C      ALGORITHM 783, COLLECTED ALGORITHMS FROM ACM.
C      THIS WORK PUBLISHED IN TRANSACTIONS ON MATHEMATICAL SOFTWARE,
C      VOL. 24,NO. 3, September, 1998, P.  261--267.
#! /bin/sh
# This is a shell archive, meaning:
# 1. Remove everything above the #! /bin/sh line.
# 2. Save the resulting text in a file.
# 3. Execute the file with /bin/sh (not csh) to create the files:
#	C/
#	C/Drivers/
#	C/Drivers/Sp/
#	C/Drivers/Sp/RES1
#	C/Drivers/Sp/RES2
#	C/Drivers/Sp/data2
#	C/Drivers/Sp/driver1.c
#	C/Drivers/Sp/driver2.c
#	C/Src/
#	C/Src/Sp/
#	C/Src/Sp/src.c
# This archive created: Tue Mar 23 08:55:10 1999
export PATH; PATH=/bin:$PATH
if test ! -d 'C'
then
	mkdir 'C'
fi
cd 'C'
if test ! -d 'Drivers'
then
	mkdir 'Drivers'
fi
cd 'Drivers'
if test ! -d 'Sp'
then
	mkdir 'Sp'
fi
cd 'Sp'
if test -f 'RES1'
then
	echo shar: will not over-write existing file "'RES1'"
else
cat << SHAR_EOF > 'RES1'
#Inventor V2.0 ascii

Separator {
Separator {
DrawStyle {
	style LINES 
}
Transform {
	scaleFactor 2.000000 2.000000 2.000000
}
Cube {
	 width 2 
	 height 2 
	 depth 2 
}
}
DEF PATCH 
Separator {
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.493056 1.868056 0.972222,
		0.486111 1.777778 1.111111,
		0.333333 1.666667 1.333333,
		-0.333333 1.333333 1.666667,
		-0.680556 1.111111 1.777778,
		-1.048611 0.826389 1.805556,
		0.861111 1.694445 1.194444,
		0.821759 1.627315 1.314815,
		0.657407 1.518519 1.518519,
		0.009259 1.148148 1.814815,
		-0.335648 0.914352 1.907407,
		-0.708333 0.625000 1.916667,
		1.166667 1.500000 1.333333,
		1.111111 1.444445 1.444445,
		0.951389 1.326389 1.638889,
		0.354167 0.895833 1.916667,
		0.027778 0.638889 2.000000,
		-0.333333 0.333333 2.000000,
		1.500000 1.166667 1.333333,
		1.444445 1.111111 1.444444,
		1.326389 0.951389 1.638889,
		0.895833 0.354167 1.916667,
		0.638889 0.027778 2.000000,
		0.333333 -0.333333 2.000000,
		1.694445 0.861111 1.194444,
		1.627315 0.821759 1.314815,
		1.518519 0.657407 1.518519,
		1.148148 0.009259 1.814815,
		0.914352 -0.335648 1.907407,
		0.625000 -0.708333 1.916667,
		1.868056 0.493056 0.972222,
		1.777778 0.486111 1.111111,
		1.666667 0.333333 1.333333,
		1.333333 -0.333333 1.666667,
		1.111111 -0.680556 1.777778,
		0.826389 -1.048611 1.805556
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Rotation { rotation 1.000000 1.000000 1.000000 2.094395 }
Material { ambientColor 0.100000 0.500000 0.700000 }
USE PATCH
}
Separator {
Rotation { rotation 1.000000 1.000000 1.000000 4.188790 }
Material { ambientColor 0.700000 0.500000 0.100000 }
USE PATCH
}
Separator {
Material { ambientColor 1.000000 0.000000 0.000000 }
Coordinate3 {
	point  [
		1.000000 -1.000000 2.000000,
		1.000000 1.000000 2.000000,
		1.000000 2.000000 1.000000,
		-1.000000 -1.000000 2.000000,
		-1.000000 1.000000 2.000000,
		-1.000000 2.000000 1.000000,
		-3.000000 -1.000000 2.000000,
		-3.000000 1.000000 2.000000,
		-3.000000 2.000000 1.000000
	]
}
NurbsSurface {
	numUControlPoints	 3
	numVControlPoints	 3
	uKnotVector [
		 0.0, 1.0, 2.0, 3.0, 4.0, 5.0]

	vKnotVector [
		 0.0, 1.0, 2.0, 3.0, 4.0, 5.0]
}
}
}
SHAR_EOF
fi # end of overwriting check
if test -f 'RES2'
then
	echo shar: will not over-write existing file "'RES2'"
else
cat << SHAR_EOF > 'RES2'
#Inventor V2.0 ascii

