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Message ID: 6152
Date: Thu Apr 28 09:08:30 BST 2005
Author: Gerald Duren
Subject: Re: [EverQuest] EQ math
> Check this out.__________________________________________________
>
> 72 minutes real time = 1 day game time
>
> You can check it if you want, I haven't verified it.
>
> Soooooooo......
>
> 72 X 365 = 26280 minutes real time
>
> 26280 / 60 = 438 hours
>
> 438 / 24 = 18.25 days
>
> 18.25 days real time = 1 year on Norrath
>
> or roughly two and a half weeks.
>
>
> Current game date as of this writing is March 11,
> 3200. EQ2 is supposed to take place 500 years in
> Norrath's future. Luclin explodes, Kunark is
> nowhere to be found. So how long will it take
> before EQ1 catches up with EQ2??
>
> 18.25 X 500 = 9125 days real time
>
> 9125 / 365 = 25 years!!!
>
>
> So if you play EverQuest for 25 years, you will
> reach the year 3700 game time in which case you
> should see the moon explode and you'll know what
> happened to Kunark.
>
> Cool huh?
>
> Wulfric
>
>