To read along, go to imaginingthetenthdimension.blogspot.com Other links from this entry: en.wikipedia.org en.wikipedia.org en.wikipedia.org geometrygames.org geometrygames.org goldenmean.info en.wikipedia.org www.informaworld.com en.wikipedia.org
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Watching Mark Rowe I thought why not have a go at this Great Stellated Dodecahedron ... from "Tornillo" units and while I am at it why not make a "how to" vid about it? Here is the result ... Thanks a lot Mark!!! Your GSDB on UT (Great Stellated Dodecahedron Bombardment) inspired me!! For Paolo Bascetta's diagram check out (Habla español? Estrella con modulo tornillo): www.origami.com.mx
Great Stellated Dodecahedron Modular Origami Instruction barbabellaatje
More Daniel Kwan stuff: www.flickr.com What clown came up with that name Quadra-hadra-pudra-phedron -.- ?? As this model comes close to a Medial Rhombic Triacontahedron as well as a Small Stellated Dodecahedron I took the liberty to rename it to SMaRT Dodecahedron or Small Stellated Medial Rhombic Triacontadodecahedron ;) with "illusory sphere". At first glance it appears to bear some resemblance to the 5 intersecting tetrahedra (of course that one has 20 vertices vs 12 vertices in this one) but this SSD is much easier to construct ... apart from tiny little UFO issue... Special thanks (once more) to: RaDjehuty!! ;) Diagram (Daniel Kwan): www.flickr.com Music by: pacdv.com
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In Part 9 we talk about the 5 Elements of Nature and how they correlate the the Zodiac Signs. We also take a closer look at the Dodecahedron, its connection to spirit and intent and why that shape is found all over the place, especially in flowers. But why?
Elementels The Platonic Solids Dodecahedron Icosahedron Hexahedron Tetrahedron Octahedron Earth Air Fire Water Aether Chi Intent Spirit Symbolism Symbols Pentagon Flowers Felipe Sparx 29
How to make a Post-it Note Dodecahedron. Fun and beautiful! If you make one yourself send me the photo! Email address in the video. Follow me on Facebook/twitter etc singingbanana.com Thanks to Colin Wright who taught this to me. Follow Colin at http or on Twitter: @colinthemathmo And thanks to Julia Collins for the headache. Follow Julia and Haggis the sheep at haggisthesheep.wordpress.com and @haggismaths
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www.origaminut.com A modular origami by Meenakshi Mukhopadhyay http You can find the diagrams for this model here: www.geocities.com
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Balls used: 1272. Time: 12 mins. Music: Safri Duo - Played-a-live (Radio Cut). Please visit thenanodots.com to buy Nanodots which are the best and highest quality magnetic balls on the market! Ball count formulae (x ↔ pentagon side length) f(x) = 30 ∙ x ∙ (x − 1) + 12 f(1) = 12 f(2) = 72 f(3) = 192 f(4) = 372 f(5) = 612 f(6) = 912 f(7) = 1272 f(8) = 1692 f(9) = 2172 f(10) = 2712
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Have a go at this dodecahedron "flower-ish" kusudama model by Enrica Dray. You can do a lot of different things with the modules both in appearance as well as locking them together. Making it without glue was a hassle since I was not able to fully lock the last module. Not that it matters since it is still strong enough to use it as football :-D As you can see when you click the diagram link below, mine looks more flowers-ish than the original shown there. Simply by adding a bit of curl to the modules... ;-) Diagram digilander.libero.it Music by www.pacdv.com/sounds/
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Beth Jeans Houghton sings Dodecahedron
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QUITE EASY modular ball this Cookie Cutter by Victoria Babinsky as with many modulars you can consider it a dodecahedron made out of 12 cookie cutters. Let me know how the cookies tasted :D and of course all the best in 2010!!! :D :D Diagram: www.origami.com.mx Music by pacdv.com Barbabella © December 2009
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~*~ goldenmean.info ~*~ Gravity, Implosion, and Self-Awareness (Potentially infinite wave multiple-connectedness by CONSTRUCTIVE COMPRESSION) = Charge Acceleration thru C by FRACTALITY! Implosion is that which provides the centering force necessary to stabilize the wave rotation called 'mass'. By defining mass only as the resistance to change of position / interia - for wave packets in rotation - it became obvious that a symmetry law was required to describe what causes wave to resist change of position. Einstein called this problem he never solved: the geometric model of infinite non-destructive compression. Which is now obviously the stellated dodeca-icosa. The answer - pulling the plug to allow charge an exit path thru the speed of law by recursive heterodyning: Charge Implosion - also answers the other question which til now stumped physicists: Why does an object fall to the ground? The Proof: Capacitive Charge in PHI based self-similarity creates gravity!
