Check out the new HLFF Blog article by Katie Steckles on the many interesting mathematical structures you can create from a square.
This week at the HLFF Blog, Katie Steckles examines the humble square and considers the many forms one can shape it into, including a cylinder, a torus, or even a Möbius band. To learn more about their properties, as well as those of a Klein bottle and what a Real Projective Plane is, have a look at Katie’s latest piece over at the HLFF Blog:
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