Wedge of Cheese

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  • Hey.
    Can you send me the sheet music for the Miraigamer Forums song?
    I'm stuck in NYC with nothing to do for a month and I want to learn it.
    Kind sir, could you link me to the latest version of your CS two piano medley?
    I fear my version is outdated D:
    Hey remeber the Ikachen MIDI You made, well can i use it for a base of a remix of it for the project, Ill give you credit, JetHawk95 and Wedge Of Cheese - (Whatever The Name)? By the way check the new remix's out on the page
    HEY!! Aren't THOSE my pants?! What are YOU doing with them?! I didn't make them for you! Give them back! [=Pants Star= taken...] Pah! I see you've certainly been giving my pants a workout. ...You know, I've long believed that one's pants should be crafted by oneself. That one who fights with another's pants and considers that force his own is witless. That one who blames his pants for that which his own power cannot achieve is a fool. However... When I see these pants before me that you have used so exhaustively, it moves this man to tears. To think such thorough use were possible even before the pants's completion...
    Indeed that would blow your most slackerific cover. :P
    Goin' to Germany, eh? Sounds like fun. Have fun and stuff.
    Lace will be outta comission until the 20th of June, so there is so little rush I may as well call the project sleeping.
    So no need to worry about WatS if ya don't want.
    And don't fail English or I will lose all respect for you and kick you in the nuts. >[
    Next time you go online, pm me back.
    I wanna do this, but procrastination.

    Edit:
    Haven't seen the sixty seconds in a while. How Odd.
    Affirmative, they all work dandaroo, all converging on pi.
    Stupid smart person.



    (also, I'm 600 ahead of you now. :P)
    I believen mine formula works for even and odd, measuring the height if it is even from midpoint to midpoint, and if it is odd, from midpoint to vertex.

    Now, you can make a triangle from vertex-center-midpoint with a height of .5h. The angles are going to look like 90, 180/s, and 90-180/s bc of the formula thingy, and you can just take a tangent and multiply for the base, which you then multiply by 2s in order to spread around every single side.

    So s*h*tan(90-180/s).

    I see yours is right, but no understandy why mine wrong.
    This may be insane.
    But the perimeter of any given regular polygon can be found using the number of sides and the height, correct?

    In which case p = h*s*tan(90-180/s)
    Maybe?


    Also, the average diameter can be found by adding the largest and smallest distances from the center, but I keep messing up finding the larger one. Smaller would be .5h, and larger would be .5*sqrt(1+(h*tan(90-180/s))^2), but I seem to be messing up here somehow, because p/d should be a constant that narrows on pi as s increases, but it ends up just looking strange.

    Oh shite, was never aware of your last vm. Reading.
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