It would be fascinating to calculate when the dead on Facebook will outnumber the living. Anyone able to interpolate based on the data provided + Facebook's growth rate?
If the number active (alive) Facebook users grows at a sufficient exponential rate, e.g. each new generation has at least 2× the users of the last generation, then the answer would be “never”
Edit: Um, humans do grow in population in an exponential pattern… how long do you think the population has been at 6.8 billion?
Well, populations are typically modeled as a sigmoid function, they only appear to be growing exponentially. I think it's fair to assume total population will stabilise whilst we are still resource limited to Earth.
Humans do not necessarily reproduce exponentially. Hans Rosling's TED talks feature, as a central theme, that the population can stabilize at 9 billion with the right initiatives and social changes.
http://www.ted.com/talks/hans_rosling_on_global_population_g...
Ever lived != lived since year 1. That said I just looked at the table on wikipedia and did some simple calculations. In any case even if more people died since year 1 than are alive today, not many more died.
If you take ALL deaths, that does greatly outnumber the people alive today.