Well, I figured it out simply by dividing the age of Universe (1.5x10^10 years) by the number of His years (6x10^3 as said in the Bible), thus the conversion factor is 2.5x10^6, so one His day equal to about 6849 our years.

It seems that your estimations are also very reasonable (to the order of magnitude):
7 HisDays = 68x10^9 OurYears. Or they are probably absolutely correct, so we now live in HisDay #7, and it is exactly 8 h 17 min 10.27 sec in the HisMorning as this equation says. Hod did you figure it out so accurate? Now we understand why there was not much of His presence seen in the Universe lately. But He is about to wake up!

Well, considering he was working so hard during last 6 days, we have about 1.24 billion of our years til His wake-up at 9 a.m.

By the way, should we make relativistic corrections for the time rate (as Universe was more dense in the early past), or we do not (as we always seem to be INSIDE that expanding black hole we happen to call Universe?)

Does flat (Omega=1) mean that time was always running with the same rate (for external to the Universe observer, for example?)

• Typo. - alexander - February 7, 2001 - 20:13 UTC
  • Re: Typo. - yanniru - February 8, 2001 - 16:15 UTC