ffa9d-51d4-4f5d-a53d-7005d7be0ad7 (section)

===== You could use infinite series to mathematically formalize the idea of never finding a mean point. For example, consider the series that describes the harmonic series: =====

S=∑n=1∞1nS = \sum_{n=1}^{\infty} \frac{1}{n}S=n=1∑∞n1
This series diverges to infinity, representing the idea that the sum keeps growing without reaching a final value. It could symbolize the endless accumulation of complexity over time.
* Relating to time: As the series progresses, it never converges to a specific value, similar to how time, as you envision it, would continue to spiral through infinite subsets without finding a central mean point.