E-localization: a first definition

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Reference:
Animation:
A modified version of 3b1b's manim library:

[crazyfire]

Regarding the discussion around 2:00, a slightly different perspective can be taken from the classical approach for spaces. In particular, what it means to localize with respect to a homology theory (I.e, pi_*(E \landY)=E_*Y). Check out Sullivan’s 1970 lecture notes on localization. Really great job! Thanks for the video

[sadface]

4h of reading later I think I can decode the first minute of this video. Keep it up.