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On a scale of 1 to 10 I give this build a 9
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Rhombic Dodecahedron - Paper Model with a Sphere Inside Here you find some original stuff: www.flickr.com
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I'm still here after the Rapture so this is what I made. This is a very cool construction. The majority of the figure is made with Pentagonal Frames and Hexagonal Cylinders. Pentagonal Frame = 80 balls 24 Pentagonal Frames = 1920 balls 3-layer Hexagonal Cylinder = 18 balls 60 Hexagonal Cylinders = 1080 balls Bridges between Pentagonal Frame vertices = 300 balls 1920 + 1080 = 3000 + 300 = 3300 balls Here's what the base dodecahedron figure looks like with one extension in place: www.flickr.com Here's a photo of the figure: www.flickr.com
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Fill out my poll if you haven't already: bit.ly My facebook: facebook.com My Twitter: twitter.com In this video I unbox, solve, and give my first thoughts on the Dino Dodecahedron Puzzle from lightake.com
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A dodecahedron frame built from 5mm neodymium ball magnets. (A dodecahedron is a 3D geometric form with 12 regular pentagonal faces, 30 edges and 20 vertices). This is not a difficult shape to build, it doesn't take much courage to tackle, but it does take a lot of balls. This shape is made entirely from hexagon elements of 18 balls each, a total of 220 hexagons, which is 3960 neodymium ball magnets, (1800 golden and 2160 nickel plated in my design). The joints only just support it's weight at this size, but it can still be lifted and rotated carefully. Music is the Nocturne No.2 in E flat by Chopin.
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This is my first full print (The first one failed when the idler wheel fell off the bearing!) and as a test it went very well! Mucho impressedo!
www.ka-gold-jewelry.com For Beautiful Sacred Geometry and other Spiritual Jewelry, please Visit Ka gold Jewelry
I have christened this shape the Beau Ball (2400 Zen Magnets) in honor of my beloved Boxer, Beau, who passed away Sunday, March 13, 2011. This is really a dodecahedron construction. I used a triangular subunit (three 9-ball circles in an offset stack). This is the same subunit used in the construction of wheels. I put five of the triangular subunits together to form a pentagonal star. I make twelve of the pentagonal stars to make the majority of the Beau Ball. There are holes between the pentagonal stars. I use the same triangular subunit to fill in those holes. I use a 2-layer pentagon to fill in the hole in the center of the pentagonal stars. Variation of the Beau Ball. Same subunits, but inverted pentagonal star: www.youtube.com Flickr photos of this polyhedron: www.flickr.com
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This construction took 4440 magnets. Questions/suggestions welcome!
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~*~ goldenmean.info ~*~
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Made with Zen Magnets. tinyurl.com Besure to check out my channel for other magnetic creations and subscribe if you like what you see. Head on over to my flicker photostream for still immages of all my creations. www.flickr.com
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Modular Origami Polyhedrons by Mark R. Rowe. 3Dcubed Origami Co. visit: www.3dcubedorigami.blogspot.com to see my collection for over 3 years of work (pics and vids of Origami)l I tutor Math for a living as well. I teach K-Calculus 3.
