Braid for math
The amazing thing about Braid is you can immediately and intuitively understand and appreciate it. No need to read a manual or look at statistics or whatever. You just play -- explore.
How can I bring this Braidness into teaching math? One challenge is that tinkering in math requires loading the situation into working memory.
Another challenge: Different mental representations of mathematical objects is a blocker for an exploratory medium of math.
