# the previous phi3.py is now an import. Demo is same as phi.py, but with
polyhedron in wireframe (using edge mappings)
from phi3 import *
scene=display(background=[.7,.8,.9],autoscale=False,range=30,30,30],width=80
0,height=800)
angle=pi/100
t=[]
i=0
for tetra in tetras:
t.append(frame())
for edge in poly_edges(tetra):
curve(frame=t[i],pos=edge,color=color.blue,radius=.2)
t[i].pos=[6+6*i,6+6*i,0]
i+=1
i=0
c=[]
for cube in cubes:
c.append(frame())
for edge in poly_edges(cube):
curve(frame=c[i],pos=edge,color=color.cyan,radius=.2)
c[i].pos=[-8-8*i,8+8*i,0]
i+=1
o=[]
i=0
for octa in octahedrons:
o.append(frame())
for edge in poly_edges(octa):
curve(frame=o[i],pos=edge,color=color.red,radius=.2)
o[i].pos=[-8-8*i,-8-8*i,0]
i+=1
r=[]
i=0
for rhomba in rhombics:
r.append(frame())
for edge in poly_edges(rhomba):
curve(frame=r[i],pos=edge,color=color.green,radius=.2)
r[i].pos=[8+8*i,-8-8*i,0]
i+=1
p=frame()
for edge in poly_edges(poly120):
curve(frame=p,pos=edge,color=color.black,radius=.1)
d=frame()
for edge in poly_edges(dodeca):
curve(frame=d,pos=edge,color=color.magenta,radius=.2)
d.pos=[24,0,0]
i=frame()
for edge in poly_edges(isohedron):
curve(frame=i,pos=edge,color=color.yellow,radius=.2)
i.pos=[-24,0,0]
w=frame()
for edge in poly_edges(triaconta):
curve(frame=w,pos=edge,color=color.magenta,radius=.2)
w.pos=[0,24,0]
while 1:
from random import random
rate(100)
axis=[random(),random(),random()]
for f in t:
f.rotate(axis=axis,angle=angle)
axis=[random(),random(),random()]
for f in c:
f.rotate(axis=axis,angle=angle)
axis=[random(),random(),random()]
for f in o:
f.rotate(axis=axis,angle=angle)
axis=[random(),random(),random()]
for f in r:
f.rotate(axis=axis,angle=angle)
axis=[random(),random(),random()]
p.rotate(axis=axis,angle=angle)
axis=[random(),random(),random()]
d.rotate(axis=axis,angle=angle)
axis=[random(),random(),random()]
i.rotate(axis=axis,angle=angle)
axis=[random(),random(),random()]
w.rotate(axis=axis,angle=angle)
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