!_!BatLib doesn't work in this version and causes a crash. I wonder if parser hooks are no longer allowed !_!

Nice, Ashbad I uploaded mine... It really is a cruddy piece of work and not even close to cleaned up...

Quote from: Xeda112358 on March 31, 2011, 11:30:36 pm

Well, it could be the same OS and all you need to do is check for the version to figure out which message to display. It is rather easy to do and it could make a different message depending on the model?
*cough*

One last word before falling asleep...


That's the case.

The same OS does display either "TI-84 Plus" either "TI-84 Plus Silver Edition" depending upon the hardware.
This doesn't prove it's fake at all.

I'm talking about the message displayed, not the model displayed

Well, it could be the same OS and all you need to do is check for the version to figure out which message to display. It is rather easy to do and it could make a different message depending on the model?
*cough*

Hm, I guess mine is fake then
Just kidding

Disclaimer: I have had coffee for the first time this year and coffee=drugs for Zedas . Read the following at your own risk because I am completely buzzed on coffee and I cannot keep my thoughts in order... I'ma go do some maths for now 
Not an Edit: Cool, I can use emoticons!

Hehe, I cannot seem to get things like Linear Algebra (!_!) or things like that, but all of the stuff I work on I do independently. The problem with that is that before this semester of college, I was never exposed to formal stuff (or at least rarely exposed), so my notation tends to be a little on the questionable side The other problem is that whenever I go to Wolfram to see if my ideas already exist, I cannot find answers because I cannot read any of it and I don't know what to look for. For example, back in ninth grade I got super excited because I was playing around on my calc with this really cool sine function thingamabob and I started noticing a pattern. By the end of the night I found a way to do things like finding the exact value of sin(171pi/1024)! That November, I was going to a math competition and I showed off my cool formula to a professor and they didn't recognise it, but they said "Here's my e-mail and check Wolfram.com for" and he used a term I forgot, but it described taking the square root of the square root of the... you get the idea. Eventually I found out it was just some random and obscure pattern. Since then I found another method, but I cannot find it on wolfram Another example is last year (26 January 2010) I cracked open an old trig book that a friend gave me in seventh grade when a little slip of paper fell out that said N=.5A²+.5A and I had a drawing of bricks next to it and I remembered, "Oh, that was the day my mother had to take me to the bank with her and I decided to count bricks..." I then got distracted and I counted at the top in the center 1 brick. Then there were two bricks below that touched that brick. Then three and four and five, et cetera. I spent that day finding a way to make an equation for it (I felt special because I taught myself Algebra using an old TI-99 in fourth grade... there is a nice story, there, too). Back on topic... I eventually worked out that if I took the number of bricks there were (heightwise) and divided it by two, I could add .5 and multiply by the number of bricks tall it was to get all of the bricks! Anywho, I found that slip of paper and I was waiting to take my French midterm so I thought "Huh, what if I had a pyramid that had one brick on top, 4 below that and 9 below that, and so on..." So I got to working on that and I found the equation for that. It that hit me after the exam that I was finding an equation for the sum of X²! Then I tried doing that with X³ and I found that and then I got home and for the rest of that week I worked my way up to X⁶. So blah, blah, blah, I worked at it for a long time and then put it aside for the month of March. The work to find X⁷ Had been so much that I decided to instead work at finding a pattern before attempting anything more. Then, suddenly, I found a pattern in the first week of April! So that night I worked my way up to X⁹ and over the next three days up to X¹⁵. The problem was, the pattern was still difficult for me to grasp and so I took another month to find an algorithm to find the coefficients I needed and within 15 minutes, I was able to expand my collection of equations from the sum of X¹⁵ up to X⁴⁷! When I finally got internet, I posted this over on UTI using an example my poor TI-89 could handle.

So yeah, I actually am not all that good at math, but math is one of those few things that I can get absolutely consumed in and I am bound to eventually come across things. That was how I noticed that the diagonals in Pascal's triangle were simply the sums of the previous diagonal. Of course, I used the algorithm I came up with before to find those sums, so I didn't see that they followed X(X+1)(X+2)...(X+n-1)/n!, so that will be interesting to explore! There is so much that I randomly encounter and I don't even have a brain for math !_! I just have the devotion and it is the only thing I have the devotion for  :'(

EDIT: Sorry for any glaring grammatical errors... read the note at the top for my excuse...

Thanks ^_^ I have difficulty with fire and TNT, sorry You could always go with the just a crate that says TNT on it...? I'' see what I can come up with