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The .blend file contains the lowpoly base mesh used to construct this shape for 3d printing! Perfect for editing or use in motion graphics animation. This object makes a wonderful desktop showpiece, and perfect addition to any 3d printed mathematical art collection.\n\n","imageAlt":"3D print model Cubic Gyroid Sculpture","url":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/cubic-gyroid-sculpture","isCLDApplicable":false,"isSaleOffApplicable":true,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/WiZPwxdtMHo1wYmTt8ta3h9C/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/cubic_gyroid_preview01.jpg","gridUrl":"https://media.cgtrader.com/variants/WiZPwxdtMHo1wYmTt8ta3h9C/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/cubic_gyroid_preview01.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/cubic-gyroid-sculpture","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":21,"name":".blend","is_native":true},{"id":51,"name":".stl","is_native":false},{"id":5,"name":".fbx","is_native":false},{"id":12,"name":".obj","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/258898/2e86ba9398/cubic-gyroid-sculpture-3d-model-2e86ba9398.webp","saleOffDiscount":30,"eligibleForSubscription":true,"subscriptionSubscribed":true,"subscriptionPotential":false,"subscriptionTierBand":"premium"}},{"id":"1016552","type":"listingItem","attributes":{"id":1016552,"title":"openwork lattice cnc","price":25.0,"description":"\u003cp\u003e - Smooth stack is not collapsed \u003cbr/\u003e- Version of 3dmax 2015 \u003cbr/\u003e- Vray materials \u003cbr/\u003e- High quality model \u003cbr/\u003e- obj, fbx, stl formats present \u003cbr/\u003e- The model is suitable for milling on CNC machines and 3d printing \u003c/p\u003e\u003cul\u003e\u003cli\u003eVizualization ready!\u003c/li\u003e\u003c/ul\u003e","imageAlt":"openwork lattice cnc 3D printable model","url":"https://www.cgtrader.com/3d-print-models/house/decor/openwork-lattice-cnc","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/SsoaUocFDrB5krugeuCLowh9/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/openwork-lattice-cnc-3d-model-max-obj-mtl-fbx-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/SsoaUocFDrB5krugeuCLowh9/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/openwork-lattice-cnc-3d-model-max-obj-mtl-fbx-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/3d-print-models/house/decor/openwork-lattice-cnc","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":17,"name":".max","is_native":false},{"id":12,"name":".obj","is_native":false}],"categorySlug":"house","subcategorySlug":"decor","categoryTitle":"Home \u0026 Living","subcategoryTitle":"Home decor","schemaImageUrl":"https://img-new.cgtrader.com/items/1016552/c9554b8a7a/openwork-lattice-cnc-3d-model-c9554b8a7a.webp","saleOffDiscount":0,"eligibleForSubscription":true,"subscriptionSubscribed":true,"subscriptionPotential":false,"subscriptionTierBand":"premium"}},{"id":"258904","type":"listingItem","attributes":{"id":258904,"title":"Nested Dodecahedron Sculpture","price":7.0,"description":"A fascinating, mathematical sculpture, consisting of concentric, linked truncated dodecahedrons. 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So if you need anything, don't hesitate to contact us anytime.\n\nThis 3D printable model of the human brain is designed with anatomical accuracy and detailed external structure, making it a perfect choice for educational, scientific, medical, or artistic purposes. The model features realistic hemispheres, folds (gyri and sulci), the cerebellum, and brainstem, providing a lifelike representation of the human brain.\n\nThe mesh is solid, manifold, and optimized for 3D printing, ensuring smooth results on different printer types (FDM, SLA, SLS). The model can be scaled to various sizes without losing quality, making it suitable both for compact educational tools and large exhibition pieces.\n\nThis brain model is ideal for medical training, classroom demonstrations, biology projects, or as a unique anatomical decoration.\n\nFeatures:\n- High-quality 3D printable human brain model\n- Anatomically accurate external structure\n- Watertight and manifold mesh, ready for 3D printing\n- STL and OBJ formats included\n- Scalable to any size without detail loss\n- Compatible with FDM, SLA, and SLS printers\n- Suitable for education, medical presentations, or artistic displays\n\nApplications:\n- Medical and biology education\n- Scientific demonstrations\n- Anatomy study and training models\n- Museum and classroom displays\n- Artistic and decorative projects\n\nBring realism and anatomical accuracy to your 3D printing projects with this professional human brain model.\n\nModel have a 5 Format's:\nOBJ\nSTL\nFBX\nblend\nMLT\n\nRender: Cycles.\n\nThe model used in the blender program only works on version 3.6.\n\nIf you are looking for models for your projects, games, designs, films and so on, then you have come to the right place. I only have the best products and don't forget to recommend me and my friends to your friends. I am sure you will like my models, each of them is unique and beautiful.\n\nWe can agree on the price.\n\nIt is recommended to visit my portfolio more often, because in the future you will find many new, beautiful, fantastic, interesting and unusual models that you like and can use in your projects and other ideas. Don't warn about likes and comments because I really enjoy reading your comments.\n\nIf you have any questions about my models, feel free to contact me at any time and I will do my best for you and your benefit. Also, don’t forget to leave your likes and comments, because I’m glad that you like my models.