1stColor(139,0,0)
2ndColor(139,139,139)
ScaleZ(510)
ScaleY(560)
ScaleX(920)
<p>
c(27,224,63)
p(10,-23,61)
p(10,-20,61)
p(10,-20,-61)
p(10,-23,-61)
</p>
<p>
c(27,224,63)
gr(30)
p(10,-20,61)
p(10,18,61)
p(10,18,57)
p(10,-20,57)
</p>
<p>
c(27,224,63)
p(10,-10,57)
p(10,0,57)
p(10,0,-57)
p(10,-10,-57)
</p>
<p>
c(0,0,0)
gr(30)
p(10,-20,57)
p(10,-10,57)
p(10,-10,36)
p(10,-20,36)
</p>
<p>
c(0,0,0)
gr(30)
p(10,-20,33)
p(10,-10,33)
p(10,-10,13)
p(10,-20,13)
</p>
<p>
c(0,0,0)
p(10,-20,10)
p(10,-10,10)
p(10,-10,-10)
p(10,-20,-10)
</p>
<p>
c(0,0,0)
gr(30)
p(10,-20,-13)
p(10,-10,-13)
p(10,-10,-34)
p(10,-20,-34)
</p>
<p>
c(0,0,0)
gr(30)
p(10,-20,-37)
p(10,-10,-37)
p(10,-10,-57)
p(10,-20,-57)
</p>
<p>
c(0,0,0)
p(10,0,57)
p(10,10,57)
p(10,10,36)
p(10,0,36)
</p>
<p>
c(0,0,0)
p(10,0,33)
p(10,10,33)
p(10,10,13)
p(10,0,13)
</p>
<p>
c(0,0,0)
p(10,0,10)
p(10,10,10)
p(10,10,-10)
p(10,0,-10)
</p>
<p>
c(0,0,0)
p(10,0,-13)
p(10,10,-13)
p(10,10,-34)
p(10,0,-34)
</p>
<p>
c(0,0,0)
p(10,0,-37)
p(10,10,-37)
p(10,10,-57)
p(10,0,-57)
</p>
<p>
c(27,224,63)
gr(30)
p(10,-20,36)
p(10,-10,36)
p(10,-10,33)
p(10,-20,33)
</p>
<p>
c(27,224,63)
p(10,-20,13)
p(10,-10,13)
p(10,-10,10)
p(10,-20,10)
</p>
<p>
c(27,224,63)
p(10,-20,-10)
p(10,-10,-10)
p(10,-10,-13)
p(10,-20,-13)
</p>
<p>
c(27,224,63)
gr(30)
p(10,-20,-34)
p(10,-10,-34)
p(10,-10,-37)
p(10,-20,-37)
</p>
<p>
c(27,224,63)
p(10,0,36)
p(10,10,36)
p(10,10,33)
p(10,0,33)
</p>
<p>
c(27,224,63)
p(10,0,13)
p(10,10,13)
p(10,10,10)
p(10,0,10)
</p>
<p>
c(27,224,63)
p(10,0,-10)
p(10,10,-10)
p(10,10,-13)
p(10,0,-13)
</p>
<p>
c(27,224,63)
p(10,0,-34)
p(10,10,-34)
p(10,10,-37)
p(10,0,-37)
</p>
<p>
c(27,224,63)
gr(30)
p(10,-20,-57)
p(10,18,-57)
p(10,18,-61)
p(10,-20,-61)
</p>
<p>
c(27,224,63)
p(10,18,-44)
p(10,23,-47)
p(10,23,-61)
p(10,18,-61)
</p>
<p>
c(27,224,63)
p(10,10,57)
p(10,18,57)
p(10,18,-57)
p(10,10,-57)
</p>
<p>
c(27,224,63)
p(10,18,44)
p(10,23,47)
p(10,23,61)
p(10,18,61)
</p>
<p>
c(27,224,63)
p(10,18,35)
p(10,23,33)
p(10,23,-33)
p(10,18,-35)
</p>
// Mirror of the 26 polygons above along the X axis:
<p>
c(27,224,63)
p(-10,-23,61)
p(-10,-20,61)
p(-10,-20,-61)
p(-10,-23,-61)
</p>
<p>
c(27,224,63)
p(-10,-20,61)
p(-10,18,61)
p(-10,18,57)
p(-10,-20,57)
</p>
<p>
c(27,224,63)
p(-10,-10,57)
p(-10,0,57)
p(-10,0,-57)
p(-10,-10,-57)
</p>
<p>
c(0,0,0)
gr(30)
p(-10,-20,57)
p(-10,-10,57)
p(-10,-10,36)
p(-10,-20,36)
</p>
<p>
c(0,0,0)
gr(30)
p(-10,-20,33)
p(-10,-10,33)
p(-10,-10,13)
p(-10,-20,13)
</p>
<p>
c(0,0,0)
p(-10,-20,10)
p(-10,-10,10)
p(-10,-10,-10)
p(-10,-20,-10)
</p>
<p>
c(0,0,0)
gr(30)
p(-10,-20,-13)
p(-10,-10,-13)
p(-10,-10,-34)
p(-10,-20,-34)
</p>
<p>
c(0,0,0)
gr(30)
p(-10,-20,-37)
p(-10,-10,-37)
