Clicking through to the site allows interactivity.Īs an alternate visualization this plot take uniform points on the square and shows how the various square to disc mappings transform the point set. In this window, you're able to sort the folders by size to see which ones use the most storage. With Folder Size, you can see the size of each folder in a small window. This shadertoy is intended to visualize how shapes and angles are transformed under the various maps. This disk space analyzer is useful since File Explorer only provides the size of the files, instead of the size of the folders. I will use the convention that $ \left(x,~y \right)$ is a coordinate on the square and $ \left(u,~v \right)$ a coordinate on the disc. Thus, the CDF is the proportion of the coverage of this inner circle over the possible sample space, which is the circle of r. Show a (perhaps) new radial approximate area preserving map For each value of r, there is a circle with that radius, and it has the origin (0,0) at its centre. If an even-sized circle is required (which would place the center point between pixels), this can be achieved using one of the rounded rectangle functions. ![]()
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