\n\nThank you for your attention, my dear colleagues and clients.","imageAlt":"Human Brain 3D Model for 3D Printing Anatomical 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Real-world scale\n\n- No special plugin needed to open the scene\n\n\n- No Ngon\n\n\n\n**_Print Model_**\n\n\n\n*****Why will you choose my 3d model ?***\n\n- This model mid poly\n\n- Objetc and material naming\n\n- You can modify every sight\n\n- You can modify vertex ,edge, face\n\n**_I am ready to any modification.Just message me. 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Very cool as a desktop showpiece, or a fully functional stress ball! Also useful for motion graphics or abstract 3d rendering.\n\n","imageAlt":"3D printable model Gyroid Triple Sphere","url":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/gyroid-triple-sphere","isCLDApplicable":false,"isSaleOffApplicable":true,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/QHjRZc9XbN1tGMPvATNTXqkL/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/Gyroid_Triple_Sphere_preview01.jpg","gridUrl":"https://media.cgtrader.com/variants/QHjRZc9XbN1tGMPvATNTXqkL/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/Gyroid_Triple_Sphere_preview01.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/gyroid-triple-sphere","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":21,"name":".blend","is_native":true},{"id":51,"name":".stl","is_native":false},{"id":12,"name":".obj","is_native":false},{"id":5,"name":".fbx","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/703758/69f4835f95/gyroid-triple-sphere-3d-model-69f4835f95.webp","saleOffDiscount":30,"eligibleForSubscription":true,"subscriptionSubscribed":true,"subscriptionPotential":false,"subscriptionTierBand":"premium"}},{"id":"4856887","type":"listingItem","attributes":{"id":4856887,"title":"Triangulated Torus Exoskeleton Gemstone","price":15.0,"description":"a Smooth Torus mass with Triangulated Exoskeleton pattern, The geometry contains 420 triangular panels connected using a unimass skeleton that has a smooth regular form that represents a sci-fi alien Gemstone, the models was created using computational parametric tools to achieve the most accurate geometry with clean details, they could be used for architectural render purposes indoors and outdoors, and also for interior and decoration purposes, the models could be 3d printed and come to live in scale 1:1 using the included STL files.\n\nFiles Units Format are Metric:\nMaximum Boundary Dimensions are (Base Dimensions X Total Height)= (152.3mm X149.9cm X52.5cm) || (15.23cm X14.99cm X5.25cm)\n\nGeometry Statistics \u003e\u003e Polygons: (168616) \u0026 Vertices: (239001).\n\nSTL files are in millimeter dimensions, and Rhino3d files are in both Meters and Millimeters Units, FBX and Blender Files are in meters, and of course, you can change all the units for all the files to any unit you desire and from metric to imperial.","imageAlt":"Triangulated Torus Exoskeleton 3D printable model","url":"https://www.cgtrader.com/3d-print-models/science/math/triangulated-torus-exoskeleton-gemstone","isCLDApplicable":false,"isSaleOffApplicable":true,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/BvRrc54grmj5AyavhGPuTwmp/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/1.jpg","gridUrl":"https://media.cgtrader.com/variants/BvRrc54grmj5AyavhGPuTwmp/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/1.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/3d-print-models/science/math/triangulated-torus-exoskeleton-gemstone","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false},{"id":13,"name":".3dm","is_native":false},{"id":5,"name":".fbx","is_native":false},{"id":25,"name":".dae","is_native":false},{"id":21,"name":".blend","is_native":false}],"categorySlug":"science","subcategorySlug":"math","categoryTitle":"Science","subcategoryTitle":"Math","schemaImageUrl":"https://img-new.cgtrader.com/items/4856887/a8dbd3f288/triangulated-torus-exoskeleton-gemstone-3d-model-a8dbd3f288.webp","saleOffDiscount":50,"eligibleForSubscription":true,"subscriptionSubscribed":true,"subscriptionPotential":false,"subscriptionTierBand":"premium"}},{"id":"787035","type":"listingItem","attributes":{"id":787035,"title":"Math Object 0051 Triple Knot","price":10.0,"description":"-The 3dsmax 2017 scene file contains the base mesh with OpenSubDiv modifier applied. \n-The OBJ contains the base mesh only. No subdivisions applied. \n-The STL file is the subdivided hi-res geometry only. \n- 3D Print ready \n- Motion Graphics ready\n\nUnits / Dimensions: \nX: 62.27 mm \nY: 17.10 mm \nZ: 68.60 mm\n\nThickness: \nVolume: 11589.3 mm³ \nSurface Area: 8398.11 mm²","imageAlt":"Math Object 0051 Triple Knot 3D printable model","url":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/math-object-0051-triple-knot","isCLDApplicable":false,"isSaleOffApplicable":true,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/YbbPNzRN8d4g4yB6EKW53u1E/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/math-object-0051-triple-knot-3d-model-max-obj-stl-mtl.jpg","gridUrl":"https://media.cgtrader.com/variants/YbbPNzRN8d4g4yB6EKW53u1E/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/math-object-0051-triple-knot-3d-model-max-obj-stl-mtl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/math-object-0051-triple-knot","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":12,"name":".obj","is_native":false},{"id":17,"name":".max","is_native":false},{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/787035/c186c64801/math-object-0051-triple-knot-3d-model-c186c64801.webp","saleOffDiscount":30,"eligibleForSubscription":true,"subscriptionSubscribed":true,"subscriptionPotential":false,"subscriptionTierBand":"premium"}},{"id":"3585605","type":"listingItem","attributes":{"id":3585605,"title":"woman ring","price":10.0,"description":"Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. Thank you!Any questions? Please contact me. 