Separator {
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.970833 0.769792 1.113542,
		1.966667 0.850000 1.256250,
		1.950000 0.900000 1.383333,
		1.900000 0.950000 1.616667,
		1.866667 0.950000 1.664583,
		1.845833 0.951042 1.669792,
		1.987500 0.710417 1.243750,
		1.986111 0.799653 1.384375,
		1.972222 0.861111 1.506944,
		1.927778 0.938889 1.726389,
		1.897222 0.945486 1.774653,
		1.879167 0.945833 1.787500,
		2.000000 0.616667 1.383333,
		2.000000 0.718056 1.515278,
		1.987500 0.794097 1.626736,
		1.945833 0.905903 1.819097,
		1.916667 0.922222 1.861111,
		1.900000 0.925000 1.875000,
		2.000000 0.383333 1.616667,
		2.000000 0.515278 1.718056,
		1.987500 0.626736 1.794097,
		1.945833 0.819097 1.905903,
		1.916667 0.861111 1.922222,
		1.900000 0.875000 1.925000,
		1.987500 0.243750 1.710417,
		1.986111 0.384375 1.799653,
		1.972222 0.506944 1.861111,
		1.927778 0.726389 1.938889,
		1.897222 0.774653 1.945486,
		1.879167 0.787500 1.945833,
		1.970833 0.113542 1.769792,
		1.966667 0.256250 1.850000,
		1.950000 0.383333 1.900000,
		1.900000 0.616667 1.950000,
		1.866667 0.664583 1.950000,
		1.845833 0.669792 1.951042
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.970833 0.886458 1.769792,
		1.966667 0.743750 1.850000,
		1.950000 0.616667 1.900000,
		1.900000 0.383333 1.950000,
		1.866667 0.335417 1.950000,
		1.845833 0.330208 1.951042,
		1.987500 0.756250 1.710417,
		1.986111 0.615625 1.799653,
		1.972222 0.493056 1.861111,
		1.927778 0.273611 1.938889,
		1.897222 0.225347 1.945486,
		1.879167 0.212500 1.945833,
		2.000000 0.616667 1.616667,
		2.000000 0.484722 1.718056,
		1.987500 0.373264 1.794097,
		1.945833 0.180903 1.905903,
		1.916667 0.138889 1.922222,
		1.900000 0.125000 1.925000,
		2.000000 0.383333 1.383333,
		2.000000 0.281944 1.515278,
		1.987500 0.205903 1.626736,
		1.945833 0.094097 1.819097,
		1.916667 0.077778 1.861111,
		1.900000 0.075000 1.875000,
		1.987500 0.289583 1.243750,
		1.986111 0.200347 1.384375,
		1.972222 0.138889 1.506944,
		1.927778 0.061111 1.726389,
		1.897222 0.054514 1.774653,
		1.879167 0.054167 1.787500,
		1.970833 0.230208 1.113542,
		1.966667 0.150000 1.256250,
		1.950000 0.100000 1.383333,
		1.900000 0.050000 1.616667,
		1.866667 0.050000 1.664583,
		1.845833 0.048958 1.669792
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.970833 0.230208 1.886458,
		1.966667 0.150000 1.743750,
		1.950000 0.100000 1.616667,
		1.900000 0.050000 1.383333,
		1.866667 0.050000 1.335417,
		1.845833 0.048958 1.330208,
		1.987500 0.289583 1.756250,
		1.986111 0.200347 1.615625,
		1.972222 0.138889 1.493056,
		1.927778 0.061111 1.273611,
		1.897222 0.054514 1.225347,
		1.879167 0.054167 1.212500,
		2.000000 0.383333 1.616667,
		2.000000 0.281944 1.484722,
		1.987500 0.205903 1.373264,
		1.945833 0.094097 1.180903,
		1.916667 0.077778 1.138889,
		1.900000 0.075000 1.125000,
		2.000000 0.616667 1.383333,
		2.000000 0.484722 1.281944,
		1.987500 0.373264 1.205903,
		1.945833 0.180903 1.094097,
		1.916667 0.138889 1.077778,
		1.900000 0.125000 1.075000,
		1.987500 0.756250 1.289583,
		1.986111 0.615625 1.200347,
		1.972222 0.493056 1.138889,
		1.927778 0.273611 1.061111,
		1.897222 0.225347 1.054514,
		1.879167 0.212500 1.054167,
		1.970833 0.886458 1.230208,
		1.966667 0.743750 1.150000,
		1.950000 0.616667 1.100000,
		1.900000 0.383333 1.050000,
		1.866667 0.335417 1.050000,
		1.845833 0.330208 1.048958
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.970833 0.113542 1.230208,
		1.966667 0.256250 1.150000,
		1.950000 0.383333 1.100000,
		1.900000 0.616667 1.050000,
		1.866667 0.664583 1.050000,
		1.845833 0.669792 1.048958,
		1.987500 0.243750 1.289583,
		1.986111 0.384375 1.200347,
		1.972222 0.506944 1.138889,
		1.927778 0.726389 1.061111,
		1.897222 0.774653 1.054514,
		1.879167 0.787500 1.054167,
		2.000000 0.383333 1.383333,
		2.000000 0.515278 1.281944,
		1.987500 0.626736 1.205903,
		1.945833 0.819097 1.094097,
		1.916667 0.861111 1.077778,
		1.900000 0.875000 1.075000,
		2.000000 0.616667 1.616667,
		2.000000 0.718056 1.484722,
		1.987500 0.794097 1.373264,
		1.945833 0.905903 1.180903,
		1.916667 0.922222 1.138889,
		1.900000 0.925000 1.125000,
		1.987500 0.710417 1.756250,
		1.986111 0.799653 1.615625,
		1.972222 0.861111 1.493056,
		1.927778 0.938889 1.273611,
		1.897222 0.945486 1.225347,
		1.879167 0.945833 1.212500,
		1.970833 0.769792 1.886458,
		1.966667 0.850000 1.743750,
		1.950000 0.900000 1.616667,
		1.900000 0.950000 1.383333,
		1.866667 0.950000 1.335417,
		1.845833 0.951042 1.330208
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.118340 0.996845 1.004873,
		1.060588 1.016256 1.187379,
		1.027969 1.034045 1.344613,
		1.007521 1.070225 1.579346,
		1.022936 1.088836 1.694517,
		1.072445 1.105080 1.791927,
		1.222292 0.998958 1.205732,
		1.139016 1.011916 1.361746,
		1.082153 1.023445 1.494178,
		1.015778 1.047492 1.682687,
		1.002400 1.060371 1.770006,
		1.017286 1.071217 1.834823,
		1.332872 1.000000 1.361971,
		1.227309 1.006487 1.496385,
		1.149439 1.011740 1.608906,
		1.043612 1.023619 1.760971,
		1.004679 1.030749 1.825328,
		0.988179 1.036180 1.862443,
		1.597039 1.000000 1.613638,
		1.453376 0.993513 1.714631,
		1.339968 0.986177 1.797110,
		1.168185 0.973654 1.895851,
		1.084616 0.969251 1.924065,
		1.011821 0.963820 1.915557,
		1.750626 0.998958 1.709065,
		1.584041 0.986108 1.791808,
		1.448991 0.972603 1.857726,
		1.236485 0.948127 1.926726,
		1.126725 0.938082 1.935330,
		1.021910 0.927343 1.902471,
		1.951781 0.992095 1.787327,
		1.758402 0.973006 1.850281,
		1.597837 0.953455 1.898100,
		1.336865 0.917275 1.934280,
		1.197041 0.901713 1.921734,
		1.056334 0.885791 1.862985
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.049961 0.976663 1.759556,
		1.207617 0.974872 1.844600,
		1.342738 0.960365 1.892226,
		1.591964 0.910365 1.940153,
		1.642294 0.876600 1.938986,
		1.647249 0.855550 1.938936,
		1.191960 0.988364 1.702111,
		1.348680 0.988342 1.798235,
		1.479964 0.975965 1.858980,
		1.715711 0.930945 1.937220,
		1.767029 0.899741 1.943770,
		1.780698 0.881326 1.943998,
		1.340343 1.000000 1.605508,
		1.488539 1.000576 1.715229,
		1.608397 0.989155 1.791608,
		1.815488 0.946769 1.905194,
		1.860204 0.916955 1.921978,
		1.875000 0.900000 1.925000,
		1.589569 1.000000 1.370102,
		1.705539 0.999424 1.512048,
		1.787368 0.987572 1.624729,
		1.906792 0.945761 1.819072,
		1.923129 0.916379 1.861356,
		1.925000 0.900000 1.875000,
		1.690412 0.988364 1.231298,
		1.793310 0.985751 1.382396,
		1.859164 0.972222 1.506267,
		1.940836 0.927778 1.727066,
		1.946024 0.897150 1.775139,
		1.944473 0.879598 1.787133,
		1.754213 0.972777 1.101946,
		1.847080 0.966667 1.255234,
		1.900000 0.950000 1.383333,
		1.950000 0.900000 1.616667,
		1.947080 0.866667 1.663567,
		1.945147 0.846481 1.666949
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.766728 0.973177 1.891675,
		1.847080 0.966667 1.742734,
		1.900000 0.950000 1.616667,
		1.950000 0.900000 1.383333,
		1.947080 0.866667 1.334400,
		1.946828 0.846615 1.329569,
		1.701369 0.988542 1.758639,
		1.792791 0.985677 1.612989,
		1.859164 0.972222 1.492378,
		1.940836 0.927778 1.274289,
		1.945422 0.897135 1.225022,
		1.944349 0.879687 1.211901,
		1.597039 1.000000 1.613638,
		1.703214 0.999306 1.478400,
		1.786724 0.987587 1.370368,
		1.907435 0.945747 1.181767,
		1.923212 0.916319 1.139288,
		1.925000 0.900000 1.125000,
		1.332872 1.000000 1.361971,
		1.475923 1.000694 1.261803,
		1.601073 0.989497 1.193172,
		1.814596 0.946962 1.092036,
		1.860121 0.917014 1.077379,
		1.875000 0.900000 1.075000,
		1.173036 0.988542 1.255306,
		1.327496 0.988802 1.169673,
		1.466439 0.976736 1.117743,
		1.712312 0.931597 1.054341,
		1.765683 0.900260 1.050595,
		1.780078 0.881771 1.051172,
		1.027744 0.977865 1.188784,
		1.186585 0.976562 1.114687,
		1.332292 0.962500 1.076458,
		1.596458 0.912500 1.044792,
		1.650647 0.878646 1.048958,
		1.657532 0.857552 1.049491
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.960305 0.990676 1.204681,
		1.757835 0.972396 1.139062,
		1.589375 0.954167 1.086042,
		1.339375 0.920833 1.035208,
		1.193564 0.907812 1.034999,
		1.050236 0.895630 1.076409,
		1.746642 0.999136 1.282666,
		1.574372 0.986674 1.193841,
		1.433105 0.973958 1.120104,
		1.231478 0.951042 1.032813,
		1.116684 0.942518 1.007104,
		1.011202 0.934121 1.015742,
		1.589569 1.000000 1.370102,
		1.440760 0.993631 1.261205,
		1.319949 0.986704 1.169885,
		1.153220 0.974754 1.052406,
		1.062705 0.971003 1.004332,
		0.988333 0.966667 0.983333,
		1.340343 1.000000 1.605508,
		1.224984 1.006369 1.462738,
		1.131609 1.011569 1.342521,
		1.007726 1.022654 1.177204,
		0.952295 1.028997 1.090668,
		0.926667 1.033333 1.016667,
		1.248191 0.999136 1.753479,
		1.152656 1.011742 1.587146,
		1.076099 1.022875 1.445856,
		0.979838 1.045215 1.243370,
		0.945047 1.056475 1.130979,
		0.946891 1.065015 1.023850,
		1.178216 0.999823 1.953941,
		1.105605 1.018535 1.757421,
		1.048965 1.035469 1.588433,
		0.986524 1.068802 1.335526,
		0.975474 1.084846 1.190654,
		1.007889 1.097460 1.043773
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.055343 0.801163 1.019518,
		1.205308 0.880907 1.020859,
		1.339375 0.920833 1.035208,
		1.589375 0.954167 1.086042,
		1.641037 0.949657 1.120130,
		1.647166 0.948533 1.141315,
		1.200894 0.734071 1.009740,
		1.349343 0.825676 1.009527,
		1.478921 0.879633 1.021858,
		1.713996 0.945368 1.067726,
		1.765935 0.949159 1.099267,
		1.780078 0.948437 1.117839,
		1.352135 0.627135 0.998958,
		1.491788 0.733351 0.998299,
		1.609596 0.804089 1.009718,
		1.815187 0.907726 1.052834,
		1.860121 0.922569 1.082934,
		1.875000 0.925000 1.100000,
		1.602135 0.377135 0.999792,
		1.709635 0.518073 1.000451,
		1.789345 0.627873 1.012261,
		1.906845 0.818316 1.054301,
		1.923212 0.860764 1.083733,
		1.925000 0.875000 1.100000,
		1.700894 0.234071 1.011406,
		1.795749 0.385051 1.014232,
		1.859841 0.507063 1.027743,
		1.940159 0.726270 1.072257,
		1.945674 0.775201 1.102860,
		1.944349 0.788021 1.120234,
		1.762452 0.102726 1.026784,
		1.848095 0.256428 1.033281,
		1.900000 0.383333 1.050000,
		1.950000 0.616667 1.100000,
		1.948095 0.664761 1.133281,
		1.947088 0.668845 1.153268
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.760811 0.899974 1.026807,
		1.848095 0.743928 1.033281,
		1.900000 0.616667 1.050000,
		1.950000 0.383333 1.100000,
		1.948095 0.335595 1.133281,
		1.947015 0.332292 1.153415,
		1.699136 0.768394 1.011115,
		1.795711 0.615464 1.014127,
		1.859841 0.493174 1.027743,
		1.940159 0.273492 1.072257,
		1.945761 0.224712 1.102867,
		1.944538 0.212500 1.120402,
		1.600712 0.625712 0.999375,
		1.709858 0.483131 1.000368,
		1.789495 0.373044 1.012324,
		1.906695 0.181479 1.054239,
		1.923086 0.138889 1.083621,
		1.925000 0.125000 1.100000,
		1.353559 0.378559 0.999375,
		1.494412 0.271140 0.999216,
		1.611625 0.199925 1.010740,
		1.815714 0.093521 1.053231,
		1.860247 0.077778 1.083045,
		1.875000 0.075000 1.100000,
		1.204830 0.274088 1.011115,
		1.354233 0.181760 1.011536,
		1.482929 0.127491 1.024000,
		1.715855 0.058689 1.069090,
		1.767154 0.053879 1.100276,
		1.781022 0.054167 1.118674,
		1.061806 0.212630 1.022920,
		1.212454 0.132903 1.025076,
		1.345329 0.093090 1.039635,
		1.592482 0.056910 1.089635,
		1.643244 0.060543 1.123348,
		1.648922 0.061406 1.144346
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.950526 0.209071 1.008218,
		1.759636 0.143390 1.026942,
		1.599392 0.093090 1.046545,
		1.338419 0.056910 1.082725,
		1.198436 0.071029 1.098235,
		1.061281 0.135035 1.114209,
		1.752109 0.286128 1.001146,
		1.587582 0.199669 1.013736,
		1.452285 0.129713 1.027362,
		1.238373 0.056467 1.051908,
		1.127083 0.046382 1.061900,
		1.023785 0.080512 1.072657,
		1.602135 0.377135 0.999792,
		1.460046 0.271377 1.006140,
		1.345770 0.183246 1.013684,
		1.171069 0.075894 1.026381,
		1.084547 0.043085 1.030749,
		1.011180 0.048820 1.036180,
		1.352135 0.627135 0.998958,
		1.247072 0.485740 0.992610,
		1.166989 0.364218 0.987774,
		1.055010 0.194573 0.976346,
		1.010174 0.119276 0.969251,
		0.988820 0.071180 0.963820,
		1.252109 0.786128 0.999479,
		1.168212 0.621602 0.986817,
		1.107881 0.478070 0.975826,
		1.032570 0.266651 0.952404,
		1.011232 0.164796 0.939612,
		1.018538 0.084471 0.928783,
		1.166805 1.000008 1.001592,
		1.106729 0.807035 0.982650,
		1.068802 0.636180 0.965538,
		1.035469 0.372361 0.930191,
		1.040282 0.238633 0.911736,
		1.078903 0.120766 0.895545
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.164784 0.000557 1.000138,
		1.108313 0.199140 0.981205,
		1.070225 0.372361 0.964115,
		1.034045 0.636180 0.931615,
		1.035597 0.792734 0.916560,
		1.069088 0.952420 0.906173,
		1.256714 0.221319 1.000603,
		1.172847 0.387971 0.987750,
		1.109671 0.531574 0.976396,
		1.027933 0.740787 0.954680,
		0.998361 0.861706 0.944216,
		0.992385 0.977426 0.937615,
		1.353559 0.378559 0.999375,
		1.246849 0.520683 0.992694,
		1.163138 0.642072 0.987168,
		1.044948 0.811486 0.976421,
		0.988806 0.904175 0.970638,
		0.947917 0.983333 0.967917,
		1.600712 0.625712 0.999375,
		1.457422 0.733588 1.005223,
		1.341749 0.825358 1.011538,
		1.168868 0.944789 1.023097,
		1.068694 0.995825 1.026862,
		0.967083 1.016667 1.032083,
		1.751020 0.715625 1.000603,
		1.583341 0.803136 1.012349,
		1.445587 0.876855 1.024219,
		1.233163 0.964812 1.046198,
		1.104873 0.991779 1.054370,
		0.966803 0.980221 1.063197,
		1.960559 0.796170 1.010457,
		1.762391 0.860074 1.027734,
		1.596458 0.912500 1.044792,
		1.332292 0.962500 1.076458,
		1.169787 0.962157 1.088672,
		0.989159 0.914959 1.100737
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.990012 0.796170 0.037644,
		0.971068 0.860074 0.236150,
		0.950625 0.912500 0.401042,
		0.903125 0.962500 0.652708,
		0.876380 0.962157 0.802296,
		0.837857 0.914959 0.956700,
		0.998251 0.715625 0.248355,
		0.984977 0.803136 0.415939,
		0.970122 0.876855 0.552399,
		0.933628 0.964812 0.752185,
		0.912192 0.991779 0.867913,
		0.878783 0.980221 0.980540,
		1.000000 0.625712 0.399913,
		0.993041 0.733588 0.543134,
		0.984417 0.825358 0.657722,
		0.960219 0.944789 0.818745,
		0.944735 0.995825 0.907174,
		0.917083 1.016667 0.984583,
		1.000000 0.378559 0.647066,
		1.006959 0.520683 0.754679,
		1.012085 0.642072 0.838641,
		1.015055 0.811486 0.948377,
		1.012765 0.904175 0.995326,
		0.997917 0.983333 1.015417,
		0.998251 0.221319 0.742661,
		1.012701 0.387971 0.828620,
		1.025236 0.531574 0.893419,
		1.042854 0.740787 0.969811,
		1.047694 0.861706 0.992168,
		1.039781 0.977426 0.979750,
		0.992518 0.000557 0.827951,
		1.014993 0.199140 0.888405,
		1.035469 0.372361 0.930191,
		1.068802 0.636180 0.965538,
		1.081304 0.792734 0.959455,
		1.080858 0.952420 0.910678
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.996845 1.000008 0.834758,
		1.016256 0.807035 0.894365,
		1.034045 0.636180 0.931615,
		1.070225 0.372361 0.964115,
		1.088836 0.238633 0.959145,
		1.105080 0.120766 0.920472,
		0.998958 0.786128 0.749453,
		1.011916 0.621602 0.833055,
		1.023445 0.478070 0.892848,
		1.047492 0.266651 0.967534,
		1.060371 0.164796 0.988785,
		1.071217 0.084471 0.981462,
		1.000000 0.627135 0.648906,
		1.006487 0.485740 0.753831,
		1.011740 0.364218 0.833497,
		1.023619 0.194573 0.945025,
		1.030749 0.119276 0.989826,
		1.036180 0.071180 1.011180,
		1.000000 0.377135 0.398073,
		0.993513 0.271377 0.540301,
		0.986177 0.183246 0.654368,
		0.973654 0.075894 0.828896,
		0.969251 0.043085 0.915453,
		0.963820 0.048820 0.988820,
		0.998958 0.286128 0.247787,
		0.986108 0.199669 0.412574,
		0.972603 0.129713 0.547750,
		0.948127 0.056467 0.761592,
		0.938082 0.046382 0.872934,
		0.927343 0.080512 0.976215,
		0.992095 0.209071 0.049162,
		0.973006 0.143390 0.240416,
		0.953455 0.093090 0.400608,
		0.917275 0.056910 0.661581,
		0.901713 0.071029 0.801616,
		0.885791 0.135035 0.938719
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.976663 0.212630 0.938611,
		0.974872 0.132903 0.787598,
		0.960365 0.093090 0.654671,
		0.910365 0.056910 0.407518,
		0.876600 0.060543 0.356808,
		0.855550 0.061406 0.351182,
		0.988364 0.274088 0.795691,
		0.988342 0.181760 0.645888,
		0.975965 0.127491 0.517105,
		0.930945 0.058689 0.284110,
		0.899741 0.053879 0.232828,
		0.881326 0.054167 0.218978,
		1.000000 0.378559 0.647066,
		1.000576 0.271140 0.505796,
		0.989155 0.199925 0.388479,
		0.946769 0.093521 0.184286,
