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Low Poly Spheres: Low-poly, high-fun! Low Poly Spheres is a series 3D printable models of polyhedra that look like low-poly spheres. You may remember from math class that polyhedra are solid 3D shapes with flat polygonal faces, straight…
Low Poly Spheres: Low-poly, high-fun! Low Poly Spheres is a series 3D printable models of polyhedra that look like low-poly spheres. You may remember from math class that polyhedra are solid 3D shapes with flat polygonal faces, straight…
This is a combination of two parts to allow the installation of the maxi cosi see camera on the babyphone holder via the base mount connector .
Truncated Tetrahedron Cuboctahedron Truncated Octahedron Truncated Cube Rhombicuboctahedron Snub Cube (laevo, dextro) Icosidodecahedron Truncated Cuboctahedron Truncated Icosahedron Truncated Dodecahedron Rhombicosidodecahedron Snub…
This is a 3D-printable replacement mount for the Maxi-Cosi See Pro 360° Baby Monitor . It is designed to match the original mounting piece that comes with the monitor, allowing it to attach by inserting and twisting into the bottom of the…
Low Poly Spheres: Low-poly, high-fun! Low Poly Spheres is a series 3D printable models of polyhedra that look like low-poly spheres. You may remember from math class that polyhedra are solid 3D shapes with flat polygonal faces, straight…
This is a spare part for a Plissee system used 2001-2006. Those parts are no longer available (at reasonable prices) so I decided to model this "Spannschuh" myself. I used Autodesk Fusion 360 for this purpose and tried to replicate the…
If the snip-in of the maxi cosi locking mechanism broke, you can print a new one. For sure you can deal with the customer support at some point and they will help you. But for a quick fix this is a great solution. If you are missing the…
A pentagonal icositetrahedron is made from 24 pentagons. It is a dual of the snub cube. I include the Openscad code so that students can make modifications. I feel that the code is very elegant and even features a recursive function to…
This is a GoPro mount adapter for the Maxi-Cosi See Pro 360° Baby Monitor , allowing you to attach the camera using GoPro -style mounting hardware. It features the male side of a GoPro mount, making it compatible with standard GoPro arms,…
Each circumscribed radius is set to the same. ref) https://dmccooey.com/polyhedra/Archimedean.html Truncated Tetrahedron Cuboctahedron Truncated Octahedron Truncated Cube Rhombicuboctahedron Snub Cube (laevo, dextro) Icosidodecahedron…
Triakis Tetrahedron Triakis Octahedron Triakis Icosahedron Triakis Hexahedron Rhombic Triacontahedron Rhombic Dodecahedron Pentakis Dodecahedron Pentagonal Icositetrahedron(dextro,laevo) Pentagonal Hexecontahedron(dextro,laevo) Disdyakis…
Hier ist eine Nachzeichnung des Halters für den Maxi-Cosi Kori. Das Model eignet sich für beide Seiten. Bei mir hält der Nachbau super. Ich hoffe, anderen Eltern damit helfen zu können. Gedruckt mit einem Prusa MK3S+ Rafts: No Supports:…
I wanted some curved, sloping dividers for my mini drawers so I could put lots of varieties of little screws and stuff in there and still be able to pluck them out easily. This design achieves that by basically printing a sine wave. Some…
Print Torture Test It is a so called Rhombicosidodecahedron with Voronoi structure. It might be very hard for FDM but a good modell for SLA or DLP Printers. Category: 3D Printing Tests
Ersatz für das meist Transparente Teil auf welches der Griff geschoben wird.
Low Poly Spheres: Low-poly, high-fun! Low Poly Spheres is a series of 3D printable models of polyhedra that look like low-poly spheres. You may remember from math class that polyhedra are solid 3D shapes with flat polygonal faces,…
This model shows the relation of sinus, cosinus and tangens in the Unit Circle with a triangle. It shows why sin(45°) is approx. 0.707, cos(45°) is approx. 0.707 and tan(45°) = 1. It's exact, though you have to measure from the center…
Precisa suporte para o interior do encaixe.
This is a printable version of the original parasol holder for the Maxi Cose parasol for the Maxi Cosi Adorra stroller. I wanted a second one, so that I can easily swap sides, but did not want toy pay 13 EUR + shipping. So I took out my…
tried to replicate my full control gcode cosine vase in cad as people asked for stl versions
I needed a sinusoid stencil that was minimal and easy to align and identify. Also, I really wanted it to be a little closer to a sinusoid than just a wiggly line from illustrator. It's still not perfect, but I think if I designed it in…
Clear the cluster, hang stuffs on the side. Print in PETG for flexibility and durability
An ornament made from a Pentagonal Icositetrahedron. This was printed with a brim but without support.