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Thank you!","imageAlt":"design woman ring 3D printable model","url":"https://www.cgtrader.com/3d-print-models/jewelry/ring/woman-ring-9baba81b-53b3-48a5-a7cf-b90a2fb54e92","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/czFdqbKKvyQvPFqqzyUmdvXy/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/REND%20For%20Ring.276.jpg","gridUrl":"https://media.cgtrader.com/variants/czFdqbKKvyQvPFqqzyUmdvXy/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/REND%20For%20Ring.276.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/3d-print-models/jewelry/ring/woman-ring-9baba81b-53b3-48a5-a7cf-b90a2fb54e92","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":13,"name":".3dm","is_native":false},{"id":12,"name":".obj","is_native":false}],"categorySlug":"jewelry","subcategorySlug":"ring","categoryTitle":"Jewelry","subcategoryTitle":"Rings","schemaImageUrl":"https://img-new.cgtrader.com/items/3585605/1c7c077bb6/woman-ring-3d-model-1c7c077bb6.webp","saleOffDiscount":0,"eligibleForSubscription":true,"subscriptionSubscribed":true,"subscriptionPotential":false,"subscriptionTierBand":"premium"}},{"id":"4467969","type":"listingItem","attributes":{"id":4467969,"title":"Math Object 142","price":10.0,"description":"**Now including Blender Scene File with Eevee render settings and materials!**\n\n- Solid, manifold topology in compliance with 3d Printing rules and standards.\n- Blender 2.93 scene file ready to render with Eevee materials and settings.\n- 3dsmax 2017 scene file with VrayNEXT material and render settings.\n- STL file included for 3d printing (SLS nylon plastic printing recommended)\n- FBX file included\n- OBJ/MTL files included\n\n**Recommended for SLS printing only**.\n\n**Dimensions:**\n\n**X** = 78.32 mm\n\n**Y** = 76.43 mm\n\n**Z** = 74.85 mm\n\n**Minimum Thickness**: 0.5 mm","imageAlt":"Math Object 142 3D print model","url":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/math-object-142","isCLDApplicable":false,"isSaleOffApplicable":true,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/4aF3FBKnW9W1boweG2iE6Maz/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/math_object0142-preview01.jpg","gridUrl":"https://media.cgtrader.com/variants/4aF3FBKnW9W1boweG2iE6Maz/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/math_object0142-preview01.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/math-object-142","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":21,"name":".blend","is_native":true},{"id":12,"name":".obj","is_native":false},{"id":17,"name":".max","is_native":false},{"id":5,"name":".fbx","is_native":false},{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/4467969/3341850dae/math-object-142-3d-model-3341850dae.webp","saleOffDiscount":30,"eligibleForSubscription":true,"subscriptionSubscribed":true,"subscriptionPotential":false,"subscriptionTierBand":"premium"}},{"id":"703762","type":"listingItem","attributes":{"id":703762,"title":"Gyroid Voronoi Lattice","price":10.0,"description":"**Now including Blender 2.83 scene file with Eevee render settings and materials!**\n\n- Solid, manifold topology in compliance with 3d Printing rules and standards.\n- Blender 2.83 scene ready to render with Eevee materials and settings.\n- Based on the Schoen G surface, or single gyroid minimal surface.\n- Voronoi style latticework for durability and aesthetics.\n- STL file included for 3d printing (SLS printing recommended)\n\n**Dimensions:**\n\n**X** = 49.2048 mm\n\n**Y**= 49.5628 mm\n\n**Z**= 49.0901 mm\n\nGreat for a 3d printed conversation piece or as part of a geometric art collection. Also useful in abstract motion graphics and rendering.\n\n","imageAlt":"3D print model Gyroid Voronoi Lattice","url":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/gyroid-voronoi-lattice","isCLDApplicable":false,"isSaleOffApplicable":true,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/AcuCKiqAWTnyDM2SXM3GfYV9/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/Gyroid_Voronoi_Lattice_preview01.jpg","gridUrl":"https://media.cgtrader.com/variants/AcuCKiqAWTnyDM2SXM3GfYV9/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/Gyroid_Voronoi_Lattice_preview01.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/gyroid-voronoi-lattice","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":21,"name":".blend","is_native":true},{"id":51,"name":".stl","is_native":false},{"id":5,"name":".fbx","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/703762/02c3de4338/gyroid-voronoi-lattice-3d-model-02c3de4338.webp","saleOffDiscount":30,"eligibleForSubscription":true,"subscriptionSubscribed":true,"subscriptionPotential":false,"subscriptionTierBand":"premium"}},{"id":"3286150","type":"listingItem","attributes":{"id":3286150,"title":"Tetrahedron Star","price":15.0,"description":"A Fractal tetrahedron star designed for 3D printing, but also included is a 3D max scenes with various materials for rendering.\nTry printing with a highly reflective surface for beautiful geometric reflections.\nTry a glassy material for cool refractions, or maybe just a matt surface to enjoy the form.\n\nScale is 18cm cubed","imageAlt":"Tetrahedron Star 3D print model","url":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/tetrahedron-star","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/rSoVmWLYnVVaiwAQt82m77Ci/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/THStar_0.jpg","gridUrl":"https://media.cgtrader.com/variants/rSoVmWLYnVVaiwAQt82m77Ci/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/THStar_0.