		0.916955 0.077778 0.139753,
		0.900000 0.075000 0.125000,
		1.000000 0.625712 0.399913,
		0.999424 0.483131 0.290350,
		0.987572 0.373044 0.210609,
		0.945761 0.181479 0.093305,
		0.916379 0.138889 0.076914,
		0.900000 0.125000 0.075000,
		0.988364 0.768394 0.301385,
		0.985751 0.615464 0.204411,
		0.972222 0.493174 0.140194,
		0.927778 0.273492 0.059806,
		0.897150 0.224712 0.054221,
		0.879598 0.212500 0.055462,
		0.972777 0.899974 0.239606,
		0.966667 0.743928 0.151957,
		0.950000 0.616667 0.100000,
		0.900000 0.383333 0.050000,
		0.866667 0.335595 0.051957,
		0.846481 0.332292 0.053089
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.971185 0.102726 0.235595,
		0.966667 0.256428 0.151957,
		0.950000 0.383333 0.100000,
		0.900000 0.616667 0.050000,
		0.866667 0.664761 0.051957,
		0.845951 0.668845 0.052365,
		0.987656 0.234071 0.298273,
		0.986046 0.385051 0.204711,
		0.972222 0.507063 0.140194,
		0.927778 0.726270 0.059806,
		0.897209 0.775201 0.054404,
		0.879245 0.788021 0.055286,
		1.000000 0.377135 0.398073,
		0.999896 0.518073 0.291198,
		0.987513 0.627873 0.210734,
		0.945820 0.818316 0.093181,
		0.916615 0.860764 0.077031,
		0.900000 0.875000 0.075000,
		1.000000 0.627135 0.648906,
		1.000104 0.733351 0.508629,
		0.987799 0.804089 0.389492,
		0.946003 0.907726 0.184058,
		0.916719 0.922569 0.139635,
		0.900000 0.925000 0.125000,
		0.987656 0.734071 0.799939,
		0.986515 0.825676 0.650041,
		0.972899 0.879633 0.518649,
		0.928351 0.945368 0.283435,
		0.897678 0.949159 0.231956,
		0.879557 0.948437 0.218099,
		0.971888 0.801163 0.941298,
		0.968151 0.880907 0.788858,
		0.951875 0.920833 0.652292,
		0.901875 0.954167 0.401458,
		0.868464 0.949657 0.350004,
		0.847591 0.948533 0.344006
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.769792 0.886458 0.029167,
		0.850000 0.743750 0.033333,
		0.900000 0.616667 0.050000,
		0.950000 0.383333 0.100000,
		0.950000 0.335417 0.133333,
		0.951042 0.330208 0.154167,
		0.710417 0.756250 0.012500,
		0.799653 0.615625 0.013889,
		0.861111 0.493056 0.027778,
		0.938889 0.273611 0.072222,
		0.945486 0.225347 0.102778,
		0.945833 0.212500 0.120833,
		0.616667 0.616667 0.000000,
		0.718056 0.484722 0.000000,
		0.794097 0.373264 0.012500,
		0.905903 0.180903 0.054167,
		0.922222 0.138889 0.083333,
		0.925000 0.125000 0.100000,
		0.383333 0.383333 0.000000,
		0.515278 0.281944 0.000000,
		0.626736 0.205903 0.012500,
		0.819097 0.094097 0.054167,
		0.861111 0.077778 0.083333,
		0.875000 0.075000 0.100000,
		0.243750 0.289583 0.012500,
		0.384375 0.200347 0.013889,
		0.506944 0.138889 0.027778,
		0.726389 0.061111 0.072222,
		0.774653 0.054514 0.102778,
		0.787500 0.054167 0.120833,
		0.113542 0.230208 0.029167,
		0.256250 0.150000 0.033333,
		0.383333 0.100000 0.050000,
		0.616667 0.050000 0.100000,
		0.664583 0.050000 0.133333,
		0.669792 0.048958 0.154167
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.886458 0.230208 0.029167,
		0.743750 0.150000 0.033333,
		0.616667 0.100000 0.050000,
		0.383333 0.050000 0.100000,
		0.335417 0.050000 0.133333,
		0.330208 0.048958 0.154167,
		0.756250 0.289583 0.012500,
		0.615625 0.200347 0.013889,
		0.493056 0.138889 0.027778,
		0.273611 0.061111 0.072222,
		0.225347 0.054514 0.102778,
		0.212500 0.054167 0.120833,
		0.616667 0.383333 0.000000,
		0.484722 0.281944 0.000000,
		0.373264 0.205903 0.012500,
		0.180903 0.094097 0.054167,
		0.138889 0.077778 0.083333,
		0.125000 0.075000 0.100000,
		0.383333 0.616667 0.000000,
		0.281944 0.484722 0.000000,
		0.205903 0.373264 0.012500,
		0.094097 0.180903 0.054167,
		0.077778 0.138889 0.083333,
		0.075000 0.125000 0.100000,
		0.289583 0.756250 0.012500,
		0.200347 0.615625 0.013889,
		0.138889 0.493056 0.027778,
		0.061111 0.273611 0.072222,
		0.054514 0.225347 0.102778,
		0.054167 0.212500 0.120833,
		0.230208 0.886458 0.029167,
		0.150000 0.743750 0.033333,
		0.100000 0.616667 0.050000,
		0.050000 0.383333 0.100000,
		0.050000 0.335417 0.133333,
		0.048958 0.330208 0.154167
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.230208 0.113542 0.029167,
		0.150000 0.256250 0.033333,
		0.100000 0.383333 0.050000,
		0.050000 0.616667 0.100000,
		0.050000 0.664583 0.133333,
		0.048958 0.669792 0.154167,
		0.289583 0.243750 0.012500,
		0.200347 0.384375 0.013889,
		0.138889 0.506944 0.027778,
		0.061111 0.726389 0.072222,
		0.054514 0.774653 0.102778,
		0.054167 0.787500 0.120833,
		0.383333 0.383333 0.000000,
		0.281944 0.515278 0.000000,
		0.205903 0.626736 0.012500,
		0.094097 0.819097 0.054167,
		0.077778 0.861111 0.083333,
		0.075000 0.875000 0.100000,
		0.616667 0.616667 0.000000,
		0.484722 0.718056 0.000000,
		0.373264 0.794097 0.012500,
		0.180903 0.905903 0.054167,
		0.138889 0.922222 0.083333,
		0.125000 0.925000 0.100000,
		0.756250 0.710417 0.012500,
		0.615625 0.799653 0.013889,
		0.493056 0.861111 0.027778,
		0.273611 0.938889 0.072222,
		0.225347 0.945486 0.102778,
		0.212500 0.945833 0.120833,
		0.886458 0.769792 0.029167,
		0.743750 0.850000 0.033333,
		0.616667 0.900000 0.050000,
		0.383333 0.950000 0.100000,
		0.335417 0.950000 0.133333,
		0.330208 0.951042 0.154167
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.113542 0.769792 0.029167,
		0.256250 0.850000 0.033333,
		0.383333 0.900000 0.050000,
		0.616667 0.950000 0.100000,
		0.664583 0.950000 0.133333,
		0.669792 0.951042 0.154167,
		0.243750 0.710417 0.012500,
		0.384375 0.799653 0.013889,
		0.506944 0.861111 0.027778,
		0.726389 0.938889 0.072222,
		0.774653 0.945486 0.102778,
		0.787500 0.945833 0.120833,
		0.383333 0.616667 0.000000,
		0.515278 0.718056 0.000000,
		0.626736 0.794097 0.012500,
		0.819097 0.905903 0.054167,
		0.861111 0.922222 0.083333,
		0.875000 0.925000 0.100000,
		0.616667 0.383333 0.000000,
		0.718056 0.515278 0.000000,
		0.794097 0.626736 0.012500,
		0.905903 0.819097 0.054167,
		0.922222 0.861111 0.083333,
		0.925000 0.875000 0.100000,
		0.710417 0.243750 0.012500,
		0.799653 0.384375 0.013889,
		0.861111 0.506944 0.027778,
		0.938889 0.726389 0.072222,
		0.945486 0.774653 0.102778,
		0.945833 0.787500 0.120833,
		0.769792 0.113542 0.029167,
		0.850000 0.256250 0.033333,
		0.900000 0.383333 0.050000,
		0.950000 0.616667 0.100000,
		0.950000 0.664583 0.133333,
		0.951042 0.669792 0.154167
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.006684 0.999823 0.873413,
		0.192890 1.018535 0.931583,
		0.351100 1.035469 0.968981,
		0.588660 1.068802 0.994248,
		0.729070 1.084846 0.977473,
		0.874619 1.097460 0.918118,
		0.211910 0.999136 0.767603,
		0.368739 1.011742 0.852995,
		0.500363 1.022875 0.915260,
		0.690331 1.045215 0.985550,
		0.799612 1.056475 1.000174,
		0.906698 1.065015 0.981105,
		0.365343 1.000000 0.662375,
		0.499408 1.006369 0.770321,
		0.611060 1.011569 0.852785,
		0.766665 1.022654 0.958762,
		0.851431 1.028997 1.000117,
		0.926667 1.033333 1.016667,
		0.614569 1.000000 0.403475,
		0.716336 0.993631 0.547195,
		0.801271 0.986704 0.660721,
		0.914607 0.974754 0.819402,
		0.963569 0.971003 0.904883,
		0.988333 0.966667 0.983333,
		0.710362 0.999136 0.249803,
		0.792470 0.986674 0.417985,
		0.860536 0.973958 0.553617,
		0.945714 0.951042 0.751799,
		0.973264 0.942518 0.865919,
		0.969282 0.934121 0.981895,
		0.795252 0.990676 0.037927,
		0.854189 0.972396 0.237145,
		0.901875 0.954167 0.401458,
		0.951875 0.920833 0.652292,
		0.954502 0.907812 0.801624,
		0.918262 0.895630 0.961700
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.767588 0.977865 0.948734,
		0.853772 0.976562 0.790686,
		0.903125 0.962500 0.652708,
		0.950625 0.912500 0.401042,
		0.949085 0.878646 0.350166,
		0.948938 0.857552 0.344849,
		0.705328 0.988542 0.808844,
		0.801541 0.988802 0.653021,
		0.863313 0.976736 0.519867,
		0.940436 0.931597 0.283049,
		0.946325 0.900260 0.231729,
		0.946224 0.881771 0.218099,
		0.607872 1.000000 0.658758,
		0.716895 1.000695 0.512468,
		0.793868 0.989497 0.391447,
		0.906176 0.946962 0.184093,
		0.922274 0.917014 0.139635,
		0.925000 0.900000 0.125000,
		0.372039 1.000000 0.407091,
		0.512242 0.999306 0.294482,
		0.625179 0.987587 0.212341,
		0.818980 0.945747 0.093147,
		0.861059 0.916319 0.077031,
		0.875000 0.900000 0.075000,
		0.233661 0.988542 0.305510,
		0.382461 0.985677 0.206580,
		0.506386 0.972222 0.140718,
		0.726947 0.927778 0.059282,
		0.775023 0.897135 0.054177,
		0.787578 0.879687 0.055286,
		0.105009 0.973177 0.241156,
		0.255413 0.966667 0.152744,
		0.383333 0.950000 0.100000,
		0.616667 0.900000 0.050000,
		0.663746 0.866667 0.052744,
		0.667922 0.846615 0.053834
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.893377 0.972777 0.237270,
		0.742913 0.966667 0.152744,
		0.616667 0.950000 0.100000,
		0.383333 0.900000 0.050000,
		0.334580 0.866667 0.052744,
		0.330424 0.846481 0.053744,
		0.759670 0.988364 0.301171,
		0.613064 0.985751 0.206429,
		0.492498 0.972222 0.140718,
		0.274169 0.927778 0.059282,
		0.224975 0.897150 0.054387,
		0.212435 0.879598 0.055829,
		0.614568 1.000000 0.403475,
		0.478812 0.999424 0.294964,
		0.370917 0.987572 0.212733,
		0.181576 0.945761 0.092755,
		0.138932 0.916379 0.076669,
		0.125000 0.900000 0.075000,
		0.365343 1.000000 0.662375,
		0.265266 1.000576 0.519219,
		0.196696 0.989155 0.396843,
		0.093295 0.946769 0.185571,
		0.077735 0.916955 0.139997,
		0.075000 0.900000 0.125000,
		0.261218 0.988364 0.818971,
		0.176207 0.988342 0.665771,
		0.124526 0.975965 0.530600,
		0.058545 0.930945 0.288236,
		0.053753 0.899741 0.235197,
		0.053843 0.881326 0.220813,
		0.200785 0.976663 0.966008,
		0.128066 0.974872 0.810043,
		0.090499 0.960365 0.669354,
		0.056392 0.910365 0.410454,
		0.059592 0.876600 0.357227,
		0.059733 0.855550 0.350735
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.210327 0.992095 0.053076,
		0.142156 0.973006 0.246694,
		0.091535 0.953455 0.409418,
		0.055355 0.917275 0.670391,
		0.069635 0.901713 0.808802,
		0.130087 0.885791 0.940700,
		0.284645 0.998958 0.252697,
		0.196127 0.986108 0.420942,
		0.126419 0.972603 0.560275,
		0.054579 0.948127 0.778433,
		0.046025 0.938082 0.891205,
		0.078638 0.927343 0.993232,
		0.372039 1.000000 0.407091,
		0.264707 0.993513 0.553946,
		0.177444 0.986177 0.673874,
		0.073010 0.973654 0.857186,
		0.043153 0.969251 0.948303,
		0.049460 0.963820 1.024443,
		0.607872 1.000000 0.658758,
		0.465978 1.006487 0.770803,
		0.346668 1.011740 0.859887,
		0.183175 1.023619 0.989446,
		0.113780 1.030749 1.045222,
		0.070540 1.036180 1.077557,
		0.756311 0.998958 0.756031,
		0.592405 1.011916 0.848440,
		0.452342 1.023445 0.919871,
		0.249859 1.047492 1.018092,
		0.155964 1.060371 1.053966,
		0.083219 1.071217 1.062168,
		0.951543 0.996845 0.828315,
		0.760894 1.016256 0.898857,
		0.595347 1.034045 0.950405,
		0.344413 1.070225 1.012825,
		0.221288 1.088836 1.026567,
		0.114308 1.105080 1.008404
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.054204 0.801534 0.960728,
		0.050241 0.876344 0.811617,
		0.055355 0.917275 0.670391,
		0.091535 0.953455 0.409418,
		0.122342 0.950432 0.354656,
		0.142344 0.950394 0.346889,
		0.038282 0.737192 0.811399,
		0.034572 0.822901 0.666250,
		0.039309 0.876946 0.531650,
		0.073475 0.943783 0.289259,
		0.102688 0.948293 0.235622,
		0.120509 0.947993 0.220813,
		0.017275 0.633941 0.651216,
		0.014885 0.733603 0.516882,
		0.020313 0.803814 0.395760,
		0.054602 0.907414 0.185657,
		0.083290 0.922510 0.139997,
		0.100000 0.925000 0.125000,
		0.003455 0.386788 0.390243,
		0.005845 0.520460 0.291244,
		0.014792 0.629111 0.210786,
		0.053602 0.818449 0.092668,
		0.083377 0.860823 0.076669,
		0.100000 0.875000 0.075000,
		0.010643 0.242886 0.289454,
		0.016534 0.386606 0.204144,
		0.028354 0.507520 0.140041,
		0.071646 0.725813 0.059959,
		0.103076 0.774869 0.054813,
		0.120769 0.787932 0.055829,
		0.023693 0.110303 0.227326,
		0.034197 0.257114 0.151727,
		0.050000 0.383333 0.100000,
		0.100000 0.616667 0.050000,
		0.134197 0.665447 0.051727,
		0.154069 0.670439 0.051452
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.036076 0.893368 0.244028,
		0.034197 0.744614 0.151727,
		0.050000 0.616667 0.100000,
		0.100000 0.383333 0.050000,
		0.134197 0.336280 0.051727,
		0.155894 0.331936 0.052413,
		0.021137 0.764887 0.306858,
		0.015904 0.617640 0.204378,
		0.028354 0.493631 0.140041,
		0.071646 0.273035 0.059959,
		0.102490 0.225059 0.053938,
		0.120833 0.212500 0.054167,
		0.010365 0.627031 0.404063,
		0.003455 0.488177 0.288854,
		0.014227 0.374991 0.209358,
		0.054167 0.180903 0.094097,
		0.083333 0.138889 0.077778,
		0.100000 0.125000 0.075000,
		0.010365 0.393698 0.637396,
		0.003455 0.285399 0.491632,
		0.014227 0.207630 0.376719,
		0.054167 0.094097 0.180903,
		0.083333 0.077778 0.138889,
		0.100000 0.075000 0.125000,
		0.021137 0.298221 0.773525,
		0.015904 0.202363 0.619656,
		0.028354 0.139465 0.494207,
		0.071646 0.060535 0.272459,
		0.102490 0.054226 0.224771,
		0.120833 0.054167 0.212500,
		0.036076 0.237118 0.900278,
		0.034197 0.150864 0.745477,
		0.050000 0.100000 0.616667,
		0.100000 0.050000 0.383333,
		0.134197 0.050864 0.337144,
		0.155894 0.050686 0.333663
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.015554 0.218750 0.091104,
		0.032114 0.148780 0.251727,
		0.050000 0.100000 0.383333,
		0.100000 0.050000 0.616667,
		0.132114 0.048780 0.718394,
		0.170737 0.073932 0.801468,
		0.005516 0.290447 0.247279,
		0.016843 0.205200 0.393827,
		0.029742 0.140854 0.512263,
		0.070258 0.059146 0.721071,
		0.097873 0.041785 0.811442,
		0.132243 0.050508 0.884068,
		0.003455 0.386788 0.390243,
		0.009263 0.285975 0.522138,
		0.016887 0.205776 0.626829,
		0.047341 0.091785 0.809959,
		0.070171 0.057995 0.888399,
		0.100000 0.050000 0.950000,
		0.017275 0.633941 0.651216,
		0.011467 0.501421 0.752654,
		0.007965 0.388938 0.828702,
		0.017146 0.209230 0.958176,
		0.029829 0.142005 1.011600,
		0.050000 0.100000 1.050000,
		0.033155 0.784753 0.769225,
		0.021252 0.636091 0.854859,
		0.011899 0.507179 0.916010,
		0.009867 0.294037 1.017503,
		0.017189 0.209806 1.057844,
		0.032243 0.150508 1.084067,
		0.052608 0.965391 0.857697,
		0.034321 0.800300 0.926952,
		0.018829 0.654671 0.972630,
		0.005010 0.407518 1.044990,
		0.006682 0.305994 1.071673,
		0.016332 0.229115 1.085144
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.009503 0.053802 0.808548,
		0.007025 0.239323 0.894525,
		0.010883 0.400608 0.966756,
		0.012956 0.661581 1.050864,
		0.012399 0.800523 1.063648,
		0.016287 0.935831 1.040670,
		0.008841 0.248932 0.724181,
		0.009204 0.409586 0.826993,
		0.015585 0.547020 0.915286,
		0.022073 0.762321 1.029974,
		0.023176 0.873078 1.063819,
		0.028175 0.974852 1.067673,
		0.010365 0.393698 0.637396,
		0.013856 0.533704 0.755044,
		0.023051 0.651505 0.857401,
		0.034531 0.829571 0.998675,
		0.037582 0.916362 1.051583,
		0.043983 0.988820 1.080271,
		0.010365 0.627031 0.404063,
		0.020693 0.734179 0.547388,
		0.036090 0.821152 0.673879,
		0.058712 0.941623 0.860331,
		0.066237 0.988917 0.947370,
		0.076017 1.011180 1.021729,
		0.008841 0.715599 0.257514,
		0.022645 0.804171 0.418223,
		0.041202 0.873584 0.561325,
		0.069508 0.960965 0.779456,
		0.079329 0.986366 0.888105,
		0.090856 0.981386 0.989846,
		0.017281 0.792807 0.063560,
		0.034618 0.860658 0.246196,
		0.056392 0.910365 0.410454,
		0.090499 0.960365 0.669354,
		0.102672 0.961725 0.804158,
		0.116004 0.927356 0.937824
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.110303 0.023984 0.225674,
		0.257114 0.034197 0.151727,
		0.383333 0.050000 0.100000,
		0.616667 0.100000 0.050000,
		0.665447 0.134197 0.051727,
		0.670439 0.154167 0.050902,
		0.242886 0.010773 0.288720,
		0.386606 0.016480 0.204450,
		0.507520 0.028354 0.140041,
		0.725813 0.071646 0.059959,
		0.774869 0.103066 0.054874,
		0.787932 0.120833 0.055462,
		0.386788 0.003455 0.390243,
		0.520460 0.005758 0.291733,
		0.629111 0.014803 0.210725,
		0.818449 0.053591 0.092730,
		0.860823 0.083333 0.076914,
		0.875000 0.100000 0.075000,
		0.633941 0.017275 0.651216,
		0.733603 0.014971 0.516392,
		0.803814 0.020561 0.394353,
		0.907414 0.054742 0.184862,
		0.922510 0.083333 0.139753,
		0.925000 0.100000 0.125000,
		0.737192 0.038412 0.810665,
		0.822901 0.034906 0.664354,
		0.876946 0.039870 0.528468,
		0.943783 0.073950 0.286567,
		0.948293 0.103066 0.233481,
		0.947993 0.120833 0.218978,
		0.801534 0.055079 0.955773,
		0.876344 0.051472 0.804643,
		0.917275 0.056910 0.661581,
