Flawed construction of a finite topological space on 5 points. Combines both generative and hand-made elements. Drawn in Photoshop and glitched using PhotoMosh and human error. Algorithm: 1) Pick a natural number n; 2) Draw an n-sided convex polygon as a base space (coordinates can be found by rotating the n-th roots of unity counterclockwise by pi/2 radians); 3) Pick a natural number m <= n; 4) Draw m singleton sets on the base space; 5) Use the singleton sets as a basis to generate the open sets of the discrete topological space on m points; 6) Add any additional open sets consistent with the topological space axioms as desired; 7) Draw a frame to represent the open set around the base space; 8) Adjust composition as desired consistent with the topological space axioms. This particular space fails to be topological because it is missing a single open set required from step 5.