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/3d-print-models/art/mathematical-art/tetrahedron-star","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":17,"name":".max","is_native":true},{"id":51,"name":".stl","is_native":false},{"id":12,"name":".obj","is_native":false},{"id":5,"name":".fbx","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/3286150/3f1ed103e7/tetrahedron-star-3d-model-3f1ed103e7.webp","saleOffDiscount":0,"eligibleForSubscription":true,"subscriptionSubscribed":true,"subscriptionPotential":false,"subscriptionTierBand":"premium"}},{"id":"6843145","type":"listingItem","attributes":{"id":6843145,"title":"Pi Day Pie with Pi Symbol Decorative Math Dessert Geeky Pi Day ","price":4.99,"description":"Celebrate the beauty of mathematics with this charming Pi Day Pie featuring the iconic π symbol proudly standing atop a freshly baked lattice pie design. 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My goal is always to offer the best possible value for my customers. The exclusive models is not included in this note**\n\n**The best times to buy are during sales or discount periods, as this is when platform prices become more aligned:\n\n50% sale --\u003e Lowest possible price, often cheaper than any other site.\n\n30% sale --\u003e Prices very close to other platforms — great if you don’t want to wait for the bigger discount.\n\nOf course, you can buy anytime you like, but if saving money is your priority, keeping an eye on 50% sales is the smartest move. If you see a 30% sale, that’s also a great chance to get near the best price without waiting too long.\n\nThank you for your understanding and support!**\n\nI am excited to introduce our exquisite abstract coral ring, specially crafted for jewelry casting. This piece is available in US size 11 and offers two variations: a solid version and a hollowed-out design for customization. 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The individual snap tiles allow students to explore more exotic polyhedra and make it possible for teachers to construct more complicated models for the classroom. \r\nCreativity: \r\nWe created each of these models at http://www.tinkercad.com and have made those Tinkercad files public so that teachers and students can get creative - editing, remixing, or extending as needed. If you want tighter/looser snaps or hinges, alternate side snap configurations, or different polyhedral nets, you can easily pick apart and reassemble or resize in Tinkercad, even if you don't have much prior experience with 3D modeling. \r\nThis set of models includes hinged nets for all five Platonic solids: \r\n* Tetrahedron \r\n* Cube \r\n* Octahedron \r\n* Dodecahedron \r\n* Icosahedron \u003c/p\u003e\u003cp\u003eAs well as hinged nets for these other polyhedra: \r\n* Square Pyramid \r\n* Hexagonal Prism \r\n* Rectangular Rhombohedron \r\nThe downloadable files also include models of individual snap tiles for semi-regular and other combination polyhedra: \r\n* Triangle tiles with snaps in 223, 332, 222, and 333 configurations \r\n* Square tiles with snaps in 2323 and 2233 configurations \r\n* Pentagon tiles with snaps in 23233 and 32322 configurations \r\n* Hexagon tiles with snaps in 232323, 233233, and 322322 configurations \r\nMix and match snap tiles as you like or follow these suggestions for the pictured modular polyhedra: \r\n* Cuboctahedron - 6 of the 2323 squares, 2 of the 222 triangles, and 6 of the 332 triangles \r\n* Truncated Octahedron - 6 of the 2323 squares and 8 of the 232323 hexagons \r\n* Stellated Octahedraon - 12 of the 223 triangles and 12 of the 332 triangles \r\n* Icosidodecaheron - 20 of the 332 triangles and 12 of the 32322 pentagons \r\nOr, make a 3D-printed soccer ball or even larger Buckyballs using the pentagon and hexagon snap tiles! For a standard soccer ball we suggest this print job: \r\n* Truncated icosahedron - 6 of the 23233 pentagons and 6 of the 32322 pentagons, plus 12 of the 232323 hexagons, 4 of the 233233 hexagons, and 4 of the 322322 hexagons \r\nTwo assembly videos: \r\n* http://www.youtube.com/watch?v=vcxooyMfePE\u0026feature=youtu.be\r\n* http://www.youtube.com/watch?v=8PBx7xQqTm8\r\nhttp://makerhome.blogspot.com\u003c/p\u003e","imageAlt":"Polyhedra - Hinged Nets and Snap Tiles 3D print model","url":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/polyhedra-hinged-nets-and-snap-tiles","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/6A8tM7t2X5b1yE7vuLne4gG6/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/polyhedra-hinged-nets-and-snap-tiles-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/6A8tM7t2X5b1yE7vuLne4gG6/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/polyhedra-hinged-nets-and-snap-tiles-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/polyhedra-hinged-nets-and-snap-tiles","isCgtVerified":true,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/83538/25dbc7bbf3/polyhedra-hinged-nets-and-snap-tiles-3d-model-25dbc7bbf3.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"83126","type":"listingItem","attributes":{"id":83126,"title":"Customizable Hinged Polyhedra","price":0.0,"description":"\u003cp\u003eHinged models of each of the five Platonic solids, for educational use. Each polyhedral net prints fully assembled with hinges intact and then snaps together to make a Tetrahedron, Cube, Octahedron, Dodecahedron, or Icosahedron. \r\nThe demo models are optimized for a Replicator 2 wtih .3mm layer resolution without raft or supports. If you have a different printer or want different sizes then use the Customizer to set your own size and tolerance values. \r\nThis was the last big model series on the print-something-every-day-for-a-year blog MakerHome: http://makerhome.blogspot.com/2014/08/day-364-customizable-hinged-polyhedra.html\u003c/p\u003e","imageAlt":"Customizable Hinged Polyhedra 3D print model","url":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/customizable-hinged-polyhedra","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/RZwYcG5MkiWpVR12NPp1QQCn/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/customizable-hinged-polyhedra-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/RZwYcG5MkiWpVR12NPp1QQCn/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/customizable-hinged-polyhedra-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/customizable-hinged-polyhedra","isCgtVerified":true,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false},{"id":null,"name":null,"is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/83126/684bcce5a1/customizable-hinged-polyhedra-3d-model-684bcce5a1.