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Made with 3118 Zen Magnets. Leave a comment and let me know what you think! Or, if you've got a question, ask away - I'll do my best to answer everything as well as I can.
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This construction requires 3080 balls, if you include all the bridges. Four 19-ball hexagons = 76 balls. Add four 12-ball 2x3 tri-hexagons = 48 balls. That comes to 124 balls per tetra subunit. Twenty tetra subunits = 20 x 124 = 2480. Add an extra 2x3 tri-hexagon per vertex = 20 x 12 = 240. Dodecahedron without bridging is 2480 + 240 = 2720. Add thirty edges with 12 balls = 360. Full figure with bridging is 2720 + 360 = 3080.
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Instruction to download singingbanana.com More information about the dodecahedron that I would have like to have gone into in this video uk.youtube.com Dodecahedron at wikipedia en.wikipedia.org Platonic solid at wikipedia en.wikipedia.org Pentagon at wikipedia en.wikipedia.org Origami Dodecahedron www.solipsys.co.uk
Where to buy: thenanodots.com these are the best quality magnet spheres on the market So its been forever since I've done a real tutorial video. Heres what will hopefully be the first of several. Balls used: 12 pentagon shapes 10 small pentagons per lange pentagon 15 magnets per small pentagon 12 x 10 x 15 = 1800 balls
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A 120 bubble dodecahedron is made with 6 balloons. It's modular design helps reduce the hassle of having one of the balloons pop. Technically, the design is a truncated dodecahedron with some doubled up edges but it looks more like a dodecahedron.
Click on this link to get the Number One Tutorial! adf.ly This is 3D geometric Modular Origami Polyhedron Construction. This Polyhedron happens to be a Dodecahedral Star/Lessor Stellated Dodecahedron. This Modular is made using uncoventional units then the LSD you are acustomed to making.
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First shape made out of neoballs. Neoballs are now available for purchase, head over to neoballs.com
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Made with 3480 Zen Magnets. Leave a comment and let me know what you think! Or, if you've got a question, ask away - I'll do my best to answer everything as well as I can.
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This is a Rhombic Dodecahedron shape modification of the Face-Turning Deltoidal Icositetrahedron. This is now on eBay! Auction ends December 31 at 11:48 am PST. cgi.ebay.com Buy an Edge-Turning Octahedron at my Shapeways shop! www.shapeways.com Enjoy!
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How to make dodeacahedron thingy subunits, as well as instructions on how to make a cuboctahedron using similar methods. Made with Zen Magnets. zenmagnets.com Besure to check out my channel for other magnetic creations and subscribe if you like what you see. Head on over to my flicker photostream for still immages of all my creations. www.flickr.com
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A tricky balloon to make that is probably a good balloon to practice your consistency skills and to hone your 3D skills--but not one to hand out / busk with. This design is based on a regular dodecahedron (12 pentagons) with all of the pentagons subdivided into 5 triangles. The shape is called a pentakis dodecahedron. A point of trivia: this is the shape that the Epcot center is based on.
Balloon twisting pentagons pentakis dodecahedron subdivision the Amatour
Mark Rowe's 3D Geometric Modular Origami Polyhedrals are also @ www.3dcubedorigami.blogspot.com Please visit my sites!! please feel free to comment and subscribe, i will Sub back to you. Thank you your interest in my work! I am in the process of make more and more instructional videos for you and all that want to learn, and Can learn!
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Made with 4320 Zen Magnets. If you've got a question, feel free to ask in the comments - I'll try to answer everything as best I can!
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Get yours here: zenmagnets.com A dodecahedron whose faces resemble a flower
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How to make a Dork Ball using 8 hexagons. I believe the technical name for this polyhedron is a rhombic dodecahedron. Formula for calculating how many magnets are needed in a single subunit. You can use this formula for hexagons, pentagons, etc. f(n, k) = k • n • (n+1)/2 Where n must be greater than 1 and k must be greater than 2. (+1 for the center dot) k = # of sides to polygon n = number of wraps or layers
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