Created on 2024-02-07

The image shows a handwritten note with a small, rough sketch. The text reads: "Any line has length & width as well as angular direction from a center Example; a direction from C to B not only has length, but also width and it has an angular direction when corresponds to the relation between C+B as opposed to a direction between any other point in the total center/place." In the sketch, a square with a smaller concentric square inside is drawn, along with lines that appear to converge towards a center point labeled "C." Another point labeled "B" seems to be connected to the center "C" by one of the lines extending outwards. The sketch seems to be an illustration of the concept described in the note, emphasizing that a directional line is perceived as having not only length but also width and an angular relationship with the points it connects.

Created on 2024-03-30

This image appears to be a handwritten note with a geometric diagram. The text discusses the properties of a line that passes through the center of a circle, such as how it can represent a direction from one point to another, and how it has an angular direction that corresponds to the relationship between two points. The diagram illustrates these concepts by showing a square with a point labeled 'C' and another labeled 'B', and lines connecting them. The text provides an example of how this line represents a direction that is not only from C to B, but also has an angular direction in relation to the overall geometry.