Question: What is the best approach to visualize the ganja.js examples?

Hi! I'm trying to implement the 2D projective geometric algebra examples from [ganja](https://enkimute.github.io/ganja.js/examples/coffeeshop.html#pga2d_points_and_lines). Implementing the [cheat sheet](https://bivector.net/2DPGA.pdf) and translating the code seems not to hard, but I do not yet understand I should create an interface between Grassmann and the julia plotting ecosystem. So maybe the question is a bit broad, but how can I translate e.g. a point or line (Chain or Multivector) into an "ordinary" 2D point or line which I can plot with Plots/Makie etc.? I saw your nice plots of vectorfields, so it is obviously possible - but maybe you can give or point me to some more examples. :)

Edit: I'm using `@basis "0,1,1"` as basis for 2D PGA, which is hopefully correct. (?)

Start with the linked ganja.js 2D PGA example and cheat sheet, then inspect the repository's existing vectorfield plotting examples. Determine how the @basis "0,1,1" representation relates to Plots or Makie inputs for points and lines. Done should provide a documented, working path or example for visualizing these geometric objects.

Written by the indexing model from the issue text.