The former geometry nerd in me is hypnotized ..
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สามเส้น abc a1b1c1 ตัดกัน เส้นแทยงของมัน จะเป็นเส้นตรง เสมอ ไม่ว่า วงกลม วงรี พาสแคล ทีออรัมhttps://youtu.be/ALqPQSrSVks
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Actually, the theorem holds provided the six red points lie on any conic section (and may in fact be used to *define* conic sections.)
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And the blue points will draw a perfect circle while moving.
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The scan lines make the middle stick wobble a bit though.
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Cool, not a math guy, so, this proves what? How is this used in a practical way? Why should I be wowed?
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beautiful
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