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"83176","type":"listingItem","attributes":{"id":83176,"title":"3D-printed Conformations of Knots through 7 Crossings ","price":0.0,"description":"\u003cp\u003eKnots are embeddings of circles in 3-dimensional space, but they are typically studied in terms of their projections into 2-dimensional space. We can use 3D printing to study knots in a more 3-dimensional way. In this series we present 3D printed conformations of the fifteen knots through seven crossings, including stick, Lissajous, lattice, torus, petal, and pretzel conformations. Constructing a 3D model that is actually printable can challenging; to 3D print the knot conformations through seven crossings, we used a combination of Mathematica, Blender, Tinkercad, Knotplot, SeifertView, and OpenSCAD. \r\nFor detailed information about the mathematics and the design behind these models, see the MakerHome blog, starting with Day 266: http://makerhome.blogspot.com/2014/05/day-266-knot-conformations-series.html\r\nUPDATE: A fixed version of the STL file for the pretzel knot 7_4 (which had an incorrect center crossing) is now uploaded. \r\nUPDATE: The MakerHome blog series on these knots is now finished; see how each knot is made and what its conformation means at the links below. \r\n0_1 at Day 267: http://makerhome.blogspot.com/2014/05/day-267-crazy-conformation-of-01.html\r\n3_1 at Day 268: http://makerhome.blogspot.com/2014/05/day-268-tritangentless-conformation-of.html\r\n4_1 at Day 269: http://makerhome.blogspot.com/2014/05/day-269-minimal-stick-conformation-of-41.html\r\n5_1 at Day 272: http://makerhome.blogspot.com/2014/05/day-272-lattice-conformation-of-51.html\r\n5_2 at Day 273: http://makerhome.blogspot.com/2014/05/day-273-lissajous-conformation-of-52.html\r\n6_1 at Day 275: http://makerhome.blogspot.com/2014/05/day-275-mosaic-conformation-of-61.html\r\n6_2 at Day 276: http://makerhome.blogspot.com/2014/05/day-276-petal-conformation-of-62.html\r\n6_3 at Day 285: http://makerhome.blogspot.com/2014/06/day-285-seifert-surface-of-63.html\r\n7_1 at Day 286: http://makerhome.blogspot.com/2014/06/day-286-torus-conformations-of-71.html\r\n7_2 at Day 289: http://makerhome.blogspot.com/2014/06/day-289-braid-representation-of-72.html\r\n7_3 at Day 290: http://makerhome.blogspot.com/2014/06/day-290-cantarella-conformation-of-73.html\r\n7_4 at Day 291: http://makerhome.blogspot.com/2014/06/day-291-friday-fail-crossing-change.html\r\n7_5 at Day 295: http://makerhome.blogspot.com/2014/06/day-295-tangle-conformation-of-75.html\r\n7_6 at Day 296: http://makerhome.blogspot.com/2014/06/day-296-spiral-conformation-of-76.html\r\n7_7 at Day 299: http://makerhome.blogspot.com/2014/06/day-299-tricolored-representation-of-77.html\u003c/p\u003e","imageAlt":null,"url":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/3d-printed-conformations-of-knots-through-7-crossings","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/zG7GbTrvXpXiA7vUi2Pr5DKs/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/3d-printed-conformations-of-knots-through-7-crossings-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/zG7GbTrvXpXiA7vUi2Pr5DKs/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/3d-printed-conformations-of-knots-through-7-crossings-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/3d-printed-conformations-of-knots-through-7-crossings","isCgtVerified":true,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/83176/32acffe48f/3d-printed-conformations-of-knots-through-7-crossings-3d-model-32acffe48f.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"6988503","type":"listingItem","attributes":{"id":6988503,"title":"FREE Sir Isaac Newton Chibi - 3D Printable Miniature","price":0.0,"description":"Bring the laws of physics to life with this FREE Chibi Sir Isaac Newton 3D printable miniature. This high-poly model captures the legendary mathematician and physicist in a charming, stylized aesthetic, holding his world-famous gravity-defying apple.\nThe model features clean, manifold geometry, specifically optimized to ensure a smooth printing process. It’s an ideal piece for science enthusiasts, teachers, or as a unique gift for history buffs.\nKey Features:\n3D Print Ready: Water-tight STL file, professionally tested.\nHigh-Fidelity Sculpt: Intricate textures on the iconic 17th-century wig and period-accurate clothing.\nScale Flexibility: Designed to maintain sharp details at both miniature and display scales.\nTechnical Information:\nFormat: STL (High-Poly)\nLicense: Personal Use Only.\nDon't forget to check my profile for other \"Great Minds\" like Nikola Tesla and Albert Einstein, as well as my premium Iron Vanguard and Animal Knights collections!\n","imageAlt":"FREE Sir Isaac Newton Chibi - 3D Printable Miniature","url":"https://www.cgtrader.com/free-3d-print-models/art/sculpture/free-sir-isaac-newton-chibi-3d-printable-miniature","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/bqa1kwzgyin1offamtby7up22eky/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/Gemini_Generated_Image_fs7gy3fs7gy3fs7g.jpg","gridUrl":"https://media.cgtrader.com/variants/bqa1kwzgyin1offamtby7up22eky/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/Gemini_Generated_Image_fs7gy3fs7gy3fs7g.