I finally...
I finally broke out my hack again. I have been wanting to for a long time...but didnt have anyone to play with. Well my brother was over today and me and him used to play all the time, so i found one and we played for about 3 hours. Was great...I also found out why my knees used to hurt so bad. So now im in for some 3 day pain....oh yeah! Ive got nothing going on in my life at the moment that is exciting...or atleast i cant see anything. Oh, i would just like to say, since im writing in this and havent in a long time....Something that is on my mind. Well. here goes... You know how you ask someone what there doing tonight and they answer with someting like...maybe going somewhere but not to sure. And then you have the chance to ask if they want to do something and you ask...but they answer with "sure." Now how fun is that, now that they said "sure" you dont want to do anything with them because its like they dont want to. Or how about when they ignore the fact that you said something and just bring up something else...that right there is the best. Shows how much they care. But I guess im not mad, I think I understand why they say this stuff to me, I guess I'm boring.
CHOAS THEORY:
A name given to recent wide-ranging attempts to uncover the statistical regularity hidden in processes that otherwise appear random, such as turbulence in fluids, weather patterns, predator-prey cycles, the spread of disease, and even the onset of war. Systems described as "chaotic" are extremely susceptible to changes in initial conditions. As a result, small uncertainties in measurement are magnified over time, making chaotic systems predictable in principle but unpredictable in practice.
THE BUTTERFLY EFFECT:
Used to describe many chaotic phenomena, was first described as such in reference to weather: that the beating of a butterfly's wings in Brazil might set off a tornado in Texas months later.
313PHANT
CHOAS THEORY:
A name given to recent wide-ranging attempts to uncover the statistical regularity hidden in processes that otherwise appear random, such as turbulence in fluids, weather patterns, predator-prey cycles, the spread of disease, and even the onset of war. Systems described as "chaotic" are extremely susceptible to changes in initial conditions. As a result, small uncertainties in measurement are magnified over time, making chaotic systems predictable in principle but unpredictable in practice.
THE BUTTERFLY EFFECT:
Used to describe many chaotic phenomena, was first described as such in reference to weather: that the beating of a butterfly's wings in Brazil might set off a tornado in Texas months later.
313PHANT