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If you visit The Q's YT channe, you will see a lot of these concepts, like squared wheels bike. They're obviously ideas to show mathematical concepts at work in physics and real world, a kind of provocative series of invention. I posted several creations by The Q and I've seen… さらに表示
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If you visit The Q's YT channe, you will see a lot of these concepts, like squared wheels bike. They're obviously ideas to show mathematical concepts at work in physics and real world, a kind of provocative series of invention. I posted several creations by The Q and I've seen… さらに表示
If you visit The Q's YT channe, you will see a lot of these concepts, like squared wheels bike. They're obviously ideas to show mathematical concepts at work in physics and real world, a kind of provocative series of invention. I posted several creations by The Q and I've seen… さらに表示
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????! And the point of it is? How about a rounded square being slightly better than that… or then a rounded octagon…. I could go on…
And the point is, visit The Q's channel: they create such kind of mathematically provocative concepts, using physics vs engineering. Creativity is not a sin, open your mind.
If you visit The Q's YT channe, you will see a lot of these concepts, like squared wheeled bike. They're obviously ideas to show mathematical concepts at work vs physics and real world, a kind of provocative and creative series of inventions. I posted several creations by The Q… さらに表示
六角形のプロフィール画像
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I had a rim like that once but it was from doing an endo during a crash. Always wear a helmet
If you visit The Q's YT channel you will see a lot of these concepts, like squared wheeled bike. The point is not usefulness, but creativity. They're obviously ideas to show mathematical concepts at work vs physics and real world, a kind of provocative and creative series of… さらに表示
ばえるけど、ちょっと意味がわからない。加速しづらくて事故りにくいとかですか?振動を吸収してるので壊れやすそうで非効率かもしれない
Doesn't the increase in surface contact increase friction and make this mode of transport more difficult? Seems like it would be even worse than riding around on regular flat tires...
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I guess strut pivot point had to be at the peddle crank for the back wheel. Could have been like the front with an electric rear hub motor.🤗
The reuleaux triangle looks like $spy chart now: choppy but won’t break out from its either directions of resistance or support🤣 The Diameter always stays constant!
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Iuno man. Seems like this is just inviting disaster at some point. Gonna be a no from me dawg.
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