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Not long after that, I searched the web for 4-D polytopes and found George Olshevsky's web site and later contacted him. Monal means that every element is represented only once two vertices can't be in the same place , dyadic means that if you take an n dimensional element and an n-2 dimensional element, then there are either 0 or 2 n-1 dimensional elements adjacent to both in other words, edges have two vertices, only two facets meet at a ridge, and this is true for all of it's elements and element-figures vertex figure and the like. Good news, no more capacitors fried - bad news my computer fried, the hard drive is unfixable. Added October 25, Several scaliforms would fit amongst these, since many are swirlprisms. It has four cylinders as sides and one curved side.

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Triangular Rectates - Polychora 39 - 59 These are the rectified pen, tes, ico, hi, sishi, gaghi, and gogishi and their two primary facetings. Flaming or offending other users. Graphics have been added on many of the category pages, stflla4d revealing slices of most or all of the polychora in the category fused together - I call these "fusion graphics".

Fjll a of b always works if a has some sort of brick like symmetry dyadic sym. Afdec has 48 coes and 48 goccoes for cells, its verf is rectangle trapezoprism which I first called an antifrustrum.

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Many polychoronist got together to search for many of these and so far there are atleast plus many fissaries, most are idcossids or dircospids. The new updates includes two of the remaining four polychoron categories, several new fill categories, fields of sections of many polytera ffull on the category pages along with their verfs, the polypeton hub is now up, and a few extra pages pizza graphsregiment maps, and knotboxesa change on the home page, and new content in the glossary.

Grombates - Polychora - These 23 polychora are also known as the great rhombates and their kin. I've also rendered several polytera, but may need to take a second look due to filling issues - it turns out that the filling method used in Stella4D may be the correct method of filling - I'll stop here and describe a bit about filling methods.

There are many polytwisters that act as fair dice, many are duals to the convex uniform polytwisters.

Podary Scaliforms - These 12 polychora are in or "almost in" the sidpith and the gittith regiments. The tame polychora are the best behaved ones. A twister is regular when all of it's rings are congruent and all of its strips are congruent. Coiloids - These shapes curve in a spiraling way. Prismatorhombates - Polychora - These 90 polychora are grouped into 30 regiments of three, they seem to be quite stlla4d.

Here's a quick reference showing a series of sections of all the pennic, tessic, and prismattic trigon and square based uniform polychora. Crystaltwisters - These polytwsiters are based off of the polygonal crystals - an infinite set.

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Drawing anything for your business or presentation with exciting look is damn easy on you Mac Regular Polytwisters - These are the five convex regular gull. Scaliform Swirlprisms - These 14 are the funky cousins of sisp and gisp and a few others with larger vertex counts.

The verf looks like a triangle antipodium with a pyramid stuck on it's base. I think a lower price would actually bring more revenue - and it's a shame that there are people who won't get to experience something that could literally change the way they look at their world, and spark interest in science and mathematics, because of the hefty price tag.

Once the monitor got fixed, I wrote some code with POV-Ray to search out regiments and weed out inter regimental compounds.

Shareware companies need your support. A polychoron is a four dimensional polytope, where a polytope must be monal, dyadic, and properly connected. I also excavated one of the pieces of gaquapac, it looked like a sea urchin.

I also rendered with POV-Ray some of the screwballs which I also call coiloids, these are mensioned on my dice page. Four views 3-fold equator stella4f, 3-fold 90 degree rotation, orthogonal view, orthogonal 90 degree rotation.

Over the following weeks, I'll be fixing many of the PNG images due to the transparency issue on newer browsers they rendered many of the black parts such as the names as transparent which wasn't intended.

Uniform Polychora

I now have the final count for stella4 typical uniform polypeta with hoppic 6-simplex symmetry -assuming nothing got missed. Polychoron pics can be viewed by simply clicking on the polychoron's name within each category file.

Simple Scaliforms - These are the more simpler scaliforms. Sadros Daskydox and "Darth Vader". Spic has 48 octs and 96 trips as cells, Giddic has 48 octs and 48 quiths as cells. Also started adding piece counts, number of types of pieces, and LOCs thanks to Michael Roedel's WikiChoron site, and lastly I've added the "nature" of the polychora. These have a lot of variety and are quite strange looking.

There are a few other filling methods going around, Norman Johnson prefers the solid filling, no holes aloud - this is quite simple to do, but seems unnatural in some cases where holes would be obvious.