🗻 Teachers! Tired of grading sine waves that look more like mountain ranges? 🌊 Students! Want to make a perfect wave every time? Try these stencils! Version 1 The original version I made for Precalc classes. Has an x-axis scaled in…
Each circumscribed radius is set to the same. Please see the attached photos and enable "XY Size/Contour Compensation" feature! Tetrahemihexahedron Cubohemioctahedron Octahemioctahedron Small Dodecahemidodecahedron Great…
https://www.babboe.de/steco-maxi-cosi-halterung?gclid=CjwKCAiA6Y2QBhAtEiwAGHybPVYlBxhpUoC9KER_7yexF3BjJm00NQs3zG07hUOVCG53jbDCAUuelhoClZYQAvD_BwE For the Babboe Curve there is a maxicosi holder that vibrates quite a lot. In the picture…
used a Icositetragon "24 sides" to design this shapes in stead of a circle
Requires 60 connectors and 120 popsicle sticks to make. https://en.wikipedia.org/wiki/Rhombicosidodecahedron Related: Another connector idea to make a really large torus with this same shape is:…
Overview This stroller mushroom pin mount adapter is designed to fit the common mushroom-style interface used in many baby car seat and stroller systems (Maxi-Cosi compatible style). Tested for fit and stability on the Maxi-Cosi Fame…
Ich habe zum Druck des Modells einen “original Prusa i3 MK3S & MK3S+ MMU2S” Drucker (Mehrfarbendrucker) genutzt, sowohl mit den Farben rot und blau für die Funktionen und die Beschriftung und einmal weiß als Grundplatte als auch einmal…
The original connector only allowed the USB C cable to be connected on the front/back of the babyphone holder. This didn't fit in our case, as we had a wall behind the holder. I simply rotated the base to allow the USB C cable to be…
V2, Reworked the USB to allow a few more USB connectors overmold to fit, and allowed more room for the battery connector and wires to come off the connector. This H1+ T096 remix case is a remix of the original H1+ case design by vascosim…
https://www.youtube.com/watch?v=BhSlqIe1CRQ&t=890s I printed this on a Prusa Core One: 0.1 mm layer height Rested on the dodecagonal edge against build plate with supports enabled This caused many of the rotunda squares to print in a…
Our Maxi Cosi Lila XP plus stroller has a lower basket that often comes loose when loading the stroller into the car or just walking. This is really annoying, so I created this model. It prevents the basket from coming loose. I only had…
a polyhedron composed of cylinders Category: Math
Lens cover for Vivitar / Cosina 28-210 mm f3.5-5.6
Our Maxi Cosi Lila XP stroller with the Oria XXL carrycot has a complicated way of attaching the windbreak/flap in the up position, the knob/hook is too big for the hole. So I made an attachment with a smaller diameter and a half circle,…
I found the page below describing how to attach 6 rhombicosidodecahedrons to make a torus. Each rhombicosidodecahedron is attached to the next rotated by one connector. The joining connectors are symmetric to the connection point to the…
I pulled an exported (from the site below) obj file into fusion 360 and did my modelling there. This comprised of three connector types. The exported shape didn't have consistent side lengths so I had to scale to accommodate the shortest…
Only two connector types to make this shape. The subunit on the larger angle of the rhombus is marked with a dot on the inside. https://en.wikipedia.org/wiki/Expanded_icosidodecahedron
This is a replacement part for the Maxi-Cosi Lila stroller front wheel rotation lock. Should work on any Lila style stroller. Best to print with "Tree" support to remove the center support. You will need the spring and pin from original…
This is a 90 part modular construction toy of a Holden icosahedral polysurface. You will need 30 connectors and 60 pentagonal tilz. recommended z-axis setting 3mm.
