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Intrepid Member

Ahm

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  • Last Seen: 10 mos ago
  • Joined: 12 yrs ago
  • Posts: 4093 (0.92 / day)
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  • Username history
    1. Intrepid 12 yrs ago

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10 yrs ago
When your internet is out, you ponder why you spend so much time on it. When it comes back again, you ignore any deep, profound discoveries you make about it taking up time and go right back to it.
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Most Recent Posts

In Myriad Reality → 10 yrs ago Forum: Free Roleplay
<Snipped quote by Intrepid>

What happened?


Told us angular kinematics would be one of the problems we had on the test, then replaced that concept altogether with equilibrium.
In Myriad Reality → 10 yrs ago Forum: Free Roleplay
<Snipped quote by Intrepid>

Is that particularly good?


Not at all.
In Myriad Reality → 10 yrs ago Forum: Free Roleplay
<Snipped quote by Intrepid>

For some it is.


Not at all.
In Myriad Reality → 10 yrs ago Forum: Free Roleplay
Professor pulled the ol' bait-and-switch.
In Myriad Reality → 10 yrs ago Forum: Free Roleplay
<Snipped quote by Intrepid>

I would like to know the answer to that in a plethora of situations.


It wouldn't be intentional at all.
In Myriad Reality → 10 yrs ago Forum: Free Roleplay
<Snipped quote by Intrepid>

Intentionally?


Why would it be intentional?
In Myriad Reality → 10 yrs ago Forum: Free Roleplay
<Snipped quote by Intrepid>

You would rather harm us?


By no means do I want harm you. I'd just be more of a hindrance and a distraction to you.
In Myriad Reality → 10 yrs ago Forum: Free Roleplay
<Snipped quote by Intrepid>

Thatb is very much appreciated.


It's just my job. I'll tell you now that I'd be the opposite of a help in any direct conflicts, just so you know.
In Myriad Reality → 10 yrs ago Forum: Free Roleplay
<Snipped quote by Intrepid>

Oh? What are you investigating, if anything?


Sage wants me to help track down where some of your friends have gone.
In Myriad Reality → 10 yrs ago Forum: Free Roleplay
<Snipped quote by Intrepid>

"Basic" functions (acceleration, velocity, position, etc.) on the linear plane are equal to the polar/rotational plane times the radius (e.g. v = rw).


This is actually an extremely simple way of putting something I've been trying to beat into my head for a week.

"Complex" functions (such as force) on the linear plane are equal to the polar/rotational plane divided by the radius (e.g. Fr = T). It shouldn't be too difficult if you remember angular momentum is conserved and that'll be the hallmark for a lot of what you do.


And this is simple after getting the first bit. Thanks Dahveed. That legitimately helped loads.
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