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Message ID: 6155
Date: Thu Apr 28 15:13:35 BST 2005
Author: Su
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
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