We put the stroller on its side to store it in the hallway. To protect the metal parts from scratches, I designed these little clips. You simply attach them to the bottom bar. You have to mirror it for the other side. See also my other…
There are four connectors to make a very large shape. This shape can be described as many squares that on one side connect to a decagon and on the other connect to a hexagon. The connectors are differentiated by small indicators on the…
Inspired by one of the works made by David Nichols which he showcased in the youtube video. So i designed a 3D printed version of this model. Material required: 120pc M3 * 5mm flat head phillips screw
Hey gang! I wanted a painting handle of my own and i wanted it to fit into my existing ecosystem of bottle-cap-holders and -priming-sticks. It also should be easy to hold in any orientation and individually weighable. After seeing a YT…
una pieza que pidio una persona para reemplazar la original que se rompio/perdio, no esta disponible. Category: Replacement Parts
a kit to be assembled for a Holden nesting nolid Category: Math
a spheroid with icosidodecahedral symmetry Category: Math Art
A model of a glycosidic bond with a 110 degrees angle. It can be connected with my pyranose or furanose (coming soon) models with standard Lego Pins ( V2: should now fit perfectly ;) )
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Sculptures
a zero volume polyhedron inspired by Alan Holden Category: Sculptures
a polytoroid inspired by BM Stewart Category: Math Art
a pair of convex and concave polyhedra Category: Math Art
a polylink inspired by Alan Holden Category: Math Art
a big construction kit for a slide together nolid Category: Math Art
This is a 300-part math manipulative inspired by the nolids (zero volume polyhedra) of Alan Holden and his book Shapes, Space, and Symmetry. You will need 120 square tilz, 60 pentagonal tilz, and 120 connectors. Recommended z-axis setting…
a crinkled polyhedron Category: Math Art
a polyhedron inspired by Johannes Kepler Category: Math
another exquisite design by guest mathematical artists Gabriel Frampton Category: Math Art
a polyhedron inspired by BM Stewart Category: Math Art
a polyhedron inspired by Alan Holden Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a polyhedron inspired by Alan Holden, BM Stewart, and Johannes Kepler Category: Math Art
a zero-volume and 1 sided polyhedron inspired by Alan Holden Category: Math Art
a polyhedron based on the handle sphere and inspired by Johannes Kepler Category: Math Art
a polylink based on the rhombicosidodecahedron Category: Math Art
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
concave and convex complimentary polyhedra Category: Math Art
a polyknot inspired by BM Stewart with icosidodecahedral symmetry Category: Math Art
a fidget polyhedron. You will need to work out the appropriate scaling of the 2 parts. 1-12 stars are recommended. Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a polylink inspired by Alan Holden Category: Math Art
a polytoroid inspired by BM Stewart Category: Math Art
a polytoroid inspired by BM Stewart and Girih geometry Category: Math Art
a polytoroid inspired by BM Stewart and Girih geometry Category: Math Art
a zero-volume polyhedron inspired by Johannes Kepler and Alan Holden Category: Math Art
Adapted to fit the CosyCosi handheld jet air blaster from amazon. holds 2 attachment nozzles and allows charging while docked. fits HSW (Honeycomb Storage Wall) Link to the product.
A complex function you can hold. This sculpture is a picture of a single mathematical function. A rational function on the Riemann sphere is pinned down by its zeros and poles. Here they come from a deltoidal icositetrahedron, a Catalan…
a zero volume polyhedron inspired by Johannes Kepler and Alan Holden Category: Math Art
Doplněk pro řešení slovních úloh. Nástroj pro dopočítávání výšky pomocí funkcí sinus a cosinus, měření úhlů, propočítávání délek aj. Odkaz na Tinkercad:…
a polyknot inspired by the art of Bathsheba Grossman. Category: Math Art
Assembly Instructions Print the parts. Insert the pins. Use a hammer to gently tap the pins into place from the correct side. Attach the wheels to the printed parts. Install the wheel assemblies onto the legs of the Maxi-Cosi Iora. Make…
A complex function you can hold. This sculpture is a picture of a single mathematical function. A rational function on the Riemann sphere is pinned down by its zeros and poles. Here they come from a regular dodecahedron: zeros sit at its…
Low Poly Spheres: Low-poly, high-fun! Low Poly Spheres is a series of 3D printable models of polyhedra that look like low-poly spheres. You may remember from math class that polyhedra are solid 3D shapes with flat polygonal faces,…
🗻 Teachers! Tired of grading sine waves that look more like mountain ranges? 🌊 Students! Want to make a perfect wave every time? Try these stencils! Version 1 The original version I made for Precalc classes. Has an x-axis scaled in…
This is a 300-part math manipulative inspired by the nolids (zero volume polyhedra) of Alan Holden and his book Shapes, Space, and Symmetry. You will need 120 square tilz, 60 pentagonal tilz, and 120 connectors. Recommended z-axis setting…
a zero-volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a zero volume polyhedron inspired by Alan Holden Category: Sculptures
a zero volume polyhedron inspired by Alan Holden Category: Math Art
a polyhedron inspired by Alan Holden, BM Stewart, and Johannes Kepler Category: Math Art
a polytoroid inspired by BM Stewart Category: Math Art
a zero-volume and 1 sided polyhedron inspired by Alan Holden Category: Math Art
a polytoroid inspired by BM Stewart Category: Math Art