		0.953455 0.093090 0.400608,
		0.950432 0.123832 0.346213,
		0.950394 0.143802 0.338630
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.792807 0.016383 0.059919,
		0.860658 0.034319 0.243641,
		0.910365 0.056910 0.407518,
		0.960365 0.093090 0.654671,
		0.961725 0.106679 0.777202,
		0.927356 0.121806 0.889701,
		0.715599 0.008841 0.256046,
		0.804171 0.023017 0.417116,
		0.873584 0.042092 0.559113,
		0.960965 0.071727 0.764049,
		0.986366 0.082465 0.859701,
		0.981386 0.095162 0.939550,
		0.627031 0.010365 0.404063,
		0.734179 0.020865 0.547388,
		0.821152 0.036509 0.672410,
		0.941623 0.059768 0.844943,
		0.988917 0.067739 0.918623,
		1.011180 0.078090 0.970729,
		0.393698 0.010365 0.637396,
		0.533704 0.013684 0.755044,
		0.651505 0.022632 0.855933,
		0.829571 0.033475 0.983287,
		0.916362 0.036081 1.022836,
		0.988820 0.041910 1.029271,
		0.248932 0.008841 0.722713,
		0.409586 0.008832 0.825886,
		0.547020 0.014695 0.913073,
		0.762321 0.019854 1.014566,
		0.873078 0.020040 1.035414,
		0.974852 0.023869 1.017377,
		0.053802 0.010400 0.804907,
		0.239323 0.007324 0.891971,
		0.400608 0.010365 0.963820,
		0.661581 0.010365 1.036180,
		0.800523 0.008392 1.036692,
		0.935831 0.010485 0.992548
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.965391 0.051572 0.851824,
		0.800300 0.033026 0.919610,
		0.654671 0.017275 0.963820,
		0.407518 0.003455 1.036180,
		0.305994 0.005386 1.064331,
		0.229115 0.015295 1.079270,
		0.784753 0.033026 0.768490,
		0.636091 0.020949 0.853146,
		0.507179 0.011380 0.913073,
		0.294037 0.009349 1.014566,
		0.209806 0.016887 1.056131,
		0.150508 0.032114 1.083333,
		0.633941 0.017275 0.651216,
		0.501421 0.011380 0.752165,
		0.388938 0.007706 0.827234,
		0.209230 0.016887 0.956707,
		0.142005 0.029742 1.011111,
		0.100000 0.050000 1.050000,
		0.386788 0.003455 0.390243,
		0.285975 0.009349 0.522627,
		0.205776 0.016887 0.626829,
		0.091785 0.047341 0.809959,
		0.057995 0.070258 0.888889,
		0.050000 0.100000 0.950000,
		0.290447 0.005386 0.246545,
		0.205200 0.016887 0.394071,
		0.140854 0.029742 0.512263,
		0.059146 0.070258 0.721071,
		0.041785 0.097917 0.811687,
		0.050508 0.132114 0.883333,
		0.218750 0.015295 0.089635,
		0.148780 0.032114 0.251727,
		0.100000 0.050000 0.383333,
		0.050000 0.100000 0.616667,
		0.048780 0.132114 0.718394,
		0.073932 0.170477 0.800000
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.237118 0.036076 0.900278,
		0.150864 0.034197 0.745477,
		0.100000 0.050000 0.616667,
		0.050000 0.100000 0.383333,
		0.050864 0.134197 0.337144,
		0.050686 0.155894 0.333663,
		0.298221 0.021137 0.773525,
		0.202363 0.015904 0.619656,
		0.139465 0.028354 0.494207,
		0.060535 0.071646 0.272459,
		0.054226 0.102490 0.224771,
		0.054167 0.120833 0.212500,
		0.393698 0.010365 0.637396,
		0.285399 0.003455 0.491632,
		0.207630 0.014227 0.376719,
		0.094097 0.054167 0.180903,
		0.077778 0.083333 0.138889,
		0.075000 0.100000 0.125000,
		0.627031 0.010365 0.404063,
		0.488177 0.003455 0.288854,
		0.374991 0.014227 0.209358,
		0.180903 0.054167 0.094097,
		0.138889 0.083333 0.077778,
		0.125000 0.100000 0.075000,
		0.764887 0.021137 0.306858,
		0.617640 0.015904 0.204378,
		0.493631 0.028354 0.140041,
		0.273035 0.071646 0.059959,
		0.225059 0.102490 0.053938,
		0.212500 0.120833 0.054167,
		0.893368 0.036076 0.244028,
		0.744614 0.034197 0.151727,
		0.616667 0.050000 0.100000,
		0.383333 0.100000 0.050000,
		0.336280 0.134197 0.051727,
		0.331936 0.155894 0.052413
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.044227 0.055079 1.198466,
		1.195357 0.051472 1.123656,
		1.338419 0.056910 1.082725,
		1.599392 0.093090 1.046545,
		1.653787 0.123832 1.049568,
		1.661370 0.143802 1.049606,
		1.189335 0.038412 1.262808,
		1.335646 0.034906 1.177099,
		1.471532 0.039870 1.123054,
		1.713433 0.073950 1.056217,
		1.766519 0.103066 1.051707,
		1.781022 0.120833 1.052007,
		1.348784 0.017275 1.366059,
		1.483608 0.014971 1.266397,
		1.605647 0.020561 1.196186,
		1.815138 0.054742 1.092586,
		1.860247 0.083333 1.077490,
		1.875000 0.100000 1.075000,
		1.609757 0.003455 1.613212,
		1.708267 0.005758 1.479540,
		1.789275 0.014803 1.370889,
		1.907270 0.053591 1.181551,
		1.923086 0.083333 1.139177,
		1.925000 0.100000 1.125000,
		1.711280 0.010773 1.757114,
		1.795550 0.016480 1.613394,
		1.859959 0.028354 1.492480,
		1.940041 0.071646 1.274187,
		1.945126 0.103066 1.225131,
		1.944538 0.120833 1.212068,
		1.774326 0.023984 1.889697,
		1.848273 0.034197 1.742886,
		1.900000 0.050000 1.616667,
		1.950000 0.100000 1.383333,
		1.948273 0.134197 1.334553,
		1.949098 0.154167 1.329561
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.755972 0.036076 1.106632,
		1.848273 0.034197 1.255386,
		1.900000 0.050000 1.383333,
		1.950000 0.100000 1.616667,
		1.948273 0.134197 1.663720,
		1.947587 0.155894 1.668064,
		1.693142 0.021137 1.235113,
		1.795622 0.015904 1.382360,
		1.859959 0.028354 1.506369,
		1.940041 0.071646 1.726965,
		1.946062 0.102490 1.774941,
		1.945833 0.120833 1.787500,
		1.595937 0.010365 1.372968,
		1.711146 0.003455 1.511823,
		1.790642 0.014227 1.625009,
		1.905903 0.054167 1.819097,
		1.922222 0.083333 1.861111,
		1.925000 0.100000 1.875000,
		1.362604 0.010365 1.606302,
		1.508368 0.003455 1.714601,
		1.623281 0.014227 1.792370,
		1.819097 0.054167 1.905903,
		1.861111 0.083333 1.922222,
		1.875000 0.100000 1.925000,
		1.226475 0.021137 1.701779,
		1.380344 0.015904 1.797637,
		1.505793 0.028354 1.860535,
		1.727540 0.071646 1.939465,
		1.775229 0.102490 1.945774,
		1.787500 0.120833 1.945833,
		1.099722 0.036076 1.762882,
		1.254523 0.034197 1.849136,
		1.383333 0.050000 1.900000,
		1.616667 0.100000 1.950000,
		1.662856 0.134197 1.949136,
		1.666337 0.155894 1.949314
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.910365 0.015295 1.781250,
		1.748273 0.032114 1.851220,
		1.616667 0.050000 1.900000,
		1.383333 0.100000 1.950000,
		1.281606 0.132114 1.951220,
		1.200000 0.170477 1.926068,
		1.753455 0.005386 1.709553,
		1.605929 0.016887 1.794800,
		1.487737 0.029742 1.859146,
		1.278929 0.070258 1.940854,
		1.188313 0.097917 1.958215,
		1.116667 0.132114 1.949492,
		1.609757 0.003455 1.613212,
		1.477373 0.009349 1.714025,
		1.373171 0.016887 1.794225,
		1.190040 0.047341 1.908215,
		1.111111 0.070258 1.942005,
		1.050000 0.100000 1.950000,
		1.348784 0.017275 1.366059,
		1.247835 0.011380 1.498579,
		1.172766 0.007706 1.611062,
		1.043293 0.016887 1.790770,
		0.988889 0.029742 1.857995,
		0.950000 0.050000 1.900000,
		1.231510 0.033026 1.215247,
		1.146854 0.020949 1.363909,
		1.086927 0.011380 1.492821,
		0.985434 0.009349 1.705963,
		0.943869 0.016887 1.790194,
		0.916667 0.032114 1.849492,
		1.148176 0.051572 1.034609,
		1.080390 0.033026 1.199700,
		1.036180 0.017275 1.345329,
		0.963820 0.003455 1.592482,
		0.935669 0.005386 1.694006,
		0.920730 0.015295 1.770885
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.195093 0.010400 1.946198,
		1.108029 0.007324 1.760677,
		1.036180 0.010365 1.599392,
		0.963820 0.010365 1.338419,
		0.963308 0.008392 1.199477,
		1.007452 0.010485 1.064169,
		1.277287 0.008841 1.751068,
		1.174114 0.008832 1.590414,
		1.086927 0.014695 1.452980,
		0.985434 0.019854 1.237679,
		0.964586 0.020040 1.126922,
		0.982623 0.023869 1.025148,
		1.362604 0.010365 1.606302,
		1.244956 0.013684 1.466296,
		1.144067 0.022632 1.348495,
		1.016713 0.033475 1.170429,
		0.977164 0.036081 1.083638,
		0.970729 0.041910 1.011180,
		1.595937 0.010365 1.372968,
		1.452612 0.020865 1.265821,
		1.327590 0.036509 1.178848,
		1.155057 0.059768 1.058378,
		1.081377 0.067739 1.011083,
		1.029271 0.078090 0.988820,
		1.743954 0.008841 1.284401,
		1.582884 0.023017 1.195829,
		1.440887 0.042092 1.126416,
		1.235951 0.071727 1.039035,
		1.140299 0.082465 1.013634,
		1.060450 0.095162 1.018614,
		1.940081 0.016383 1.207193,
		1.756359 0.034319 1.139342,
		1.592482 0.056910 1.089635,
		1.345329 0.093090 1.039635,
		1.222798 0.106679 1.038275,
		1.110299 0.121806 1.072644
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.851824 0.025660 1.008697,
		0.919610 0.014887 1.181561,
		0.963820 0.010365 1.338419,
		1.036180 0.010365 1.599392,
		1.064331 0.014887 1.703507,
		1.079270 0.025660 1.781250,
		0.768490 0.007114 1.189335,
		0.853146 -0.000068 1.342891,
		0.913073 -0.000712 1.480729,
		1.014566 0.007622 1.704236,
		1.056131 0.016599 1.789906,
		1.083333 0.032114 1.849492,
		0.651216 0.000000 1.348784,
		0.752165 -0.003591 1.483608,
		0.827234 -0.000356 1.603000,
		0.956707 0.016311 1.790194,
		1.011111 0.029742 1.857995,
		1.050000 0.050000 1.900000,
		0.390243 0.000000 1.609757,
		0.522627 0.003591 1.708267,
		0.626829 0.014583 1.791921,
		0.809959 0.047917 1.908791,
		0.888889 0.070258 1.942005,
		0.950000 0.100000 1.950000,
		0.246545 0.007114 1.711280,
		0.394071 0.014295 1.792209,
		0.512263 0.029167 1.858571,
		0.721071 0.070833 1.941429,
		0.811687 0.097629 1.957927,
		0.883333 0.132114 1.949492,
		0.089635 0.020477 1.786432,
		0.251727 0.031250 1.850356,
		0.383333 0.050000 1.900000,
		0.616667 0.100000 1.950000,
		0.718394 0.131250 1.950356,
		0.800000 0.170477 1.926068
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.900278 0.029167 1.755972,
		0.745477 0.033333 1.848273,
		0.616667 0.050000 1.900000,
		0.383333 0.100000 1.950000,
		0.337144 0.133333 1.948273,
		0.333663 0.154167 1.947587,
		0.773525 0.012500 1.693142,
		0.619656 0.013889 1.795622,
		0.494207 0.027778 1.859959,
		0.272459 0.072222 1.940041,
		0.224771 0.102778 1.946062,
		0.212500 0.120833 1.945833,
		0.637396 0.000000 1.595937,
		0.491632 0.000000 1.711146,
		0.376719 0.012500 1.790642,
		0.180903 0.054167 1.905903,
		0.138889 0.083333 1.922222,
		0.125000 0.100000 1.925000,
		0.404063 0.000000 1.362604,
		0.288854 0.000000 1.508368,
		0.209358 0.012500 1.623281,
		0.094097 0.054167 1.819097,
		0.077778 0.083333 1.861111,
		0.075000 0.100000 1.875000,
		0.306858 0.012500 1.226475,
		0.204378 0.013889 1.380344,
		0.140041 0.027778 1.505793,
		0.059959 0.072222 1.727540,
		0.053938 0.102778 1.775229,
		0.054167 0.120833 1.787500,
		0.244028 0.029167 1.099722,
		0.151727 0.033333 1.254523,
		0.100000 0.050000 1.383333,
		0.050000 0.100000 1.616667,
		0.051727 0.133333 1.662856,
		0.052413 0.154167 1.666337
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.213568 0.020477 1.910365,
		0.149644 0.031250 1.748273,
		0.100000 0.050000 1.616667,
		0.050000 0.100000 1.383333,
		0.049644 0.131250 1.281606,
		0.073932 0.170477 1.200000,
		0.288720 0.007114 1.753455,
		0.207791 0.014295 1.605929,
		0.141429 0.029167 1.487737,
		0.058571 0.070833 1.278929,
		0.042073 0.097629 1.188313,
		0.050508 0.132114 1.116667,
		0.390243 0.000000 1.609757,
		0.291733 0.003591 1.477373,
		0.208079 0.014583 1.373171,
		0.091209 0.047917 1.190040,
		0.057995 0.070258 1.111111,
		0.050000 0.100000 1.050000,
		0.651216 0.000000 1.348784,
		0.516392 -0.003591 1.247835,
		0.397000 -0.000356 1.172766,
		0.209806 0.016311 1.043293,
		0.142005 0.029742 0.988889,
		0.100000 0.050000 0.950000,
		0.810665 0.007114 1.231510,
		0.657109 -0.000068 1.146854,
		0.519271 -0.000712 1.086927,
		0.295764 0.007622 0.985434,
		0.210094 0.016599 0.943869,
		0.150508 0.032114 0.916667,
		0.991303 0.025660 1.148176,
		0.818438 0.014887 1.080390,
		0.661581 0.010365 1.036180,
		0.400608 0.010365 0.963820,
		0.296493 0.014887 0.935669,
		0.218750 0.025660 0.920730
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.059919 0.004284 1.195093,
		0.243641 0.003006 1.108029,
		0.407518 0.003455 1.036180,
		0.654671 0.017275 0.963820,
		0.777202 0.031713 0.963308,
		0.889701 0.056615 1.007452,
		0.256046 0.001727 1.277287,
		0.417116 0.001301 1.174114,
		0.559113 0.002603 1.086927,
		0.764049 0.018127 0.985434,
		0.859701 0.033417 0.964586,
		0.939550 0.059171 0.982623,
		0.404063 0.000000 1.362604,
		0.547388 0.000000 1.244956,
		0.672410 0.001727 1.144067,
		0.844943 0.018103 1.016713,
		0.918623 0.033820 0.977164,
		0.970729 0.060000 0.970729,
		0.637396 0.000000 1.595937,
		0.755044 0.000000 1.452612,
		0.855933 0.001727 1.327590,
		0.983287 0.018103 1.155057,
		1.022836 0.033820 1.081377,
		1.029271 0.060000 1.029271,
		0.722713 0.001727 1.743954,
		0.825886 0.001301 1.582884,
		0.913073 0.002603 1.440887,
		1.014566 0.018127 1.235951,
		1.035414 0.033417 1.140299,
		1.017377 0.059171 1.060450,
		0.804907 0.004284 1.940081,
		0.891971 0.003006 1.756359,
		0.963820 0.003455 1.592482,
		1.036180 0.017275 1.345329,
		1.036692 0.031713 1.222798,
		0.992548 0.056615 1.110299
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.099722 0.237118 1.963923,
		1.254523 0.150864 1.965803,
		1.383333 0.100000 1.950000,
		1.616667 0.050000 1.900000,
		1.662856 0.050864 1.865803,
		1.666337 0.050686 1.844106,
		1.226475 0.298221 1.978863,
		1.380344 0.202363 1.984096,
		1.505793 0.139465 1.971646,
		1.727540 0.060535 1.928354,
		1.775229 0.054226 1.897510,
		1.787500 0.054167 1.879167,
		1.362604 0.393698 1.989635,
		1.508368 0.285399 1.996545,
		1.623281 0.207630 1.985773,
		1.819097 0.094097 1.945833,
		1.861111 0.077778 1.916667,
		1.875000 0.075000 1.900000,
		1.595937 0.627031 1.989635,
		1.711146 0.488177 1.996545,
		1.790642 0.374991 1.985773,
		1.905903 0.180903 1.945833,
		1.922222 0.138889 1.916667,
		1.925000 0.125000 1.900000,
		1.693142 0.764887 1.978863,
		1.795622 0.617640 1.984096,
		1.859959 0.493631 1.971646,
		1.940041 0.273035 1.928354,
		1.946062 0.225059 1.897510,
		1.945833 0.212500 1.879167,
		1.755972 0.893368 1.963923,
		1.848273 0.744614 1.965803,
		1.900000 0.616667 1.950000,
		1.950000 0.383333 1.900000,
		1.948273 0.336280 1.865803,
		1.947587 0.331936 1.844106
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.774035 0.110303 1.974364,
		1.848273 0.257114 1.965803,
		1.900000 0.383333 1.950000,
		1.950000 0.616667 1.900000,
		1.948273 0.665447 1.865803,
		1.949001 0.670439 1.845283,
		1.711151 0.242886 1.988493,
		1.795604 0.386606 1.983826,
		1.859959 0.507520 1.971646,
		1.940041 0.725813 1.928354,
		1.945137 0.774869 1.896996,
		1.944473 0.787932 1.878800,
		1.609757 0.386788 1.996545,
		1.708353 0.520460 1.994731,
		1.789264 0.629111 1.985136,
		1.907281 0.818449 1.946470,
		1.923129 0.860823 1.916911,
		1.925000 0.875000 1.900000,
		1.348784 0.633941 1.982725,
		1.483521 0.733603 1.984539,
		1.605398 0.803814 1.978031,
		1.814998 0.907414 1.944462,
		1.860204 0.922510 1.916422,
		1.875000 0.925000 1.900000,
		1.189206 0.737192 1.960854,
		1.335312 0.822901 1.963197,
		1.470970 0.876946 1.956949,
		1.712958 0.943783 1.923358,
		1.766141 0.948293 1.894793,
		1.780698 0.947993 1.877331,
		1.043353 0.801534 1.939966,
		1.194126 0.876344 1.941554,
		1.336865 0.917275 1.934280,
		1.597837 0.953455 1.898100,
		1.652297 0.950432 1.867725,
		1.659913 0.950394 1.847939
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.940979 0.792807 1.979975,
		1.756658 0.860658 1.963127,
		1.591964 0.910365 1.940153,
		1.342738 0.960365 1.892226,
		1.218791 0.961725 1.866365,
		1.104497 0.927356 1.830071,
		1.743954 0.715599 1.989690,
		1.582511 0.804171 1.975877,
		1.439997 0.873584 1.955695,
		1.233732 0.960965 1.912865,
		1.137163 0.986366 1.889130,
		1.056144 0.981386 1.854542,
		1.595937 0.627031 1.989635,
		1.452440 0.734179 1.979135,
		1.327171 0.821152 1.962023,
		1.154001 0.941623 1.924844,
		1.079876 0.988917 1.903515,
		1.027198 1.011180 1.870910,
		1.362604 0.393698 1.989635,
		1.245129 0.533704 1.986316,
		1.144485 0.651505 1.975899,
		1.017769 0.829571 1.951137,
		0.978665 0.916362 1.935172,
		0.972802 0.988820 1.907090,
		1.277287 0.248932 1.989690,
		1.174486 0.409586 1.990062,
		1.087817 0.547020 1.983093,
		0.987653 0.762321 1.964738,
		0.967722 0.873078 1.951556,
		0.986929 0.974852 1.925835,
		1.194196 0.053802 1.985958,
		1.107730 0.239323 1.990121,
		1.036699 0.400608 1.986699,
		0.966411 0.661581 1.974952,
		0.967315 0.800523 1.964652,
		1.013254 0.935831 1.941393
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.149213 0.965391 1.942555,
		1.081686 0.800300 1.959633,
		1.037735 0.654671 1.973915,
		0.965374 0.407518 1.987735,
		0.936964 0.305994 1.987272,
		0.921766 0.229115 1.978832,
		1.231639 0.784753 1.966240,
		1.147156 0.636091 1.977337,
		1.087445 0.507179 1.985683,
		0.985952 0.294037 1.987714,
		0.944171 0.209806 1.981400,
		0.916796 0.150508 1.967152,
		1.348784 0.633941 1.982725,