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/sculpture/free-sir-isaac-newton-chibi-3d-printable-miniature","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"sculpture","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Sculptures","schemaImageUrl":"https://img-new.cgtrader.com/items/6988503/a697c0d4b4/free-sir-isaac-newton-chibi-3d-printable-miniature-3d-model-a697c0d4b4.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"5748665","type":"listingItem","attributes":{"id":5748665,"title":"All five types of Platonic solids","price":0.0,"description":"All five types of Platonic solids\n正4面体、正6面体、正8面体、正12面体、正20面体\n#icosahedron #dodecahedron #octahedron #tetrahedron #3dプリンター #3dモデル #3dprinting #freecad","imageAlt":"All five types of Platonic solids 3D print model","url":"https://www.cgtrader.com/free-3d-print-models/science/math/all-five-types-of-platonic-solids","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/n2364XxGEKRhXDCiwKkApNms/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/%E3%82%B9%E3%82%AF%E3%83%AA%E3%83%BC%E3%83%B3%E3%82%B7%E3%83%A7%E3%83%83%E3%83%88%202025-01-01%20133355.jpg","gridUrl":"https://media.cgtrader.com/variants/n2364XxGEKRhXDCiwKkApNms/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/%E3%82%B9%E3%82%AF%E3%83%AA%E3%83%BC%E3%83%B3%E3%82%B7%E3%83%A7%E3%83%83%E3%83%88%202025-01-01%20133355.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/science/math/all-five-types-of-platonic-solids","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":null,"name":null,"is_native":false},{"id":29,"name":".ige","is_native":false},{"id":72,"name":".stp","is_native":false},{"id":51,"name":".stl","is_native":false}],"categorySlug":"science","subcategorySlug":"math","categoryTitle":"Science","subcategoryTitle":"Math","schemaImageUrl":"https://img-new.cgtrader.com/items/5748665/2084d392f4/all-five-types-of-platonic-solids-3d-model-2084d392f4.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"80536","type":"listingItem","attributes":{"id":80536,"title":"Torus Mobius","price":0.0,"description":"\u003cp\u003eJust some more fun with the möbius. This is a torus cut in half by a möbius, so it is still one piece. inspired by watching video of the möbius bagel.\u003c/p\u003e\u003cp\u003eUPDATE 3/25/14 \r\nAlian from France sent me some pictures of this model which he made. I may have lost a little in translation but from what I can gather, he made it out of a resin on a 5 axis CNC and then had it chromed. Turned out really cool if you ask me. Thanks Alian. It is great to see something I thought of my head become a reality.\u003c/p\u003e","imageAlt":"3D print model Torus Mobius","url":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/torus-mobius","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/KeibJPb2rzkYfysqxzq8TcvS/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/torus-mobius-3d-model-stl-sldprt-sldasm-slddrw-ige-igs-iges.jpg","gridUrl":"https://media.cgtrader.com/variants/KeibJPb2rzkYfysqxzq8TcvS/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/torus-mobius-3d-model-stl-sldprt-sldasm-slddrw-ige-igs-iges.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/torus-mobius","isCgtVerified":true,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":59,"name":".sldprt","is_native":false},{"id":null,"name":null,"is_native":false},{"id":29,"name":".ige","is_native":false},{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/80536/f32b26f05e/torus-mobius-3d-model-f32b26f05e.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"4670630","type":"listingItem","attributes":{"id":4670630,"title":"DR STONE Medusa Device","price":0.0,"description":"Medusa Device Anime Dr Stone Season 3, infinity loop shape.","imageAlt":"3D print model DR STONE Medusa Device","url":"https://www.cgtrader.com/free-3d-print-models/art/other/dr-stone-medusa-device","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/q9Q6SVa3rb96RGc7dEhWZysL/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/Medusa%20Dr%20Stone.jpg","gridUrl":"https://media.cgtrader.com/variants/q9Q6SVa3rb96RGc7dEhWZysL/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/Medusa%20Dr%20Stone.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/other/dr-stone-medusa-device","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"other","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Other","schemaImageUrl":"https://img-new.cgtrader.com/items/4670630/323b066701/dr-stone-medusa-device-3d-model-323b066701.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"83210","type":"listingItem","attributes":{"id":83210,"title":"Menger slices","price":0.0,"description":"\u003cp\u003eThree different diagonal slice models of a level 2 Menger sponge. http://makerhome.blogspot.com\u003c/p\u003e","imageAlt":"3D print model Menger slices","url":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/menger-slices","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/GRqP4jFWkaC2keaf8HCxqmXF/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/menger-slices-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/GRqP4jFWkaC2keaf8HCxqmXF/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/menger-slices-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/menger-slices","isCgtVerified":true,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/83210/4f46736e78/menger-slices-3d-model-4f46736e78.