Mobius Socks
Description: Show off your high-concept mathematical wit with this bold geometry artwork. A continuous Mobius loop sits below the statement "There Are Two Sides To Every... Never Mind". Perfect for mathematicians, topologists, geometry nerds, physics lovers, and teachers. Great for science conventions, back to school, or holiday gifts.
There Are Two Sides To Every Never Mind Funny Mobius Strip Math Geometry Socks
by PhotoSphere
$14 $20
Description: Show your appreciation for complex geometry and clever science humor with this cosmic joke. A glowing blue and orange Mobius strip floats through a starry galaxy, finishing off the witty punchline "There Are Two Sides To Every... Never Mind". Perfect for math teachers, physicists, engineering students, and astronomy geeks. A brilliant gift for Pi Day, science fairs, or casual campus wear.
There Are Two Sides To Every Never Mind Funny Mobius Strip Math Humor Socks
by PhotoSphere
$14 $20
Description: Bow down before the Dark Lord ** This design is a self-created parody. All names, characters, likenesses and incidents portrayed in this production are fictitious. Any identification with actual persons, places, buildings, and products is completely coincidental and should not be inferred.
Description: "One side, one edge, no way out. The Mobius strip carries the oldest self-referential paradox in logic, an elegant visual for anyone who has ever argued about truth, recursion or Godel. The liar paradox on a Mobius strip: the sentence This sentence is false loops endlessly from TRUE to FALSE. True if false, false if true. A self-referential classic of logic since Eubulides and Epimenides. For logicians, math and computer science students, philosophy teachers, puzzle lovers and fans of self-reference and paradox. A clever gift that sparks debate.
Description: The Standard of Purity ** This design is a self-created parody. All names, characters, likenesses and incidents portrayed in this production are fictitious. Any identification with actual persons, places, buildings, and products is completely coincidental and should not be inferred.
Description: The image shows two interlocking, three-dimensional rings against a black background. One ring is a shade of blue, while the other is green. The rings are constructed in a way that they visually weave through each other, with parts of each ring appearing to be behind the other. The rings have a beveled edge
Description: You encounter an attractive human; Roll for initiative. ** This design is a self-created parody. All names, characters, likenesses and incidents portrayed in this production are fictitious. Any identification with actual persons, places, buildings, and products is completely coincidental and should not be inferred.
