r=A(1-Cos[n*(pi)])
...
today is 2/14...
A post like this would probably just be confusing on any other day.
00111100 00110011
The above was taken from the Mathematica cardioid page,
and below is from Mac's Graphing Calculator application.
This is an afterthought
(2.15 now)
but I think it needs to go on here anyway:
Klein Four's Finite Simple Group of Order 2
3 comments:
I actually completed posting this at 14:29
which is kinda neat if you ignore the 9
Just for the trivial puproses of pointing this out since it's driving the computer science person in me crazy. Your binary should read: 00111100 00110011 since it's hex equivalent is 3C 33. Adding the spaces suggests that the BCD reads 3 (12) 3 3 as opposed to 60 51. It'd be like writing 5 21 when you intend to write 521. Although maybe you intended to add the separation despite being aware of the argument I'm presenting, but then it would seem to make the comment referencing xkcd a bit weaker and almost failing in its own right.
All of this comment is rather ridiculous, extraneous, and trivial, but I've spent too much of my life doing this kind of stuff or something. So out of respect for my own life I had to present the argument.
oops
I'll change that. On here, anyway.
Thanks,
and sorry for the crazy.
Post a Comment