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"83187","type":"listingItem","attributes":{"id":83187,"title":"Catalan Wireframe Polyhedra","price":0.0,"description":"\u003cp\u003eThese stylized wireframe models of the thirteen Catlan solids were made using Mathematica, MeshLab, and TopMod. Print them for mathematical bling or to show off what your printer can do! These models were printed on a MakerBot Replicator 2. \r\nFor very detailed information on how these models were designed and printed, visit the link below. http://makerhome.blogspot.com/2014/03/day-212-stylized-catalan-wireframes.html\u003c/p\u003e","imageAlt":"3D printable model Catalan Wireframe Polyhedra","url":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/catalan-wireframe-polyhedra","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/u4CmUjK4RYZZtaUA2HRcXHXk/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/catalan-wireframe-polyhedra-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/u4CmUjK4RYZZtaUA2HRcXHXk/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/catalan-wireframe-polyhedra-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/catalan-wireframe-polyhedra","isCgtVerified":true,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/83187/87eb4bc62a/catalan-wireframe-polyhedra-3d-model-87eb4bc62a.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"120037","type":"listingItem","attributes":{"id":120037,"title":"Torus Link of Siefert Surfaces","price":0.0,"description":"\u003cp\u003eA Torus Link of Seifert Surfaces\n\tSpecifically, this is a Seifert surface for (3,3) torus link This sculpture is 1.5mm thick. \nA torus link is a link that can be drawn on a torus. A Seifert surface spans its link, somewhat like a soap-film clinging to its supporting wire-frame. The surface acts as a bridge between the 1-dimensional link and the 3-dimensional space it lives in. The torus links and their Seifert surfaces live most naturally in the 3-sphere, a higher dimensional version of the more familiar sphere. The patterns on each Seifert surface arise from two applications of the Schwarz-Christoffel theory of complex analysis, turning a Euclidean triangle into a hyperbolic one. This CAD was made by Henry Segerman, mathematician and mathematical artist. www.segerman.org\nThis build is not for the faint of heart. It is a one piece pour; but support and post-processing is quite the challenge.\u003c/p\u003e","imageAlt":"3D printable model Torus Link of Siefert Surfaces","url":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/torus-link-of-siefert-surfaces","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/y7sM7V4VY8Vt2SEPDbqVsGLC/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/torus-link-of-siefert-surfaces-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/y7sM7V4VY8Vt2SEPDbqVsGLC/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/torus-link-of-siefert-surfaces-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/torus-link-of-siefert-surfaces","isCgtVerified":true,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/120037/a291640055/torus-link-of-siefert-surfaces-3d-model-a291640055.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"3825008","type":"listingItem","attributes":{"id":3825008,"title":"Speed Hanoi Tower - The Ultimate Puzzle Challenge","price":0.0,"description":"[Summary]\n\nI have designed a modern version of the tower of Hanoi (Lucas' Tower). The design has a frame structure to conserve resources and also does not require pegs to stack the disks. \n\nWith the pegs gone, each disk can move faster than before. The puzzle can now be enjoyed as an exciting new sport, \"Speed Hanoi Tower\", in which players compete for the fastest time to clear the puzzle.\n\nThe package includes six disks of different sizes(*) and a base for stacking them.\n\n*Diameters range from 43 mm to 93 mm.\n\n[Tips for 3d printing]\n\n- It is recommended to print at 1x scale.\n- No supports required.\n- The minimum print area size required for 3d printer modeling is 103.5mm(X axis) x 116.0mm(Y axis) x 20.0mm(Z axis).\n\n[Disclaimer]\n\nPlease use this product for the correct application for which it was designed. In particular, parents or guardians should supervise the use of this product by younger children (under 10 years old). The Creator shall not be liable for any damage caused by the use of this product.","imageAlt":"Speed Hanoi Tower - The Ultimate Puzzle 3D print model","url":"https://www.cgtrader.com/free-3d-print-models/games-toys/puzzle/frame-hanoi-modernly-designed-tower-of-hanoi-without-poles","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/TmNCkyACK8oVg3WZdV481Ngz/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/F-Hanoi1-2_sample1.jpg","gridUrl":"https://media.cgtrader.com/variants/TmNCkyACK8oVg3WZdV481Ngz/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/F-Hanoi1-2_sample1.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/games-toys/puzzle/frame-hanoi-modernly-designed-tower-of-hanoi-without-poles","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"games-toys","subcategorySlug":"puzzle","categoryTitle":"Games \u0026 Toys","subcategoryTitle":"Puzzles \u0026 Brain-teasers","schemaImageUrl":"https://img-new.cgtrader.com/items/3825008/6890af466d/speed-hanoi-tower-the-ultimate-puzzle-challenge-3d-model-6890af466d.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"80249","type":"listingItem","attributes":{"id":80249,"title":"My Customized Recursive Tree","price":0.0,"description":"\u003cp\u003eCreated with Customizer!\u003c/p\u003e","imageAlt":"3D printable model My Customized Recursive Tree","url":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/my-customized-recursive-tree","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/DfUgoXPSGnFdBF4SicomzK1V/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/my-customized-recursive-tree-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/DfUgoXPSGnFdBF4SicomzK1V/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/my-customized-recursive-tree-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/my-customized-recursive-tree","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/80249/aa8b9b1262/my-customized-recursive-tree-3d-model-aa8b9b1262.