Maxim
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  • Maxim, I have a proposition for you if you'd be interested. In Burst, the #1 general of Raeodin's standard army is a man I've mentioned twice; he is a general who's Burst form is a Rotom. During the time we are with the Resistance, he will be the Resistance's main enemy. I like how you do arch villains in RPGs, so I was wondering if you'd like to play him. If you would, I'll give you the other details :3
    Um, in your RPG, what should I do at the beginning?

    I am heading to the training grounds. I can easily be redirected to where I need to go.
    Yeah. I was thinking that my character is the one to go to train your mind.

    I'll post right now.
    Alright, cause i had the idea that Ehrich and Dr. Warren would be close friends, so Ehrich knows much of what Dr. Warren designed and built. (Hence the whole chess playing with Dr. Warren in the introduction of my character)

    Plus, if you were to get rid of Dr. Warren (not necessarily kill, but have something happen to him) it could introduce the need for us to somehow find the research that Ehrich doesnt know

    And yeah, "O&DCR&DB" isnt really cutting it, to long to type lol

    -_- why dont you support the horror idea? (actually, its more horror-esque than actual horror)
    I have posted in your RPG. I am not sure if a battle is about to start or if it isn't, but either way, I can make my post work.
    This might be a bit too soon for a plot twist in your RP. But how about Dr. Warren gets taken/captured in this battle, and that is how Ehrich becomes in charge of O&DCR&DB
    Glad I could help ^_^

    Anyway, I am about to watch a movie, so it'll have to wait >_>

    I'll read it and get back to you.
    Just saying, the Don Rifle that you took from Anti-Paradox couldnt be the same as the one given to the king-- as those were unreleased versions. Nearly all of Anti-Paradoxes weapons come from raids against the Kingdom
    "The target square must be exactly two moves away, whether it be one diagonal or a line two squares long."

    I don't see how a diagonal plus one square complies with this rule.
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