		1.247922 0.501421 1.988130,
		1.173025 0.388938 1.990826,
		1.043552 0.209230 1.981645,
		0.988975 0.142005 1.969768,
		0.950000 0.100000 1.950000,
		1.609757 0.386788 1.996545,
		1.477286 0.285975 1.991140,
		1.373171 0.205776 1.983113,
		1.190040 0.091785 1.952659,
		1.111025 0.057995 1.930232,
		1.050000 0.050000 1.900000,
		1.753584 0.290447 1.993880,
		1.605886 0.205200 1.983358,
		1.487737 0.140854 1.970258,
		1.278929 0.059146 1.929742,
		1.188270 0.041785 1.902328,
		1.116796 0.050508 1.867152,
		1.910624 0.218750 1.983237,
		1.748273 0.148780 1.967886,
		1.616667 0.100000 1.950000,
		1.383333 0.050000 1.900000,
		1.281606 0.048780 1.867886,
		1.200259 0.073932 1.828054
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.089117 0.213568 1.982459,
		0.251857 0.149644 1.968016,
		0.383333 0.100000 1.950000,
		0.616667 0.050000 1.900000,
		0.718524 0.049644 1.868016,
		0.800259 0.073932 1.828054,
		0.246416 0.288720 1.993621,
		0.394417 0.207791 1.983747,
		0.512349 0.141429 1.970344,
		0.720984 0.058571 1.929656,
		0.811687 0.042073 1.902371,
		0.883463 0.050508 1.867152,
		0.390761 0.390243 1.997063,
		0.523405 0.291733 1.992004,
		0.627174 0.208079 1.983459,
		0.809873 0.091209 1.952573,
		0.888803 0.057995 1.930232,
		0.950000 0.050000 1.900000,
		0.653807 0.651216 1.985317,
		0.754497 0.516392 1.990376,
		0.828702 0.397000 1.992035,
		0.957053 0.209806 1.981731,
		1.011197 0.142005 1.969768,
		1.050000 0.100000 1.950000,
		0.772507 0.810665 1.970127,
		0.856601 0.657109 1.980490,
		0.915405 0.519271 1.987497,
		1.015343 0.295764 1.987973,
		1.056477 0.210094 1.981444,
		1.083463 0.150508 1.967152,
		0.856747 0.991303 1.946442,
		0.923626 0.818438 1.962353,
		0.966411 0.661581 1.974952,
		1.036699 0.400608 1.986699,
		1.064202 0.296493 1.985847,
		1.078752 0.218750 1.977277
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.808964 0.059919 1.990913,
		0.892319 0.243641 1.990769,
		0.965374 0.407518 1.987735,
		1.037735 0.654671 1.973915,
		1.037201 0.777202 1.961154,
		0.997495 0.889701 1.940538,
		0.725967 0.256046 1.992945,
		0.826772 0.417116 1.990575,
		0.915778 0.559113 1.984906,
		1.017044 0.764049 1.964997,
		1.035477 0.859701 1.948482,
		1.019251 0.939550 1.923404,
		0.638951 0.404063 1.991190,
		0.755811 0.547388 1.986910,
		0.859375 0.672410 1.978922,
		0.986761 0.844943 1.953555,
		1.022768 0.918623 1.933603,
		1.028630 0.970729 1.904377,
		0.405618 0.637396 1.991190,
		0.551803 0.755044 1.983723,
		0.681697 0.855933 1.971728,
		0.855751 0.983287 1.936708,
		0.924119 1.022836 1.910511,
		0.971370 1.029271 1.873623,
		0.259301 0.722713 1.992945,
		0.424768 0.825886 1.983900,
		0.572445 0.913073 1.969918,
		0.779070 1.014566 1.930106,
		0.868237 1.035414 1.900803,
		0.940802 1.017377 1.860101,
		0.081821 0.804907 2.000980,
		0.271188 0.891971 1.990374,
		0.441268 0.963820 1.974422,
		0.689702 1.036180 1.929849,
		0.804287 1.036692 1.897457,
		0.906784 0.992548 1.852956
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.991555 0.851824 1.933878,
		0.823256 0.919610 1.944070,
		0.675758 0.963820 1.950012,
		0.455212 1.036180 1.954259,
		0.382164 1.064331 1.952564,
		0.341060 1.079270 1.947838,
		0.817418 0.768490 1.967736,
		0.666948 0.853146 1.974599,
		0.536090 0.913073 1.976683,
		0.346445 1.014566 1.972160,
		0.287658 1.056131 1.965552,
		0.259624 1.083333 1.955386,
		0.653807 0.651216 1.985317,
		0.520549 0.752165 1.988782,
		0.405712 0.827234 1.986941,
		0.245729 0.956707 1.973512,
		0.200582 1.011111 1.961924,
		0.185000 1.050000 1.946250,
		0.390761 0.390243 1.997063,
		0.290687 0.522627 1.993598,
		0.206653 0.626829 1.983771,
		0.103519 0.809959 1.952260,
		0.084418 0.888889 1.930576,
		0.092500 0.950000 1.903750,
		0.291326 0.246545 1.991230,
		0.207224 0.394071 1.984231,
		0.137974 0.512263 1.970344,
		0.062026 0.721071 1.929656,
		0.055328 0.811687 1.902856,
		0.074624 0.883333 1.870386,
		0.223835 0.089635 1.978615,
		0.155086 0.251727 1.968016,
		0.100000 0.383333 1.950000,
		0.050000 0.616667 1.900000,
		0.055086 0.718394 1.868016,
		0.084977 0.800000 1.829835
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.245064 0.900278 1.964960,
		0.151857 0.745477 1.965932,
		0.100000 0.616667 1.950000,
		0.050000 0.383333 1.900000,
		0.051857 0.337144 1.865932,
		0.052672 0.333663 1.844365,
		0.308154 0.773525 1.980158,
		0.204680 0.619656 1.984398,
		0.140127 0.494207 1.971733,
		0.059873 0.272459 1.928267,
		0.053895 0.224771 1.897467,
		0.054167 0.212500 1.879167,
		0.405618 0.637396 1.991190,
		0.289373 0.491632 1.997063,
		0.209617 0.376719 1.986032,
		0.094097 0.180903 1.945833,
		0.077778 0.138889 1.916667,
		0.075000 0.125000 1.900000,
		0.638951 0.404063 1.991190,
		0.492150 0.288854 1.997063,
		0.376978 0.209358 1.986032,
		0.180903 0.094097 1.945833,
		0.138889 0.077778 1.916667,
		0.125000 0.075000 1.900000,
		0.774820 0.306858 1.980158,
		0.619958 0.204378 1.984398,
		0.494294 0.140041 1.971733,
		0.272373 0.059959 1.928267,
		0.224728 0.053938 1.897467,
		0.212500 0.054167 1.879167,
		0.901314 0.244028 1.964960,
		0.745607 0.151727 1.965932,
		0.616667 0.100000 1.950000,
		0.383333 0.050000 1.900000,
		0.337274 0.051727 1.865932,
		0.333922 0.052413 1.844365
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.030744 0.089635 1.787340,
		0.036692 0.251727 1.851090,
		0.050000 0.383333 1.900000,
		0.100000 0.616667 1.950000,
		0.136692 0.718394 1.951090,
		0.181522 0.800000 1.925755,
		0.009720 0.246545 1.712937,
		0.013729 0.394071 1.793682,
		0.025711 0.512263 1.859060,
		0.074289 0.721071 1.940940,
		0.110883 0.811687 1.957442,
		0.156230 0.883333 1.946992,
		0.000518 0.390243 1.612694,
		0.002544 0.522627 1.711078,
		0.013158 0.626829 1.793567,
		0.060226 0.809959 1.908614,
		0.096680 0.888889 1.941172,
		0.142500 0.950000 1.946250,
		0.002591 0.651216 1.363467,
		0.000565 0.752165 1.498417,
		0.008356 0.827234 1.616415,
		0.052233 0.956707 1.800371,
		0.088320 1.011111 1.866328,
		0.135000 1.050000 1.903750,
		0.013866 0.768490 1.214485,
		0.009772 0.853146 1.368360,
		0.016107 0.913073 1.504757,
		0.058303 1.014566 1.724454,
		0.094162 1.056131 1.807755,
		0.141230 1.083333 1.861992,
		0.025911 0.851824 1.049159,
		0.019704 0.919610 1.222604,
		0.024542 0.963820 1.378043,
		0.064969 1.036180 1.634769,
		0.100558 1.064331 1.736056,
		0.147970 1.079270 1.807752
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.026186 0.804907 1.934817,
		0.030553 0.891971 1.762979,
		0.037205 0.963820 1.614606,
		0.052306 1.036180 1.398206,
		0.058798 1.036692 1.293628,
		0.073698 0.992548 1.200728,
		0.004982 0.722713 1.749281,
		0.008953 0.825886 1.597682,
		0.015935 0.913073 1.468367,
		0.033148 1.014566 1.287719,
		0.041954 1.035414 1.206079,
		0.060423 1.017377 1.141178,
		0.001555 0.637396 1.604747,
		0.004415 0.755044 1.468890,
		0.011014 0.855933 1.354135,
		0.028911 0.983287 1.200245,
		0.039315 1.022836 1.137046,
		0.060641 1.029271 1.095647,
		0.001555 0.404063 1.371414,
		0.000767 0.547388 1.258046,
		0.005169 0.672410 1.163417,
		0.021578 0.844943 1.045055,
		0.033751 0.918623 1.009742,
		0.059359 0.970729 1.006353,
		0.004982 0.256046 1.282615,
		0.002187 0.417116 1.182237,
		0.005307 0.559113 1.099417,
		0.020605 0.764049 1.002310,
		0.033479 0.859701 0.982686,
		0.061045 0.939550 1.000048,
		0.008341 0.059919 1.199896,
		0.003354 0.243641 1.114255,
		0.005010 0.407518 1.044990,
		0.018829 0.654671 0.972630,
		0.032221 0.777202 0.970441,
		0.061562 0.889701 1.010299
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.030583 0.991303 1.176075,
		0.018904 0.818438 1.103149,
		0.012956 0.661581 1.050864,
		0.010883 0.400608 0.966756,
		0.014758 0.296493 0.934935,
		0.025142 0.218750 0.917793,
		0.011130 0.810665 1.254269,
		0.003387 0.657109 1.166432,
		0.001620 0.519271 1.100142,
		0.008399 0.295764 0.989839,
		0.016944 0.210094 0.945826,
		0.032243 0.150508 0.917401,
		0.002591 0.651216 1.363467,
		-0.001259 0.516392 1.261050,
		0.001112 0.397000 1.181087,
		0.016656 0.209806 1.045251,
		0.029829 0.142005 0.989378,
		0.050000 0.100000 0.950000,
		0.000518 0.390243 1.612694,
		0.004368 0.291733 1.481778,
		0.014929 0.208079 1.375129,
		0.047830 0.091209 1.189551,
		0.070171 0.057995 1.110622,
		0.100000 0.050000 1.050000,
		0.006984 0.288720 1.752721,
		0.014641 0.207791 1.607887,
		0.029253 0.141429 1.488227,
		0.070747 0.058571 1.278440,
		0.097629 0.042073 1.188313,
		0.132243 0.050508 1.117401,
		0.019959 0.213568 1.907428,
		0.031380 0.149644 1.749007,
		0.050000 0.100000 1.616667,
		0.100000 0.050000 1.383333,
		0.131380 0.049644 1.282340,
		0.170737 0.073932 1.201468
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.030203 0.244028 1.105595,
		0.033463 0.151727 1.255257,
		0.050000 0.100000 1.383333,
		0.100000 0.050000 1.616667,
		0.133463 0.051727 1.663590,
		0.154426 0.052413 1.667805,
		0.013796 0.306858 1.233817,
		0.014191 0.204378 1.382057,
		0.027864 0.140041 1.506282,
		0.072136 0.059959 1.727051,
		0.102735 0.053938 1.774984,
		0.120833 0.054167 1.787500,
		0.001555 0.404063 1.371414,
		0.000518 0.288854 1.511305,
		0.012759 0.209358 1.624750,
		0.054167 0.094097 1.819097,
		0.083333 0.077778 1.861111,
		0.100000 0.075000 1.875000,
		0.001555 0.637396 1.604747,
		0.000518 0.491632 1.714082,
		0.012759 0.376719 1.792111,
		0.054167 0.180903 1.905903,
		0.083333 0.138889 1.922222,
		0.100000 0.125000 1.925000,
		0.013796 0.773525 1.700484,
		0.014191 0.619656 1.797335,
		0.027864 0.494207 1.860449,
		0.072136 0.272459 1.939551,
		0.102735 0.224771 1.945817,
		0.120833 0.212500 1.945833,
		0.030203 0.900278 1.761845,
		0.033463 0.745477 1.849007,
		0.050000 0.616667 1.900000,
		0.100000 0.383333 1.950000,
		0.133463 0.337144 1.949007,
		0.154426 0.333663 1.949055
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.911085 1.910365 1.790821,
		0.776621 1.748273 1.892787,
		0.624167 1.616667 1.925000,
		0.375833 1.383333 1.925000,
		0.279954 1.281606 1.892787,
		0.230185 1.200000 1.845668,
		0.812007 1.753455 1.764187,
		0.687037 1.605929 1.874101,
		0.542886 1.487737 1.915191,
		0.308781 1.278929 1.934808,
		0.218825 1.188313 1.913335,
		0.173790 1.116667 1.877886,
		0.751900 1.609757 1.749482,
		0.632862 1.477373 1.864295,
		0.493454 1.373171 1.911217,
		0.266454 1.190040 1.944357,
		0.178862 1.111111 1.930576,
		0.135000 1.050000 1.903750,
		0.759501 1.348784 1.747409,
		0.645206 1.247835 1.865928,
		0.508160 1.172766 1.918417,
		0.281127 1.043293 1.966415,
		0.191138 0.988889 1.961924,
		0.142500 0.950000 1.946250,
		0.827209 1.231510 1.760041,
		0.711723 1.146854 1.877367,
		0.572298 1.086927 1.929592,
		0.338126 0.985434 1.978925,
		0.243378 0.943869 1.976032,
		0.188790 0.916667 1.962886,
		0.955304 1.148176 1.767849,
		0.835068 1.080390 1.880934,
		0.689702 1.036180 1.929849,
		0.441268 0.963820 1.974422,
		0.338199 0.935669 1.970080,
		0.274102 0.920730 1.956416
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.259851 1.195093 1.993826,
		0.340112 1.108029 1.952564,
		0.455212 1.036180 1.954259,
		0.675758 0.963820 1.950012,
		0.817434 0.963308 1.940299,
		0.954283 1.007452 1.891293,
		0.476854 1.277287 1.939721,
		0.524481 1.174114 1.910526,
		0.608653 1.086927 1.922827,
		0.770751 0.985434 1.936870,
		0.879047 0.964586 1.940880,
		0.978361 0.982623 1.910173,
		0.639034 1.362604 1.865112,
		0.661174 1.244956 1.849326,
		0.721564 1.144067 1.873574,
		0.839508 1.016713 1.908589,
		0.921571 0.977164 1.927661,
		0.990497 0.970729 1.916594,
		0.872367 1.595937 1.631779,
		0.857828 1.452612 1.645491,
		0.884947 1.327590 1.696315,
		0.943169 1.155057 1.778634,
		0.987061 1.081377 1.830513,
		1.009503 1.029271 1.861407,
		0.943521 1.743954 1.473054,
		0.911928 1.582884 1.508895,
		0.923698 1.440887 1.580385,
		0.954632 1.235951 1.701116,
		0.980724 1.140299 1.776777,
		0.981211 1.060450 1.836030,
		0.981908 1.940081 1.265786,
		0.934548 1.756359 1.331134,
		0.932255 1.592482 1.430670,
		0.938474 1.345329 1.604570,
		0.948053 1.222798 1.711393,
		0.927870 1.110299 1.806384
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.800889 1.044227 1.898759,
		0.909015 1.195357 1.778833,
		0.939165 1.338419 1.640750,
		0.931564 1.599392 1.394490,
		0.895541 1.653787 1.338832,
		0.868730 1.661370 1.321277,
		0.773657 1.189335 1.808207,
		0.888869 1.335646 1.689694,
		0.927060 1.471532 1.552813,
		0.937450 1.713433 1.308528,
		0.910360 1.766519 1.253884,
		0.892420 1.781022 1.237369,
		0.759501 1.348784 1.747409,
		0.877560 1.483608 1.629983,
		0.919553 1.605647 1.493975,
		0.939456 1.815138 1.251010,
		0.917059 1.860247 1.197052,
		0.903750 1.875000 1.181250,
		0.751900 1.609757 1.749482,
		0.867175 1.708267 1.633574,
		0.908292 1.789275 1.498657,
		0.930262 1.907270 1.257021,
		0.908775 1.923086 1.203781,
		0.896250 1.925000 1.188750,
		0.758455 1.711280 1.812352,
		0.867081 1.795550 1.697116,
		0.902504 1.859959 1.562657,
		0.914996 1.940041 1.321510,
		0.888706 1.945126 1.268541,
		0.871317 1.944538 1.253807,
		0.770057 1.774326 1.906659,
		0.866777 1.848273 1.792006,
		0.891250 1.900000 1.657917,
		0.883750 1.950000 1.417083,
		0.847402 1.948273 1.364298,
		0.819893 1.949098 1.349773
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.958514 1.755972 1.312375,
		0.918756 1.848273 1.356485,
		0.908750 1.900000 1.442083,
		0.866250 1.950000 1.632917,
		0.838131 1.948273 1.684193,
		0.828320 1.947587 1.696121,
		0.937876 1.693142 1.471413,
		0.904728 1.795622 1.504168,
		0.902851 1.859959 1.576893,
		0.879649 1.940041 1.738940,
		0.853705 1.946062 1.783298,
		0.838594 1.945833 1.795781,
		0.872367 1.595937 1.631779,
		0.851206 1.711146 1.650176,
		0.862834 1.790642 1.707024,
		0.869679 1.905903 1.834280,
		0.851285 1.922222 1.868715,
		0.836250 1.925000 1.878750,
		0.639034 1.362604 1.865112,
		0.652595 1.508368 1.848787,
		0.701983 1.623281 1.867875,
		0.790425 1.819097 1.913533,
		0.797882 1.861111 1.922118,
		0.793750 1.875000 1.921250,
		0.471209 1.226475 1.938079,
		0.498513 1.380344 1.910383,
		0.563164 1.505793 1.916580,
		0.685169 1.727540 1.933420,
		0.701934 1.775229 1.935069,
		0.699635 1.787500 1.934740,
		0.312108 1.099722 1.958781,
		0.349538 1.254523 1.925704,
		0.425833 1.383333 1.925000,
		0.574167 1.616667 1.925000,
		0.596621 1.662856 1.925704,
		0.592539 1.666337 1.931902
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.797681 1.950526 1.071175,
		0.900001 1.759636 1.222480,
		0.931564 1.599392 1.394490,
		0.939165 1.338419 1.640750,
		0.916270 1.198436 1.747460,
		0.885277 1.061281 1.794022,
		0.769266 1.752109 1.195246,
		0.881008 1.587582 1.333405,
		0.923079 1.452285 1.493042,
		0.953869 1.238373 1.716098,
		0.944019 1.127083 1.812847,
		0.927518 1.023785 1.851089,
		0.758206 1.602135 1.266675,
		0.875766 1.460046 1.397549,
		0.924743 1.345770 1.550672,
		0.971517 1.171069 1.762247,
		0.971107 1.084547 1.854894,
		0.965497 1.011180 1.890677,
		0.772372 1.352135 1.256675,
		0.894364 1.247072 1.384700,
		0.949945 1.166989 1.536518,
		1.014273 1.055010 1.748570,
		1.025539 1.010174 1.844738,
		1.034503 0.988820 1.887323,
		0.797599 1.252109 1.175246,
		0.918566 1.168212 1.308576,
		0.974208 1.107881 1.466471,
		1.040833 1.032570 1.692221,
		1.054697 1.011232 1.796879,
		1.067708 1.018538 1.849594,
		0.817359 1.166805 1.019460,
		0.934060 1.106729 1.164825,
		0.986524 1.068802 1.335526,
		1.048965 1.035469 1.588433,
		1.062186 1.040282 1.708310,
		1.076004 1.078903 1.777885
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		1.023151 1.172088 1.813864,
		0.991189 1.111855 1.715027,
		1.007521 1.070225 1.579346,
		1.027969 1.034045 1.344613,
		1.026835 1.039139 1.184607,
		0.977672 1.085689 1.024291,
		0.960222 1.257599 1.572894,
		0.941254 1.171888 1.515658,
		0.968155 1.107310 1.418149,
		1.004894 1.030294 1.252904,
		1.019558 1.007142 1.134024,
		0.993844 1.017619 1.021220,
		0.885065 1.353559 1.391125,
		0.879112 1.246258 1.365168,
		0.916604 1.162622 1.295509,
		0.969676 1.052547 1.179107,
		1.000159 1.005039 1.091033,
		0.997917 0.983333 1.015417,
		0.645513 1.600712 1.132225,
		0.665633 1.458012 1.148182,
		0.724351 1.344036 1.113579,
		0.810177 1.183403 1.053575,
		0.872341 1.094961 1.006467,
		0.917083 1.016667 0.984583,
		0.481118 1.751905 1.055094,
		0.524373 1.585038 1.091497,
		0.603801 1.449424 1.073913,
		0.726199 1.250576 1.041088,
		0.814302 1.135199 1.013952,
		0.892635 1.022142 1.018425,
		0.257443 1.961223 1.010571,
