1. #11

    Re: Where is Lestropie?!

    Originally Posted by raistlin2076
    If L= x over yx... and y = 3 e = a constant s is unknown so we shall call it s.....
    Just stop
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  2. #12

    Re: Where is Lestropie?!

    Originally Posted by xPrOFeSsi0NaL
    Originally Posted by raistlin2076
    If L= x over yx... and y = 3 e = a constant s is unknown so we shall call it s.....
    Just stop
    No it just makes perfect sense now...

    If
    f(x) = ln(3x*s) / e*y

    => lim (y-->infinite) = 42

    Questions?!
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  3. #13

    Re: Where is Lestropie?!

    Originally Posted by xXDonReneXx
    Originally Posted by xPrOFeSsi0NaL
    Originally Posted by raistlin2076
    If L= x over yx... and y = 3 e = a constant s is unknown so we shall call it s.....
    Just stop
    No it just makes perfect sense now...

    If
    f(x) = ln(3x*s) / e*y

    => lim (y-->infinite) = 42

    Questions?!
    Uhhhh
    Share this post

  4. #14

    Re: Where is Lestropie?!

    I've heard that Slinky has kidnapped Lestropie and now he obliges him to beat his old top spots on Slinky's account.
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  5. #15

    Re: Where is Lestropie?!

    it's better to burn out than fade out. Lestropie picked the perfect time to stop playing, he'll always be known as the trials god. If he came back now he'd just be one of the beast.
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  6. #16
    RetiredRonin's Avatar Senior Community Manager
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    Where is Lestropie?!

    Originally Posted by Happyflow
    Lestropie was soo cool XD. Sad that he is gone forever. A part of trials died when he stopped playing...
    No. No it didn't. He is a legendary player, but Trials, and life, go on.
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  7. #17

    Re: Where is Lestropie?!

    something that many people forget is that lestropie did not just get those skills he worked long and hard for them like all of us. i believe that he has a 1 in a million ability to translate his real-life trials knowledge and implement it into a video game version of trials this is just my opinion but it makes perfect sense when you break it down.
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  8. #18

    Re: Where is Lestropie?!

    I still learn more from watching his runs than anyone else.
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  9. #19

    Re: Where is Lestropie?!

    yeah, but i think if he does come back he'll be a bit rusty from going so long without playing.
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  10. #20

    Re: Where is Lestropie?!

    Originally Posted by xPrOFeSsi0NaL
    Originally Posted by xXDonReneXx
    Originally Posted by xPrOFeSsi0NaL
    Originally Posted by raistlin2076
    If L= x over yx... and y = 3 e = a constant s is unknown so we shall call it s.....
    Just stop
    No it just makes perfect sense now...

    If
    f(x) = ln(3x*s) / e*y

    => lim (y-->infinite) = 42

    Questions?!
    Uhhhh
    Omg you guys are so amateur's, everybody knows its


    X(y=E)-m----=---- C*2(S+14)
    1.8694e10*2------y*2(H+9c*2)
    --------------------(9.89(Kev)=mc2)+W*2 = L*2
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