"schmiegel gyroid isosurface math"
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by Twisted Math
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by Barry Thomas
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by Barry Thomas
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by Mind Inversion Design
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by Mathematical Art
![0625 IsoSurface F(x,y,z)=0 Diamond Tori [6] d=8cm in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38921662_10415827_1679681179_1_0.jpg?key=2b1b8710ffa55817b9a2fe7c0aa12194)
![0626 IsoSurface F(x,y,z)=0 Diamond Tori [6] d=10cm in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38921668_10415831_1679681181_1_0.jpg?key=5e9e31ade06c71256df706ac2fa3caa1)
![0627 IsoSurface F(x,y,z)=0 Diamond Tori [6] d=12cm in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38921674_10416174_1679681183_1_0.jpg?key=e558f1de8fa917a9f1480d6f038ae705)
![0609 IsoSurface F(x,y,z)=0 Diamond Tori [3] d=5cm in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38921623_9977234_1679681162_1_0.jpg?key=88e33f856a13e2ee80a68a900819d6ed)
![0610 IsoSurface F(x,y,z)=0 Diamond Tori [4] d=5cm in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38921629_9979131_1679681166_1_0.jpg?key=4981bb81e8332e4d3a847f6141a34720)
![0608 IsoSurface F(x,y,z)=0 Diamond Tori [6] d=5cm in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38921616_9977029_1679681160_1_0.jpg?key=dc7339fcaf1cf2b2b5dda20d00065097)
![0611 IsoSurface F(x,y,z)=0 Diamond Tori [5] d=5cm in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38921636_9979264_1679681170_1_0.jpg?key=09177aee7c4911830cf0ad574b3c6946)
![0612 IsoSurface F(x,y,z)=0 Diamond Tori [8] d=5cm in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38921642_9979310_1679681173_1_0.jpg?key=403bad9b85e72028f2ee52c54b13e714)
![0613 IsoSurface F(x,y,z)=0 Diamond Tori [10] d=5cm in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38921648_9979356_1679681175_1_0.jpg?key=feb97fba49bce2944acfca9df49cae49)
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by 3D Print ATOA
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by William Schaecher
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by Mathematical Art
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![0165 F(x,y,z)=0 [Cos(x)+Cos(y)+Cos(z)] #001 in Clear Ultra Fine Detail Plastic](https://images1.sw-cdn.net/cdn-cgi/image/quality=85,gravity=auto,format=auto,fit=scale-down,width=290/product/picture/290x218_38919449_6821651_1679680338_1_0.jpg?key=1386dd47bbc1795841524cc2ad757559)
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