		0.333930 1.763720 1.066910,
		0.444167 1.600000 1.065833,
		0.623333 1.350000 1.059167,
		0.747472 1.201220 1.051494,
		0.869493 1.046932 1.081812
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.941391 1.061319 1.206195,
		0.813305 1.213720 1.087744,
		0.665000 1.350000 1.057500,
		0.402500 1.600000 1.067500,
		0.343514 1.651220 1.105660,
		0.324996 1.657127 1.134264,
		0.843887 1.201779 1.237646,
		0.718772 1.351630 1.110751,
		0.573106 1.482758 1.071135,
		0.315227 1.717242 1.060532,
		0.258013 1.768517 1.088539,
		0.240729 1.782292 1.107135,
		0.772372 1.352135 1.256675,
		0.650027 1.492378 1.126114,
		0.506802 1.611293 1.081902,
		0.253142 1.816146 1.060252,
		0.197500 1.860417 1.082882,
		0.181250 1.875000 1.096250,
		0.758206 1.602135 1.266675,
		0.640999 1.709045 1.138336,
		0.502253 1.789418 1.094489,
		0.256233 1.906771 1.069852,
		0.203333 1.922917 1.091285,
		0.188750 1.925000 1.103750,
		0.815553 1.701779 1.257646,
		0.700508 1.795380 1.136272,
		0.563592 1.859841 1.098461,
		0.320574 1.940159 1.084039,
		0.268638 1.945600 1.110726,
		0.254479 1.944792 1.128594,
		0.906703 1.764444 1.243226,
		0.793410 1.848095 1.134671,
		0.657917 1.900000 1.108750,
		0.417083 1.950000 1.116250,
		0.365701 1.948095 1.154046,
		0.351559 1.947752 1.183170
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.320106 1.760811 1.034003,
		0.357889 1.848095 1.082692,
		0.442083 1.900000 1.091250,
		0.632917 1.950000 1.133750,
		0.685597 1.948095 1.163317,
		0.698799 1.947015 1.172481,
		0.481649 1.699136 1.058897,
		0.507343 1.795711 1.099104,
		0.577829 1.859841 1.098114,
		0.738005 1.940159 1.119386,
		0.783018 1.945761 1.146756,
		0.796213 1.944538 1.162140,
		0.645513 1.600712 1.132225,
		0.656251 1.709858 1.157868,
		0.710162 1.789495 1.141250,
		0.833948 1.906695 1.129134,
		0.868427 1.923086 1.148226,
		0.878750 1.925000 1.163750,
		0.885065 1.353559 1.391125,
		0.860160 1.494412 1.375481,
		0.875188 1.611625 1.315445,
		0.914728 1.815714 1.212231,
		0.922406 1.860247 1.202608,
		0.921250 1.875000 1.206250,
		0.960753 1.204830 1.576697,
		0.924441 1.354233 1.543813,
		0.926441 1.482929 1.465469,
		0.936687 1.715855 1.323510,
		0.937380 1.767154 1.302932,
		0.936899 1.781022 1.304035,
		0.984392 1.061806 1.744541,
		0.943086 1.212454 1.697818,
		0.938474 1.345329 1.604570,
		0.932255 1.592482 1.430670,
		0.932376 1.643244 1.402538,
		0.938985 1.648922 1.404505
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.062937 1.961223 1.202583,
		0.221608 1.763720 1.100620,
		0.402500 1.600000 1.067500,
		0.665000 1.350000 1.057500,
		0.801817 1.201220 1.078537,
		0.888822 1.046932 1.107599,
		0.197607 1.751905 1.230145,
		0.340834 1.585038 1.118693,
		0.506697 1.449424 1.075274,
		0.739969 1.250576 1.043059,
		0.863563 1.135199 1.051751,
		0.938735 1.022142 1.067233,
		0.271225 1.600712 1.242063,
		0.405590 1.458012 1.124599,
		0.563005 1.344036 1.074359,
		0.780212 1.183403 1.026881,
		0.897163 1.094961 1.026706,
		0.967083 1.016667 1.032083,
		0.263624 1.353559 1.230317,
		0.393426 1.246258 1.107781,
		0.547108 1.162622 1.050850,
		0.758508 1.052547 0.986752,
		0.875337 1.005039 0.975794,
		0.947917 0.983333 0.967917,
		0.182405 1.257599 1.206651,
		0.317482 1.171888 1.084629,
		0.476854 1.107310 1.027403,
		0.700465 1.030294 0.961094,
		0.824789 1.007142 0.947795,
		0.906255 1.017619 0.936339,
		0.023885 1.172088 1.185756,
		0.171794 1.111855 1.067297,
		0.344413 1.070225 1.012825,
		0.595347 1.034045 0.950405,
		0.734724 1.039139 0.937813,
		0.832632 1.085689 0.925829
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.820521 1.166805 0.983687,
		0.724840 1.106729 1.011884,
		0.588660 1.068802 0.994248,
		0.351100 1.035469 0.968981,
		0.211983 1.040282 0.964220,
		0.091689 1.078903 0.996269,
		0.584769 1.252109 1.039667,
		0.528252 1.168212 1.057907,
		0.428833 1.107881 1.032014,
		0.259993 1.032570 0.993636,
		0.159122 1.011232 0.977954,
		0.080962 1.018538 0.994718,
		0.399508 1.352135 1.116190,
		0.373617 1.247072 1.123072,
		0.302424 1.166989 1.087524,
		0.185227 1.055010 1.033237,
		0.114066 1.010174 1.005237,
		0.069503 0.988820 1.005316,
		0.135341 1.602135 1.356190,
		0.153631 1.460046 1.337561,
		0.121812 1.345770 1.279904,
		0.073757 1.171069 1.188206,
		0.044940 1.084547 1.132770,
		0.050497 1.011180 1.096684,
		0.056436 1.752109 1.519668,
		0.094568 1.587582 1.480818,
		0.080190 1.452285 1.404642,
		0.062210 1.238373 1.279308,
		0.052318 1.127083 1.202689,
		0.080687 1.023785 1.141055,
		0.014658 1.950526 1.727660,
		0.070385 1.759636 1.661125,
		0.071200 1.599392 1.558965,
		0.078800 1.338419 1.385065,
		0.085587 1.198436 1.279799,
		0.134520 1.061281 1.185153
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.220358 1.061806 1.066166,
		0.101118 1.212454 1.194407,
		0.071200 1.345329 1.341975,
		0.078800 1.592482 1.602055,
		0.116319 1.643244 1.660320,
		0.144841 1.648922 1.678538,
		0.246478 1.204830 1.160851,
		0.117859 1.354233 1.286085,
		0.077967 1.482929 1.431074,
		0.064432 1.715855 1.686856,
		0.091517 1.767154 1.743448,
		0.109740 1.781022 1.760472,
		0.263624 1.353559 1.230317,
		0.130724 1.494412 1.352803,
		0.085957 1.611625 1.495475,
		0.061480 1.815714 1.747479,
		0.083229 1.860247 1.802660,
		0.096250 1.875000 1.818750,
		0.271225 1.600712 1.242063,
		0.139958 1.709858 1.359577,
		0.095634 1.789495 1.498134,
		0.069666 1.906695 1.743626,
		0.090938 1.923086 1.796506,
		0.103750 1.925000 1.811250,
		0.261679 1.699136 1.184345,
		0.137056 1.795711 1.299681,
		0.098781 1.859841 1.436490,
		0.083719 1.940159 1.679344,
		0.110579 1.945761 1.731382,
		0.129115 1.944538 1.745761,
		0.247303 1.760811 1.093246,
		0.135150 1.848095 1.206714,
		0.108750 1.900000 1.342083,
		0.116250 1.950000 1.582917,
		0.154525 1.948095 1.634422,
		0.184609 1.947015 1.648746
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.036252 1.764444 1.680871,
		0.083171 1.848095 1.642235,
		0.091250 1.900000 1.557917,
		0.133750 1.950000 1.367083,
		0.163796 1.948095 1.314526,
		0.173789 1.947752 1.301370,
		0.061083 1.701779 1.519742,
		0.099881 1.795380 1.493001,
		0.098433 1.859841 1.422254,
		0.119067 1.940159 1.261913,
		0.146703 1.945600 1.216937,
		0.162813 1.944792 1.203698,
		0.135341 1.602135 1.356190,
		0.159766 1.709045 1.344286,
		0.142539 1.789418 1.290051,
		0.128802 1.906771 1.166085,
		0.147778 1.922917 1.131632,
		0.163750 1.925000 1.121250,
		0.399508 1.352135 1.116190,
		0.382683 1.492378 1.139841,
		0.321394 1.611293 1.124513,
		0.213906 1.816146 1.085061,
		0.203056 1.860417 1.077535,
		0.206250 1.875000 1.078750,
		0.589416 1.201779 1.039742,
		0.555645 1.351630 1.074771,
		0.476003 1.482758 1.072497,
		0.328997 1.717242 1.062503,
		0.306912 1.768517 1.062042,
		0.307396 1.782292 1.062656,
		0.764689 1.061319 1.014778,
		0.717650 1.213720 1.054787,
		0.623333 1.350000 1.059167,
		0.444167 1.600000 1.065833,
		0.414525 1.651220 1.066037,
		0.415977 1.657127 1.059651
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.205485 1.940081 1.925024,
		0.108209 1.756359 1.773890,
		0.078800 1.592482 1.602055,
		0.071200 1.345329 1.341975,
		0.093007 1.222798 1.220203,
		0.122320 1.110299 1.144453,
		0.236763 1.743954 1.802506,
		0.130774 1.582884 1.663917,
		0.092206 1.440887 1.503939,
		0.065395 1.235951 1.266192,
		0.076824 1.140299 1.154392,
		0.094988 1.060450 1.087422,
		0.255701 1.595937 1.730825,
		0.144515 1.452612 1.599465,
		0.100304 1.327590 1.446025,
		0.061315 1.155057 1.219975,
		0.065883 1.081377 1.112831,
		0.076413 1.029271 1.049323,
		0.255701 1.362604 1.730825,
		0.141154 1.244956 1.603286,
		0.092691 1.144067 1.452288,
		0.043411 1.016713 1.228365,
		0.041291 0.977164 1.119897,
		0.043587 0.970729 1.052677,
		0.236763 1.277287 1.802506,
		0.123727 1.174114 1.671056,
		0.076328 1.086927 1.515458,
		0.028284 0.985434 1.280954,
		0.026009 0.964586 1.166003,
		0.027379 0.982623 1.091106,
		0.216449 1.195093 1.941971,
		0.108114 1.108029 1.800789,
		0.064969 1.036180 1.634769,
		0.024542 0.963820 1.378043,
		0.025303 0.963308 1.250786,
		0.028937 1.007452 1.162391
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.041484 1.148176 1.215188,
		0.067793 1.080390 1.285741,
		0.052306 1.036180 1.398206,
		0.037205 0.963820 1.614606,
		0.037591 0.935669 1.718540,
		0.060282 0.920730 1.799174,
		0.075481 1.231510 1.422180,
		0.096581 1.146854 1.465593,
		0.076500 1.086927 1.551848,
		0.053438 0.985434 1.717689,
		0.050458 0.943869 1.797275,
		0.070396 0.916667 1.854492,
		0.142834 1.348784 1.601375,
		0.155165 1.247835 1.621270,
		0.126928 1.172766 1.684939,
		0.088783 1.043293 1.807468,
		0.078875 0.988889 1.866328,
		0.092500 0.950000 1.903750,
		0.368567 1.609757 1.860275,
		0.356236 1.477373 1.840380,
		0.304565 1.373171 1.866121,
		0.222010 1.190040 1.916517,
		0.191125 1.111111 1.941172,
		0.185000 1.050000 1.946250,
		0.526946 1.753455 1.939980,
		0.498724 1.605929 1.903813,
		0.431775 1.487737 1.914212,
		0.319892 1.278929 1.935787,
		0.274957 1.188313 1.946963,
		0.255396 1.116667 1.939492,
		0.707630 1.910365 1.975134,
		0.659954 1.748273 1.926319,
		0.574167 1.616667 1.925000,
		0.425833 1.383333 1.925000,
		0.363288 1.281606 1.926319,
		0.326730 1.200000 1.909922
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.111066 1.099722 1.768024,
		0.232871 1.254523 1.889235,
		0.375833 1.383333 1.925000,
		0.624167 1.616667 1.925000,
		0.679954 1.662856 1.889235,
		0.697747 1.666337 1.861518,
		0.194126 1.226475 1.742563,
		0.312055 1.380344 1.871350,
		0.452053 1.505793 1.915601,
		0.696281 1.727540 1.934399,
		0.750198 1.775229 1.908215,
		0.766302 1.787500 1.890260,
		0.255701 1.362604 1.730825,
		0.370650 1.508368 1.862358,
		0.508580 1.623281 1.910268,
		0.750495 1.819097 1.938203,
		0.803438 1.861111 1.916771,
		0.818750 1.875000 1.903750,
		0.255701 1.595937 1.730825,
		0.366484 1.711146 1.858192,
		0.502070 1.790642 1.903757,
		0.742943 1.905903 1.930651,
		0.795729 1.922222 1.909062,
		0.811250 1.925000 1.896250,
		0.194126 1.693142 1.742563,
		0.302992 1.795622 1.862287,
		0.437574 1.859959 1.901122,
		0.678260 1.940041 1.916378,
		0.731135 1.946062 1.889152,
		0.746927 1.945833 1.870885,
		0.101222 1.755972 1.758180,
		0.208340 1.848273 1.864704,
		0.342083 1.900000 1.891250,
		0.582917 1.950000 1.883750,
		0.636048 1.948273 1.845329,
		0.652278 1.947587 1.816049
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.683738 1.774326 1.959054,
		0.643861 1.848273 1.916683,
		0.557917 1.900000 1.908750,
		0.367083 1.950000 1.866250,
		0.316152 1.948273 1.836058,
		0.303620 1.949098 1.825621,
		0.526342 1.711280 1.933989,
		0.496955 1.795550 1.899798,
		0.423338 1.859959 1.901469,
		0.260829 1.940041 1.881031,
		0.216903 1.945126 1.853525,
		0.204219 1.944538 1.837428,
		0.368567 1.609757 1.860275,
		0.352473 1.708267 1.840208,
		0.293984 1.789275 1.857428,
		0.165404 1.907270 1.870938,
		0.131285 1.923086 1.852062,
		0.121250 1.925000 1.836250,
		0.142834 1.348784 1.601375,
		0.158929 1.483608 1.621443,
		0.136300 1.605647 1.681649,
		0.086784 1.815138 1.786834,
		0.077882 1.860247 1.797105,
		0.078750 1.875000 1.793750,
		0.074877 1.189335 1.416189,
		0.100874 1.335646 1.452498,
		0.089984 1.471532 1.530371,
		0.067617 1.713433 1.673739,
		0.065132 1.766519 1.694757,
		0.065260 1.781022 1.693805,
		0.054434 1.044227 1.244629,
		0.084143 1.195357 1.293352,
		0.078800 1.338419 1.385065,
		0.071200 1.599392 1.558965,
		0.068941 1.653787 1.586904,
		0.062138 1.661370 1.584528
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.891563 1.970833 1.240052,
		0.751302 1.966667 1.174531,
		0.632917 1.950000 1.133750,
		0.442083 1.900000 1.091250,
		0.423594 1.866667 1.093906,
		0.435000 1.845833 1.094427,
		0.762500 1.987500 1.289583,
		0.622691 1.986111 1.209410,
		0.507187 1.972222 1.153368,
		0.326979 1.927778 1.079132,
		0.306510 1.897222 1.073576,
		0.308646 1.879167 1.073542,
		0.616667 2.000000 1.383333,
		0.484722 2.000000 1.286111,
		0.379514 1.987500 1.212413,
		0.224757 1.945833 1.101649,
		0.209722 1.916667 1.085486,
		0.210000 1.900000 1.082500,
		0.383333 2.000000 1.616667,
		0.281944 2.000000 1.480556,
		0.212153 1.987500 1.366753,
		0.137951 1.945833 1.173351,
		0.148611 1.916667 1.131181,
		0.160000 1.900000 1.117500,
		0.295833 1.987500 1.756250,
		0.207413 1.986111 1.606562,
		0.153021 1.972222 1.478576,
		0.114479 1.927778 1.255590,
		0.135677 1.897222 1.206285,
		0.150312 1.879167 1.193125,
		0.235312 1.970833 1.876615,
		0.157552 1.966667 1.719219,
		0.116250 1.950000 1.582917,
		0.108750 1.900000 1.342083,
		0.138177 1.866667 1.291510,
		0.153750 1.845833 1.284740
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.240052 1.970833 1.108438,
		0.174531 1.966667 1.248698,
		0.133750 1.950000 1.367083,
		0.091250 1.900000 1.557917,
		0.093906 1.866667 1.576406,
		0.094427 1.845833 1.565000,
		0.289583 1.987500 1.237500,
		0.209410 1.986111 1.377309,
		0.153368 1.972222 1.492813,
		0.079132 1.927778 1.673021,
		0.073576 1.897222 1.693490,
		0.073542 1.879167 1.691354,
		0.383333 2.000000 1.383333,
		0.286111 2.000000 1.515278,
		0.212413 1.987500 1.620486,
		0.101649 1.945833 1.775243,
		0.085486 1.916667 1.790278,
		0.082500 1.900000 1.790000,
		0.616667 2.000000 1.616667,
		0.480556 2.000000 1.718055,
		0.366753 1.987500 1.787847,
		0.173351 1.945833 1.862049,
		0.131181 1.916667 1.851389,
		0.117500 1.900000 1.840000,
		0.756250 1.987500 1.704167,
		0.606562 1.986111 1.792587,
		0.478576 1.972222 1.846979,
		0.255590 1.927778 1.885521,
		0.206285 1.897222 1.864323,
		0.193125 1.879167 1.849688,
		0.876615 1.970833 1.764688,
		0.719219 1.966667 1.842448,
		0.582917 1.950000 1.883750,
		0.342083 1.900000 1.891250,
		0.291510 1.866667 1.861823,
		0.284740 1.845833 1.846250
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.108437 1.970833 1.759948,
		0.248698 1.966667 1.825469,
		0.367083 1.950000 1.866250,
		0.557917 1.900000 1.908750,
		0.576406 1.866667 1.906094,
		0.565000 1.845833 1.905573,
		0.237500 1.987500 1.710417,
		0.377309 1.986111 1.790590,
		0.492813 1.972222 1.846632,
		0.673021 1.927778 1.920868,
		0.693490 1.897222 1.926424,
		0.691354 1.879167 1.926458,
		0.383333 2.000000 1.616667,
		0.515278 2.000000 1.713889,
		0.620486 1.987500 1.787587,
		0.775243 1.945833 1.898351,
		0.790278 1.916667 1.914514,
		0.790000 1.900000 1.917500,
		0.616667 2.000000 1.383333,
		0.718056 2.000000 1.519444,
		0.787847 1.987500 1.633247,
		0.862049 1.945833 1.826649,
		0.851389 1.916667 1.868819,
		0.840000 1.900000 1.882500,
		0.704167 1.987500 1.243750,
		0.792587 1.986111 1.393438,
		0.846979 1.972222 1.521424,
		0.885521 1.927778 1.744410,
		0.864323 1.897222 1.793715,
		0.849688 1.879167 1.806875,
		0.764688 1.970833 1.123385,
		0.842448 1.966667 1.280781,
		0.883750 1.950000 1.417083,
		0.891250 1.900000 1.657917,
		0.861823 1.866667 1.708490,
		0.846250 1.845833 1.715260
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
Separator {
Material { ambientColor 0.800000 0.100000 0.000000 }
ProfileCoordinate2 {
	point  [
		0.0 3.0 ,
		-3.0 0.0 ,
		0.0 -3.0 ,
		3.0 0.0
	]
}
NurbsProfile {
	knotVector[
	 0, 0, 1, 2, 3, 4, 4]
	index[
	 0, 1, 2, 3, 0]
}
Coordinate3 {
	point  [
		0.759948 1.970833 1.891562,
		0.825469 1.966667 1.751302,
		0.866250 1.950000 1.632917,
		0.908750 1.900000 1.442083,
		0.906094 1.866667 1.423594,
		0.905573 1.845833 1.435000,
		0.710417 1.987500 1.762500,
		0.790590 1.986111 1.622691,
		0.846632 1.972222 1.507187,
		0.920868 1.927778 1.326979,
		0.926424 1.897222 1.306510,
		0.926458 1.879167 1.308646,
		0.616667 2.000000 1.616667,
		0.713889 2.000000 1.484722,
		0.787587 1.987500 1.379514,
		0.898351 1.945833 1.224757,
		0.914514 1.916667 1.209722,
		0.917500 1.900000 1.210000,
		0.383333 2.000000 1.383333,
		0.519444 2.000000 1.281945,
		0.633247 1.987500 1.212153,
		0.826649 1.945833 1.137951,
		0.868819 1.916667 1.148611,
		0.882500 1.900000 1.160000,
		0.243750 1.987500 1.295833,
		0.393438 1.986111 1.207413,
		0.521424 1.972222 1.153021,
		0.744410 1.927778 1.114479,
		0.793715 1.897222 1.135677,
		0.806875 1.879167 1.150312,
		0.123385 1.970833 1.235312,
		0.280781 1.966667 1.157552,
		0.417083 1.950000 1.116250,
		0.657917 1.900000 1.108750,
		0.708490 1.866667 1.138177,
		0.715260 1.845833 1.153750
	]
}
NurbsSurface {
	numUControlPoints	 6
	numVControlPoints	 6
	uKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]

