I ran across this music video on YouTube, and I just love it. I wish it was a better recording. Does anybody know who these guys are? Have you heard of the...
... Just build the rhombic icosahedron (projection of 5D orthotope) with all its internal connections. Each vertex should have five edges (dimensions) from it....
Going back to Syn-L, pre-Synergeo, I'd rant on and on (still do) about how it's fine to have a parallel (as they say) namespace, in which we do the arrowhead...
... Really, and this wasn't the April Fools joke. ... Yeah, MathWorld likewise a disgrace. Any entry on *Fuller's* Synergetics that doesn't talk about A & B...
... <http://mathworld.wolfram.com/Synergetics.html> ... <http://library.wolfram.com/infocenter/MathSource/600/> ... After all, they call Buckminster's SYTE a...
Searching for images of a snub disphenoid led me to this large collection of structure. http://textodigital.com/P/GG/bidxi.php This one in particular is...
... Still not a space-filling MITE, nothing about the unit volume tet and how that rationalizes other polys -- after more than 30 years. If you need proof...
... Alan that is funny one, only if the skewed play on words that are directed at "Sytes" that call them Synergetics but are not Fullers syngergetics i.e they...
... Yo Adrian, your Antiprism gets some focus in my latest futurism in Chicago. In post production, I made sure your name at least appears on the screen, as...
Hi Kirby ... I have started tidying up the programming interface and will be switching to a shared library in the next release. When that is done I may well...
... That'd be excellent, especially if you show how the same C++ might be wrapped using Swig or Boost or whatever to make the Pythonic version just come out...
"All the solid angles and vertex figures of a disphenoid are the same. However, a disphenoid is not a regular polyhedron, because its faces are not regular...
Thank you... I still want to know what a sphen is. DD, do you know? This is fascinating. For example, how many other polyhedrons(aka. polyvertons) have all...
