2 ms·
We can't stop at 'erer'. If it's truly exponential the ers repeat at a rate that is difficult to comprehend for us mere mortals.
by evbogue 2y ago
We can't stop at 'erer'. If it's truly exponential the ers repeat at a rate that is difficult to comprehend for us mere mortals.
- tim333 2y agoNear came out in 2005 and Nearer in 2024 so if we assume a halving of new edition times we should have Nearerer in 2033 and the Nearererererererere... explosion by 2043.