p(-10,-10,-57)
p(-10,-20,-57)
</p>
<p>
c(0,0,0)
p(-10,0,57)
p(-10,10,57)
p(-10,10,36)
p(-10,0,36)
</p>
<p>
c(0,0,0)
p(-10,0,33)
p(-10,10,33)
p(-10,10,13)
p(-10,0,13)
</p>
<p>
c(0,0,0)
p(-10,0,10)
p(-10,10,10)
p(-10,10,-10)
p(-10,0,-10)
</p>
<p>
c(0,0,0)
p(-10,0,-13)
p(-10,10,-13)
p(-10,10,-34)
p(-10,0,-34)
</p>
<p>
c(0,0,0)
gr(30)
p(-10,0,-37)
p(-10,10,-37)
p(-10,10,-57)
p(-10,0,-57)
</p>
<p>
c(27,224,63)
p(-10,-20,36)
p(-10,-10,36)
p(-10,-10,33)
p(-10,-20,33)
</p>
<p>
c(27,224,63)
p(-10,-20,13)
p(-10,-10,13)
p(-10,-10,10)
p(-10,-20,10)
</p>
<p>
c(27,224,63)
p(-10,-20,-10)
p(-10,-10,-10)
p(-10,-10,-13)
p(-10,-20,-13)
</p>
<p>
c(27,224,63)
p(-10,-20,-34)
p(-10,-10,-34)
p(-10,-10,-37)
p(-10,-20,-37)
</p>
<p>
c(27,224,63)
p(-10,0,36)
p(-10,10,36)
p(-10,10,33)
p(-10,0,33)
</p>
<p>
c(27,224,63)
p(-10,0,13)
p(-10,10,13)
p(-10,10,10)
p(-10,0,10)
</p>
<p>
c(27,224,63)
p(-10,0,-10)
p(-10,10,-10)
p(-10,10,-13)
p(-10,0,-13)
</p>
<p>
c(27,224,63)
p(-10,0,-34)
p(-10,10,-34)
p(-10,10,-37)
p(-10,0,-37)
</p>
<p>
c(27,224,63)
p(-10,-20,-57)
p(-10,18,-57)
p(-10,18,-61)
p(-10,-20,-61)
</p>
<p>
c(27,224,63)
p(-10,18,-44)
p(-10,23,-47)
p(-10,23,-61)
p(-10,18,-61)
</p>
<p>
c(27,224,63)
p(-10,10,57)
p(-10,18,57)
p(-10,18,-57)
p(-10,10,-57)
</p>
<p>
c(27,224,63)
p(-10,18,44)
p(-10,23,47)
p(-10,23,61)
p(-10,18,61)
</p>
<p>
c(27,224,63)
p(-10,18,35)
p(-10,23,33)
p(-10,23,-33)
p(-10,18,-35)
</p>
// End of mirror
<p>
c(27,224,63)
p(10,18,-61)
p(10,23,-61)
p(-10,23,-61)
p(-10,18,-61)
</p>
<p>
c(27,224,63)
lightB
p(10,12,-61)
p(10,18,-61)
p(7,18,-61)
p(7,12,-61)
</p>
<p>
c(27,224,63)
lightB
p(-10,12,-61)
p(-10,18,-61)
p(-7,18,-61)
p(-7,12,-61)
</p>
<p>
c(27,224,63)
p(7,12,-61)
p(7,18,-61)
p(-7,18,-61)
p(-7,12,-61)
</p>
<p>
c(27,224,63)
p(10,10,-61)
p(10,12,-61)
p(-10,12,-61)
p(-10,10,-61)
</p>
<p>
c(0,0,0)
p(7,0,-61)
p(7,10,-61)
p(-7,10,-61)
p(-7,0,-61)
</p>
<p>
c(27,224,63)
p(10,0,-61)
p(10,10,-61)
p(7,10,-61)
p(7,0,-61)
</p>
<p>
c(27,224,63)
p(-10,0,-61)
p(-10,10,-61)
p(-7,10,-61)
p(-7,0,-61)
</p>
<p>
c(27,224,63)
p(10,0,-61)
p(10,-10,-61)
p(-10,-10,-61)
p(-10,0,-61)
</p>
<p>
c(0,0,0)
p(7,-19,-61)
p(7,-10,-61)
p(-7,-10,-61)
p(-7,-19,-61)
</p>
<p>
c(27,224,63)
p(10,-19,-61)
p(10,-10,-61)
p(7,-10,-61)
p(7,-19,-61)
</p>
<p>
c(27,224,63)
p(-10,-19,-61)
p(-10,-10,-61)
p(-7,-10,-61)
p(-7,-19,-61)
</p>
<p>
c(27,224,63)
p(10,-23,-61)
p(10,-19,-61)
p(-10,-19,-61)
p(-10,-23,-61)
</p>
// Mirror of the 9 polygons above along the Z axis:
<p>
c(27,224,63)
p(10,10,61)
p(10,12,61)
p(-10,12,61)
p(-10,10,61)
</p>
<p>
c(0,0,0)
p(7,0,61)
p(7,10,61)
p(-7,10,61)
p(-7,0,61)
</p>
<p>
c(27,224,63)
p(10,0,61)
p(10,10,61)
p(7,10,61)
p(7,0,61)
</p>
<p>
