Given a set of n points where n = 1 for linear, 2 for quadratic, 3 for cubic, etc.). Additionally, the letter z is used to indicate the end of a path, and the letter m is used to move the starting point of a path to a specific coordinate (x,y). In the file, sets of points are indicated to be either linear, quadratic, or cubic by the letters "L", "Q", and "C". For this reason, the program only takes into account quadratic, and cubic Béziers. Most curves can be represented solely by these curve types. Bézier curves can take several shapes, but the most common curves are linear Béziers, quadratic Béziers, and cubic Béziers. These Bézier points are then converted into a set of equations called Bézier curves. The list of points in the d attribute of the path is called Bézier points. Below is an example of an SVG file that represents Python's logo: Even Android Studio makes use of it for storing icons. For this reason, SVG files are very compact and often used in 2D website design. Unlike other methods of encoding images, like PNG and JPEG, SVG files encode the image using mathematical equations. This program takes advantage of a file format called SVG (Scalable Vector Graphics). These are then graphed on demos using its API. This program converts an image into a set of graphable equations. As someone who also liked playing around with mathematical equations on desmos, a graphing tool, I wanted to make use of this unique file format to display images on desmos using equations. These equations would then be graphed by a computer. Unlike other file formats, SVG files use mathematical equations to store an image instead. When learning about SVG file formats for an Android development class, mobile apps commonly use this format, I came to realize that SVG files held a unique property.
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