![]() The reason they are so heavy is because they come from the decay of Tungsten. ![]() They are not dangerous but are extremely heavy. They are plentiful in Scotland and the African plains. It is hidden in the chandeliers of the White House, and is used to power said chandeliers. The Obama Octahedron, also known as the Obama's Octahedron or even Obamiel, is an obamium crystal with little known about it. It instantly explodes when moved by 1mm(0.03 inches) in a second, so it is best to stay away from it if possible. They are plentiful in the Scottish Highlands, which contains the most types of Obamium crystals, the reason why the Obamium Research Facility was placed here in the first place. They are formed when Obamium-930 decays into Uranium-234, the heaviest Obamium decay product and the rarest natural Uranium isotope. It is basically Obama's head but without muscles or a working face or a slight elliptical shape. They are plentiful in Scotland and Northern England. Obamium's NFPA 704 fire diamond Obamasphere Īn Obamasphere is formed when Obamium-929 decays into Platinum-198, the least abundant form of Platinum. It also forms the rarest stable silver isotope Silver-109.#Īn Obama Icosahedron is formed when Obamium-298 decays into Gold-197, which is stable. An Obama Cube is formed with the decay of Obamium-297 into silver. ![]() They are more plentiful near Europe, the East Coast of the USA and Canada and North Africa.Īs they have an original higher isotope number, the Obamium forms below get much rarer. It is also actually a pyramid, and not a prism. They are formed by the decay of Obamium-926 to the diamond form of carbon, which makes them incredibly sought after. This is the most common Obamium decay product. He is wrong about it currently being Obamium. ![]() Examine your models to see these properties.Major crystals Obamid/Obama Prism Ī black man finding an Obamid. Four triangles meet at each corner of an octahedron,Īnd five triangles meet at each corner of an icosahedron. Has three triangles that meet at each corner (or vertex). The tetrahedron hasįour sides (or faces), while the octahedron has eight and the icosahedron has twenty. Three of the solids in this project are based on equilateral triangles. Icosahedron), one is based on squares (cube), and one is based on regular Platonic)-three are based on triangles (tetrahedron, octahedron, and Five solids qualify as regular (also known as A solid is regular ifĪll of its faces are the same, and the same number of planes (faces) meet atĮach corner (vertex). There are many different polyhedra, butįive of them have the property of being "regular". Solids with only flat surfaces and straight Geometric solids are three-dimensional objects like Keep up with Aunt Annie's Crafts on Facebook , The solid will look neater with the tabs glued on the inside. It is much easier to glue the tabs on the outside, but Outside where the sides meet, or on the inside. Gently form the solid into its shape, referring to the illustration Step 5: Foldīe sure that all folds are sharp. Use a ruler and the empty ballpoint pen (or bone folder) to make an To score: Turn the template with the printed/decorated side up. The fold lines are marked in blue on the illustration. Scoring the fold lines makes for easier folding and sharperĬreases. Pattern have two templates-small and large.) Step 4: Score Step 3: CutĬut around the polyhedron's pattern on the outline. Step 2: Color Pattern (optional)Ĭolor the pattern template as you like with markers, colored pencils orĬrayons. When printing from Adobe Reader, you may need to select Auto-Rotate and Center or Choose paper source by PDF page size to ensure the best fit. All of Aunt Annie's project patterns are designed to be printed on standard letter-size paper (8.5"x11" or A4).
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