	vKnotVector [
		 -3.0, -3.0, -3.0, -3.0, 0.0, 0.0, 3.0, 3.0, 3.0, 3.0]
}
}
}
SHAR_EOF
fi # end of overwriting check
if test -f 'data2'
then
	echo shar: will not over-write existing file "'data2'"
else
cat << SHAR_EOF > 'data2'
72
4  3
               2  0.8500000238418579  1.850000023841858
1.850000023841858                 1  1.850000023841858
1.850000023841858                 1  1.149999976158142
               2  0.8500000238418579  1.149999976158142
               2               0.5               1.5
               2  0.1500000059604645  1.850000023841858
1.850000023841858  0.1500000059604645                 2
1.850000023841858  0.8500000238418579                 2
1.899999976158142  0.8999999761581421  1.899999976158142

4  3
               2  0.1500000059604645  1.850000023841858
1.850000023841858  0.1500000059604645                 2
1.850000023841858  0.8500000238418579                 2
               2  0.8500000238418579  1.850000023841858
               2               0.5               1.5
               2  0.1500000059604645  1.149999976158142
1.850000023841858                 0  1.149999976158142
1.850000023841858                 0  1.850000023841858
1.899999976158142  0.1000000014901161  1.899999976158142

4  3
               2  0.1500000059604645  1.149999976158142
1.850000023841858                 0  1.149999976158142
1.850000023841858                 0  1.850000023841858
               2  0.1500000059604645  1.850000023841858
               2               0.5               1.5
               2  0.8500000238418579  1.149999976158142
1.850000023841858  0.8500000238418579                 1
1.850000023841858  0.1500000059604645                 1
1.899999976158142  0.1000000014901161  1.100000023841858

