For a long time, I have always wanted to make a series of video copywriting collections that integrate the Chaos Theory and the Wave Theory, but for reasons that everyone knows, it is easier said than done. I think it is still quite difficult to do what is easier said than done.
I personally interpret the concept of Chaos Theory as Light Chaos Theory. I made a simplified version based on my understanding and combination of waves, while also respecting the Zen Master's earliest trading model. I also came to the conclusion through long-term review and retracement that this combination is feasible and has certain reference value.
Before we talk about the inclusion relationship, let us first understand the K-line. If the high and low points of a K-line are all in the same range as the high and low points of another K-line, then this K-line is in an inclusion relationship with it. Otherwise, it is non-inclusion.
Among them, 12 are included and 3 are not included. The core of the inclusion relationship lies in the high and low points. (The above is just for reference)
The key to handling the inclusion relationship lies in dealing with the direction of the subsequent brush. If the high point is raised, the direction is upward, and if the low point is raised, the direction is downward.
When the first K line has a non-inclusive relationship with the previous K line, the highest is high and the lowest is low.
That is, high school high low medium low
My mouse is having some issues today, so it's very annoying to draw. The general idea is high, medium, high, low, medium, low. The picture above is a high, medium, high model.
Example: When dealing with the inclusion relationship of K-lines, you must follow the order of sequence to avoid system errors and confusion.
The above is the processed inclusion relationship combination. After processing, only K-lines 1, 5 and 7 exist, while 2346 is included and ignored.
The inclusion relationship ends here. We will talk about classification in the next class.
