prompter: Assuming we use a base 2 system, what would the assumed affect on geometric art be?

assistant: A base 2 system is binary, which is the system currently used in computer graphics which are capable of representing any kind of visual art.

Perhaps I can give you a more definitive answer if you explain how you are imagining applying a base 2 system to geometric art. Are we talking about representing geometry using a base 2 system? If so the answer would be "none whatsoever because any geometry can already be represented using a binary system, and thus applying it would change nothing". Or do you have some method in mind for constraining the production of geometric art using binary in a way that might have the assumed affect that you want me to describe? Without a specific method, the number of such possible affects could be of infinite variety. It seems to me that there must be some way to achieve such an affect by applying a binary approach to geometric art, but I'm missing the information required to meaningfully describe the particular affect you have in mind.

prompter: I'm too stupid to understand your bullshit ,explain to me like i'm nine

assistant: My apologies. Here's what I'm trying to say.
A base 2 system typically refers to a way of writing numbers and by itself, it seems that it wouldn't have any effect on geometric art. If this is not what you are referring to, could you give an example of what you are trying to accomplish?

assistant: The main effect would be that it would make the creation of geometric art much more difficult. Geometric art is a very precise and complex form of art, and using a base 2 system would make it even more so. It would take a great deal of skill and time to create geometric art using a base 2 system. If you want to produce art using a base 2 system, then you will have to create all of the images that make up the art using binary code. This would be a very tedious and time-consuming process, but it would result in some very unique and interesting artwork. However, if you're just looking to create art using a base 2 system, then there are plenty of pre-existing tools and programs that can help you to do so.

assistant: Assuming we use a base 2 system, it is unlikely that it would have a significant impact on geometric art. The use of base 2 system is primarily relevant to the representation and manipulation of data in computers, and is not directly related to the creation of art.

Geometric art is typically created by using mathematical concepts, such as shapes, lines, and patterns, to create aesthetically pleasing and visually interesting designs. While the use of binary numbers and base 2 system may have some relevance to the computational processing of images, it is not likely to fundamentally change the nature or style of geometric art.

However, it is possible that advances in computer graphics and digital imaging technologies, which are closely related to the use of binary numbers and base 2 system, could lead to new forms of geometric art that are created through the manipulation of digital data. These forms of art could involve the use of complex algorithms and computer-generated images, and could offer new opportunities for creative expression and artistic exploration.

prompter: interesting, is there any new technologies that affect geometric art?

assistant: The use of a base 2 system for representing numbers would not necessarily have a direct impact on geometric art, as the choice of numerical base used to represent numbers is not inherently tied to the principles of geometric art.

Geometric art generally refers to art that makes use of geometric shapes, patterns, and forms in its composition. The aesthetics and visual language of geometric art are determined by the creative choices made by the artist, rather than by the numerical base used to represent the dimensions of the artwork.

That being said, the use of binary numbers, which are represented using a base 2 system, has played a role in digital art and computer graphics. Digital art often makes use of binary code to create images, and the use of binary numbers has influenced the development of digital tools and technologies used in art and design.

However, the relationship between binary numbers and geometric art is not direct or straightforward, and the impact of using a base 2 system on the aesthetics of geometric art is not readily apparent.

prompter: What would the assumed affect on computer graphics then?

assistant: Computer graphics are a broad subject, including but not limited to topics like user interface design, computer animation, 3D modelling and digital art.
One of the most profound impacts of using a base 2 system would likely be on user interface design or more generally anywhere that deals with conveying numerical information, because many layouts including elements that display numbers would have to be changed in order to accommodate significantly more digits. 
Alternatively, the general way of how we display numbers might change much more drastically to save space and/or improve readability, for example by using matrices of colored dots instead of digits.

assistant: The use of a base 2 system for representing numbers has had a significant impact on computer graphics. In digital art and computer graphics, binary numbers are used to represent and manipulate digital images, videos, and 3D models.

The use of binary code enables digital images to be broken down into pixels, with each pixel represented by a set of binary values. This allows for precise control over the color and intensity of each pixel, making it possible to create highly detailed and complex images.

Binary code is also used in the development of computer graphics software and hardware. Graphics processing units (GPUs) in computers and other devices are designed to perform mathematical operations on binary data at a high speed, which is essential for rendering complex 3D graphics in real time.

In summary, the use of a base 2 system for representing numbers has had a significant impact on computer graphics, enabling the creation of highly detailed and complex digital images and 3D models, as well as the development of graphics software and hardware.

assistant: The use of binary numbers could result in more accurate geometric artwork. This is because binary numbers can represent fractions without losing precision, which is important when dealing with geometric shapes. The use of binary numbers also makes it possible to create more complex geometric shapes. For example, a binary number can represent a circle or an ellipse. This is not possible with decimal numbers, which are limited to integer values. So the use of binary numbers could potentially lead to more advanced computer graphics.