c(27,224,63)
p(-10,0,61)
p(-10,10,61)
p(-7,10,61)
p(-7,0,61)
</p>
<p>
c(27,224,63)
p(10,0,61)
p(10,-10,61)
p(-10,-10,61)
p(-10,0,61)
</p>
<p>
c(0,0,0)
p(7,-19,61)
p(7,-10,61)
p(-7,-10,61)
p(-7,-19,61)
</p>
<p>
c(27,224,63)
p(10,-19,61)
p(10,-10,61)
p(7,-10,61)
p(7,-19,61)
</p>
<p>
c(27,224,63)
p(-10,-19,61)
p(-10,-10,61)
p(-7,-10,61)
p(-7,-19,61)
</p>
<p>
c(27,224,63)
p(10,-23,61)
p(10,-19,61)
p(-10,-19,61)
p(-10,-23,61)
</p>
// End of mirror
<p>
c(27,224,63)
p(10,12,61)
p(10,18,61)
p(7,18,61)
p(7,12,61)
</p>
<p>
c(27,224,63)
p(-10,12,61)
p(-10,18,61)
p(-7,18,61)
p(-7,12,61)
</p>
<p>
c(255,255,255)
lightF
p(2,16,61)
p(2,18,61)
p(7,18,61)
p(7,16,61)
</p>
<p>
c(27,224,63)
lightF
p(-2,16,61)
p(-2,18,61)
p(-7,18,61)
p(-7,16,61)
</p>
<p>
c(27,224,63)
p(7,12,61)
p(7,16,61)
p(-7,16,61)
p(-7,12,61)
</p>
<p>
c(27,224,63)
p(10,18,61)
p(10,23,61)
p(-10,23,61)
p(-10,18,61)
</p>
<p>
c(27,224,63)
p(2,16,61)
p(2,18,61)
p(-2,18,61)
p(-2,16,61)
</p>
<p>
c(27,224,63)
p(-10,-23,61)
p(10,-23,61)
p(10,-23,-61)
p(-10,-23,-61)
</p>
<p>
c(130,130,130)
gr(30)
p(10,23,33)
p(-10,23,33)
p(-10,23,-33)
p(10,23,-33)
</p>
<p>
c(130,130,130)
gr(30)
p(10,23,-33)
p(-10,23,-33)
p(-10,18,-33)
p(10,18,-33)
</p>
<p>
c(130,130,130)
gr(30)
p(10,18,-33)
p(-10,18,-33)
p(-10,18,-44)
p(10,18,-44)
</p>
<p>
c(130,130,130)
gr(30)
p(10,18,-44)
p(-10,18,-44)
p(-10,23,-47)
p(10,23,-47)
</p>
// Mirror of the 3 polygons above along the Z axis:
<p>
c(130,130,130)
gr(30)
p(10,23,33)
p(-10,23,33)
p(-10,18,35)
p(10,18,35)
</p>
<p>
c(130,130,130)
gr(30)
p(10,18,35)
p(-10,18,35)
p(-10,18,44)
p(10,18,44)
</p>
<p>
c(130,130,130)
gr(30)
p(10,18,44)
p(-10,18,44)
p(-10,23,47)
p(10,23,47)
</p>
// End of mirror
<p>
c(130,130,130)
gr(30)
p(10,23,-47)
p(-10,23,-47)
p(-10,23,-61)
p(10,23,-61)
</p>
<p>
c(130,130,130)
gr(30)
p(10,23,47)
p(-10,23,47)
p(-10,23,61)
p(10,23,61)
</p>
physics(50,12,50,62,50,0,0,90,10,12,12,94,50,56,4,8330)
handling(76)
gwgr(40)
rims(140,140,140,18,10)
w(-8,20,40,11,35,20)
w(8,20,40,11,-35,20)
gwgr(40)
rims(140,140,140,18,10)
w(-8,20,-40,0,35,20)
w(8,20,-40,0,-35,20)
stat(120,104,129,165,162)
Chat with our AI personalities
Yes, "madness" is a common noun. Common nouns are general names for people, places, things, or ideas. In this case, "madness" is a general term used to describe a state of being mentally ill or insane, and it does not refer to any specific person, place, or thing.
No. Mad is an adjective. The associated noun is madness.
The noun form for the adjective mad is madness.
It need not have any.It need not have any.It need not have any.It need not have any.
It need not have any.It need not have any.It need not have any.It need not have any.