#
# J32:
#
# x5o:
<-√((10+2*√5)/5), 0, √((20+8*√5)/5), 0>
<-√((5-√5)/10), ±phi, √((20+8*√5)/5), 0>
< √((5+2*√5)/5), ±1, √((20+8*√5)/5), 0>
# o5f:
< √((20+8*√5)/5), 0, √((10+2*√5)/5), 0>
<-√((25+11*√5)/10), ±phi, √((10+2*√5)/5), 0>
< √((5+√5)/10), ±phi^2, √((10+2*√5)/5), 0>
# x5x:
<±√(3+4*phi), ±1, 0, 0>
<±√(2+phi), ±phi^2, 0, 0>
<0, ±2*phi, 0, 0>
# x5o:
<-√((10+2*√5)/5), 0, -2*√((3-phi)/5), 0>
<-√((5-√5)/10), ±phi, -2*√((3-phi)/5), 0>
< √((5+2*√5)/5), ±1, -2*√((3-phi)/5), 0>
#
# Apex
#
# x5o:
<-√((10+2*√5)/5), 0, √((2+phi)/5), 1/phi>
<-√((5-√5)/10), ±phi, √((2+phi)/5), 1/phi>
<√((5+2*√5)/5), ±1, √((2+phi)/5), 1/phi>
Marek14 wrote:Would it work with pentagonal gyrocupolarotunda?
quickfur wrote:And Klitzing was right, the apex is {5}, not gyro {5}. Here's a render of our pretty new CRF:
It's interesting that the J91 and J92 pseudopyramids, as well as this one, all have height E/(2*phi) (where E = edge length). I suppose it's the result of all three being related to the Stott expansion of some faceting of the icosahedral pyramid.
o5x o5x
o5o x5x o5o
f5o f5o
o5x o5x
o5F
f5x f5x
x5x x5x
x5o o5F o5F x5o
F5o o5V F5o
o5o f5f f5f o5o
o5f o5f
x5f x5f
x5o V5o V5o x5o
x5F
F5o F5o
x5x f5f f5f x5x
o5F o5F
F5x
o5x o5V o5V o5x
f5x f5x
f5o f5o
o5o f5f f5f o5o
o5F V5o o5F
o5x F5o F5o o5x
x5x x5x
x5f x5f
F5o
x5o x5o
o5f o5f
o5o x5x o5o
x5o x5o
o5x o5x
o5o x5x o5o
f5o f5o
o5x o5x
x5o x5o
o5o x5x o5o
o5f o5f
x5o x5o
f5o f5o
o5f
o5o o5o
o5x o5x
x5o
o5o o5o
student91 wrote:It just occured to me that a 600-cell lune can be augmented with a pocuro-pseudopyramid, in a way that makes a pocuro occur![...]
quickfur wrote:OK, uploaded software models to D4.12 page.
Marek14 wrote:quickfur wrote:OK, uploaded software models to D4.12 page.
Seems you've made a mistake -- the OFF file is just a copy of the DEF file.
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