1. This forum is in read-only mode.

New here!

Discussion in 'Introductions' started by Blaze107, Jun 27, 2007.

Thread Status:
Not open for further replies.
  1. Blaze107

    Blaze107 Well-Known Member

    Hi, I've been here for almost a week and this is my first post! I was surprised that you can still find gba roms, its next to impossible to find them(for me anyways).
     
  2. Seph

    Seph Administrator Staff Member

    Welcome to the community, I think you'll find that you'll want to post a lot more. :D

    We strive to carry as many ROMs and ISOs as possible, not only do we have GBA/NDS but we also have a whole lot of systems in the Retro section.
     
  3. iamlegend

    iamlegend Well-Known Member

    Retro, Retro Man....I want to be a Retro Man

    Welcome. I am legend
     
  4. MusicAddict911

    MusicAddict911 Well-Known Member

    Hi Blaze. ;)

    My friend's dog is named Blaze... creepy.
     
  5. Phreak Hacker

    Phreak Hacker Well-Known Member

    Hey Blaze107... welcome to the place where hard-to-find roms come to be found.

    Enjoy your stay and like Seph said, you'll find your experience exponentially amplified by posting... I'm serious! It's been proved by a mathematical formula!

    Don't look at me like that! I'm not crazy! I'm not!!!

    K... I'll stop now. Just to prove I'm not insane.
     
  6. Loonylion

    Loonylion Administrator Staff Member

    you are :p
     
  7. Adnan1992

    Adnan1992 Well-Known Member

    what is the formula? 8)
     
  8. Phreak Hacker

    Phreak Hacker Well-Known Member

    f = r * n^2

    where r = 'Romulation', n = no. of replies and f = 'fun factor'.

    Changing the subject of the equation to 'n^2' gives us: n^2 = f/r. Since there's only 1 'Romulation', this equation ends up being f = n^2. Thus, the more the number of replies, the more the fun is exponentially increased by 2.

    And voila!
     
  9. MusicAddict911

    MusicAddict911 Well-Known Member

    I'm scared.

    Edit: didn't know this was an old thread
     
Thread Status:
Not open for further replies.