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"80112","type":"listingItem","attributes":{"id":80112,"title":"Tower of Tau","price":0.0,"description":"\u003cp\u003eGet your self prepared to celebrate tau day (http://tauday.com/) on June 28 with this tower of tow (or tau-er?). \u003cbr\u003e\u003cbr\u003e\r\nWhy is tau better than pi? \u003cbr\u003e\u003ca href=\"https://www.youtube.com/watch?v=83ofi_L6eAo\" target=\"_blank\" rel=\"nofollow\"\u003eyoutube.com/watch?v=83ofi_L6eAo\u003c/a\u003e \u003cbr\u003e\u003ca href=\"https://www.youtube.com/watch?v=jG7vhMMXagQ\" target=\"_blank\" rel=\"nofollow\"\u003eyoutube.com/watch?v=jG7vhMMXagQ\u003c/a\u003e \u003cbr\u003e\u003cbr\u003e\r\nWho will be the first to print this thing? \u003cbr\u003e\r\nThe first one who prints this thing and shares a photo of it can name the next number that will be used to model a tower. \u003cbr\u003e\u003cbr\u003e\r\nDo you know any other interesting mathematical constant? \u003cbr\u003e\r\nTweet it @RomanHegglin #towerofconstant or leave a comment. \u003cbr\u003e\u003cbr\u003e\u003cbr\u003e\r\nThis is a part of a series of towers/penholders made of digits. \u003c/p\u003e","imageAlt":"Tower of Tau 3D print model","url":"https://www.cgtrader.com/free-3d-print-models/house/accessories/tower-of-tau","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/CuAizhU6772geBWVtvWqiDxB/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/tower-of-tau-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/CuAizhU6772geBWVtvWqiDxB/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/tower-of-tau-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/house/accessories/tower-of-tau","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"house","subcategorySlug":"accessories","categoryTitle":"Home \u0026 Living","subcategoryTitle":"Accessories","schemaImageUrl":"https://img-new.cgtrader.com/items/80112/54c36c9381/tower-of-tau-3d-model-54c36c9381.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"83208","type":"listingItem","attributes":{"id":83208,"title":"Borromean rings collection","price":0.0,"description":"\u003cp\u003eThe Borromean rings consist of three rings with the property that no two of the rings are linked, even though all three rings together cannot come apart. \r\nPrint all together or a ring at a time with assembly while the third ring is printing. The hexagonal model can print in one piece with no support or raft! \r\nFor more mathematical information and to see OpenSCAD code for each model, follow the link below. http://makerhome.blogspot.com\u003c/p\u003e","imageAlt":"3D print model Borromean rings collection","url":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/borromean-rings-collection","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/1qf3XvgAnA8RzjREp2EonVpS/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/borromean-rings-collection-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/1qf3XvgAnA8RzjREp2EonVpS/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/borromean-rings-collection-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/mathematical-art/borromean-rings-collection","isCgtVerified":true,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"mathematical-art","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Mathematical art","schemaImageUrl":"https://img-new.cgtrader.com/items/83208/d58b3577fd/borromean-rings-collection-3d-model-d58b3577fd.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"80121","type":"listingItem","attributes":{"id":80121,"title":"Truly recursive and random Tree Not just pseudo recursive","price":0.0,"description":"\u003cp\u003eRecursion did not work in the customizer a few Month back. I heard it should work now! \u003cbr\u003e\u003cbr\u003e\r\nThis is a test to try out the possibility of recursion in the Customizer. \u003cbr\u003e\r\nIt should now support it, so lets find out. \u003cbr\u003e\u003cbr\u003e\r\nPS: This is basicly the same tree, but pseudo-recursive\u003c/p\u003e","imageAlt":null,"url":"https://www.cgtrader.com/free-3d-print-models/art/sculpture/truly-recursive-and-random-tree-not-just-pseudo-recursive","isCLDApplicable":false,"isSaleOffApplicable":false,"gaAttributes":{},"primaryImage":{"gridFallbackUrl":"https://media.cgtrader.com/variants/wnk4Vq3Mwd1jEHUSorQ8eUAW/a26e47dab5f2d22c43d6c5ce4b4b46ecc30c70918878397cba1a10c1e35d7bfc/truly-recursive-and-random-tree-not-just-pseudo-recursive-3d-model-stl.jpg","gridUrl":"https://media.cgtrader.com/variants/wnk4Vq3Mwd1jEHUSorQ8eUAW/78add9c2f02fbd73a43ffb3970be38683c5f15eff6ca849dc78c644f4ff9ce1b/truly-recursive-and-random-tree-not-just-pseudo-recursive-3d-model-stl.webp","isAdultContent":false},"modelInfo":{"modelUrl":"https://www.cgtrader.com/free-3d-print-models/art/sculpture/truly-recursive-and-random-tree-not-just-pseudo-recursive","isCgtVerified":false,"types":{"printReady":true,"animated":false,"pbr":false,"rigged":false,"lowPoly":false}},"metaverseFormatsList":[{"id":null,"name":null,"is_native":false},{"id":51,"name":".stl","is_native":false}],"categorySlug":"art","subcategorySlug":"sculpture","categoryTitle":"Art \u0026 Design","subcategoryTitle":"Sculptures","schemaImageUrl":"https://img-new.cgtrader.com/items/80121/3f13dc1a95/truly-recursive-and-random-tree-not-just-pseudo-recursive-3d-model-3f13dc1a95.webp","saleOffDiscount":0,"eligibleForSubscription":false,"subscriptionSubscribed":false,"subscriptionPotential":false,"subscriptionTierBand":null}},{"id":"2712905","type":"listingItem","attributes":{"id":2712905,"title":"Moebius Ring - Simple Shapes Collection","price":0.0,"description":"A twisted geometric shape with a squared section but only 2 faces and 2 edges.\nA moebius strip is a mathematical object that is looped and its front and backside are the same thing also named \"strange loop\".\nConfusing? 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