Posted on 02/19/2006 3:28:40 PM PST by Indy Pendance
Have fun! I'm just a low-ranked nerd.
Wow! Way to go ... another INFJ!
I wonder if it's rigged, or do more of us tend to take these types of polls?
Or perhaps INFJ's are intense in their politics and thus apt to frequent Free Republic?
That's a thought too. It's interesting. In 1979, I did a manual poll, pre-everyday-computer-user days, and ended up with the same results.
Indeed. Birds of a feather and all that...
I really don't despise nerds....honest :o).
LOL!
But, I knew how to imbed the hyperlink test score without having to cut and paste, so I may have to add a couple of points.
I know, My hubby built my computer, but I can do it too.
I think he's bluffing.
I agree. There's no way I'm a bigger nerd than he is (as defined by this test) I bet he programs in his sleep even!
That is too precious!!
in the test on 162 I'm an INTJ
I 67
N 25
T 62
J 67
(A-G, just in case you're still collecting data)
71st percentile - Mid-Level Nerd
tHIS ONE IS PRETTY GOOD TOO!
I have to confess though that my math skills aren't what they once were. What's the english translation of the equation?
Hi John O! Thanks for letting me know - and yes, I am collecting the results.
Man, yer gonna make me think here.
And God said...
ò E.dA = q/e0
ò B.dA = 0
ò E.ds = -d/dt(ò B.dA)
ò B.ds = m 0ò j.dA,
...and there was light.
---------------------------------
In sorta plain Engrish.
And God said...
The sum (integral) of an electric field with respect to an area is equal to the charge divided by a universal constant.
The sum of a magnetic field with respect to an area is equal to zero.
The sum of an electric field with respect to a segment is equal to the negative change (derivative) with respect to time of the sum of a magnetic field with respect to an area.
The sum of a magnetic field with respect to a segment is equal to some other universal constant multiplied by the sum of j (where the heck is my physics book) with respect to an area.
...and there was light.
I know it's painful but you can do it! :^) Thanks for the info.
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