In three-dimensional space, a torus is a
doughnut shape, which already has very special peculiarities such as allowing an object to fit through the torusās center provided it is small enough. The more fascinating properties begin to
emerge when you
lay it out two-dimensionally to resemble a square, and after that it will allow any two-dimensional object to exit out of any of the two-dimensional torusās sides and appear out of the other. You have the torus to thank for a doughnutās shape.
C: Hey P, want to go get some
doughnuts with me?
P: Donāt you mean āSugar-coated torusesā?
C: Why do you have to over
complicate these simple terms so much? You didnāt even get the plural of ātorusā right!
P: Dang, I even spent all of the other day researching facts about them!
C: Well gee, it sounds like you need some new
hobbies!
