Title of this chapter: "Types, Pens and Line Segments"
In fact, entanglement theory is mainly divided into morphology, and dynamics. Types, pens and line segments are the most basic knowledge. To explain the system, this lesson should be In the first chapter, if there is no such foundation, it will not be surprising that those mentioned above cannot be understood.
top parting type :
top parting type characteristics are as follows: the high point of the middle K line is the highest point of the three K lines, and the low point is also the highest point of the three K lines. These three do not distinguish between yin and yang lines , they only look at the high and low points of the K line. Just reverse the bottom type of
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The highest point of the top parting type is called the top of the parting, and the lowest point of the bottom parting type is called the bottom of the parting. Since the bottom of the top parting type and the top of the bottom parting type are meaningless, the top and bottom of the top parting type are The base of the parting can be simply called the top and bottom. In other words, when we talk about top and bottom in the future, we are talking about the top of the top type and the bottom of the bottom type respectively.
The above is an introduction to top parting and bottom parting.
pen: Two adjacent tops and bottoms form a stroke. The so-called pen refers to other fluctuations between the top and the bottom, which can be ignored. But note that it must be adjacent to the top and bottom , if it is separated by a few, it will not be the same.
line segment: It consists of at least three strokes.
In the picture, the yellow line is a standard pen, and the green thick line is a standard line segment. In fact, this line segment is not complete. This is just an example, and the entire picture is not included.
Notes:
1. One stroke consists of at least 7 K lines. Because the top and bottom each require 3 K lines, and at least one K line is needed in the middle, so there are at least 7 K lines. This is the most basic requirement;
2, two adjacent K lines cannot have an inclusive relationship, that is to say, one K line The high and low points of a K line are completely within the range of the high and low points of another K line. This inclusion relationship has no smoothness relationship, that is, it is an inclusion relationship from left to right or from right to left; the inclusion relationship can be handled like this: When it goes up, the high point of the two K lines is regarded as the high point, and the higher of the low points of the two K lines is regarded as the low point, so that the two K lines are merged into a new K line; conversely, when it goes down, the lowest of the two K lines is regarded as the low point. The high point is regarded as the low point, and the lower of the high points of the two K lines is regarded as the high point. In this way, a new K line can also be synthesized.
3. The destruction of a line segment. This chapter only gives a rough graphic demonstration and does not have a precise definition. Generally, the breaking position of a line segment means that the pen does not break a new low or a new high, which means the line segment is destroyed.
