In function form (If I remember correctly): f(x) = ae - {(x - b) ^ 2} / 2c^2
It's because the starting point of the water isn't random. If you flip a coin a bunch of times, the odds are much more in the favor of a spread of heads and tails than anything else. And since a spread gets a result close to the starting point instead of a truly random number, the closer you are to the start, the more likely you are for water to fall on you.
in theory, this should make a bell curve, because there are more ways that water can get to the middle than to the end. Whilst water can go left/right/left/right and so on a massive amount of times to get to the middle, it must always go t the left or right. Pretty much, there is a 1/2 chance of going left, and the same with right. The middle just has more chance than the ends.
It happens because science.
The water is actually using a probability in which either it goes to the left, or to the right. If you do this in real life its impossible becuase the drop would split though.
I believe that this is a form of a gaussian distribution. It is similar to save 882.
actually i lied. while this is a normal distribution it is a discrete normal distribution, which means that the probabilities are different to a continuous normal distribution.
You can think of it like flipping a coin. Most of the time you will get 50% heads and 50% tails. Though occasionally you might get 10 heads in a row. And very rarely you might get 50 heads in a row.
they are. im just retarded lel