Many, when they talk about chaos, imagine a variety of processes occurring in a state of completely wild interaction. Chaos is not something one can imagine existing in the society where there seems to be an order, and yet, more often than not, chaos lurks in the most unlikely places.

Events that turn chaotic may appear to be unconnected because we associate randomness with unpredictability. But it is important to note that chaos and randomness are not synonyms. Although chaotic systems seem to be random, they are not in fact random.

Pure randomness does not depend on its initialrules and is typical of probability conditions. For instance, flipping a coin a million times do not predict if the next flip will be heads or tails.

This means that each flip is unrelated to the others, and the result (heads or tails) is random and depends on the probabilities of a specific coin flip, which is 0. 5 for heads and 0. 5 for tails. Regardless the number of times the coin is flipped or the outcome of the previous flips, the likelihood of getting heads or tails is still the same for each and every flip.