4  3
               2  0.8500000238418579  1.149999976158142
1.850000023841858  0.8500000238418579                 1
1.850000023841858  0.1500000059604645                 1
               2  0.1500000059604645  1.149999976158142
               2               0.5               1.5
               2  0.8500000238418579  1.850000023841858
1.850000023841858                 1  1.850000023841858
1.850000023841858                 1  1.149999976158142
1.899999976158142  0.8999999761581421  1.100000023841858

4  5
1.102322220802307                 1  1.856218814849854
0.9961565136909485  1.108541011810303  1.799199104309082
0.9150000214576721  1.100000023841858  1.097499966621399
1.057500004768372                 1  1.095000028610229
1.464955568313599                 1  1.487804770469666
1.850000023841858                 1  1.850000023841858
1.850000023841858  0.8500000238418579                 2
1.067082047462463  0.8914589881896973  1.958541035652161
               1                 1  1.889000058174133

4  3
1.850000023841858                 1  1.850000023841858
1.850000023841858  0.8500000238418579                 2
1.067082047462463  0.8914589881896973  1.958541035652161
1.102322220802307                 1  1.856218814849854
1.464955568313599                 1  1.487804770469666
1.850000023841858                 1  1.149999976158142
               2  0.8500000238418579  1.149999976158142
               2  0.8500000238418579  1.850000023841858
1.899999976158142  0.8999999761581421  1.899999976158142

4  3
1.850000023841858                 1  1.149999976158142
               2  0.8500000238418579  1.149999976158142
               2  0.8500000238418579  1.850000023841858
1.850000023841858                 1  1.850000023841858
1.464955568313599                 1  1.487804770469666
1.057500004768372                 1  1.095000028610229
1.100000023841858  0.8999999761581421  0.9975000023841858
1.850000023841858  0.8500000238418579                 1
1.899999976158142  0.8999999761581421  1.100000023841858

4  6
1.057500004768372                 1  1.095000028610229
1.100000023841858  0.8999999761581421  0.9975000023841858
1.850000023841858  0.8500000238418579                 1
1.850000023841858                 1  1.149999976158142
1.464955568313599                 1  1.487804770469666
1.102322220802307                 1  1.856218814849854
0.9961565136909485  1.108541011810303  1.799199104309082
0.9150000214576721  1.100000023841858  1.097499966621399
0.9574999809265137                 1                 1

4  3
1.850000023841858  0.8500000238418579                 1
1.850000023841858                 1  1.149999976158142
1.057500004768372                 1  1.095000028610229
1.100000023841858  0.8999999761581421  0.9975000023841858
1.477135300636292  0.5021352767944336  0.9993749856948853
1.850000023841858  0.1500000059604645                 1
               2  0.1500000059604645  1.149999976158142
               2  0.8500000238418579  1.149999976158142
1.899999976158142  0.8999999761581421  1.100000023841858

4  3
1.850000023841858  0.1500000059604645                 1
               2  0.1500000059604645  1.149999976158142
               2  0.8500000238418579  1.149999976158142
1.850000023841858  0.8500000238418579                 1
1.477135300636292  0.5021352767944336  0.9993749856948853
1.108541011810303  0.1085410192608833                 1
1.067082047462463  0.04145897924900055  1.108541011810303
1.850000023841858                 0  1.149999976158142
1.899999976158142  0.1000000014901161  1.100000023841858

4  5
1.108541011810303  0.1085410192608833                 1
1.067082047462463  0.04145897924900055  1.108541011810303
1.850000023841858                 0  1.149999976158142
1.850000023841858  0.1500000059604645                 1
1.477135300636292  0.5021352767944336  0.9993749856948853
1.100000023841858  0.8999999761581421  0.9975000023841858
               1  0.8999999761581421  0.9024999737739563
               1  0.1085410192608833  0.8914589881896973
               1  0.05999999865889549                 1

4  6
1.100000023841858  0.8999999761581421  0.9975000023841858
               1  0.8999999761581421  0.9024999737739563
               1  0.1085410192608833  0.8914589881896973
1.108541011810303  0.1085410192608833                 1
1.477135300636292  0.5021352767944336  0.9993749856948853
1.850000023841858  0.8500000238418579                 1
1.850000023841858                 1  1.149999976158142
1.057500004768372                 1  1.095000028610229
0.9574999809265137                 1                 1

4  6
               1  0.8999999761581421  0.9024999737739563
0.8575000166893005                 1  0.9049999713897705
0.8500000238418579                 1  0.1500000059604645
               1  0.8500000238418579  0.1500000059604645
               1  0.5021352767944336  0.523489773273468
               1  0.1085410192608833  0.8914589881896973
1.108541011810303  0.1085410192608833                 1
1.100000023841858  0.8999999761581421  0.9975000023841858
0.9574999809265137                 1                 1

4  5
               1  0.1085410192608833  0.8914589881896973
1.108541011810303  0.1085410192608833                 1
1.100000023841858  0.8999999761581421  0.9975000023841858
               1  0.8999999761581421  0.9024999737739563
               1  0.5021352767944336  0.523489773273468
               1  0.1500000059604645  0.1500000059604645
0.8500000238418579                 0  0.1500000059604645
0.8914589881896973  0.04145897924900055  0.9329179525375366
               1  0.05999999865889549                 1

4  3
               1  0.1500000059604645  0.1500000059604645
0.8500000238418579                 0  0.1500000059604645
0.8914589881896973  0.04145897924900055  0.9329179525375366
               1  0.1085410192608833  0.8914589881896973
               1  0.5021352767944336  0.523489773273468
               1  0.8500000238418579  0.1500000059604645
0.8500000238418579  0.8500000238418579                 0
0.8500000238418579  0.1500000059604645                 0
0.8999999761581421  0.1000000014901161  0.1000000014901161

4  3
               1  0.8500000238418579  0.1500000059604645
0.8500000238418579  0.8500000238418579                 0
0.8500000238418579  0.1500000059604645                 0
               1  0.1500000059604645  0.1500000059604645
               1  0.5021352767944336  0.523489773273468
               1  0.8999999761581421  0.9024999737739563
0.8575000166893005                 1  0.9049999713897705
0.8500000238418579                 1  0.1500000059604645
0.8999999761581421  0.8999999761581421  0.1000000014901161

4  3
0.8500000238418579  0.1500000059604645                 0
               1  0.1500000059604645  0.1500000059604645
               1  0.8500000238418579  0.1500000059604645
0.8500000238418579  0.8500000238418579                 0
             0.5               0.5                 0
0.1500000059604645  0.1500000059604645                 0
0.1500000059604645                 0  0.1500000059604645
0.8500000238418579                 0  0.1500000059604645
0.8999999761581421  0.1000000014901161  0.1000000014901161

4  3
0.1500000059604645  0.1500000059604645                 0
0.1500000059604645                 0  0.1500000059604645
0.8500000238418579                 0  0.1500000059604645
0.8500000238418579  0.1500000059604645                 0
             0.5               0.5                 0
0.1500000059604645  0.8500000238418579                 0
               0  0.8500000238418579  0.1500000059604645
               0  0.1500000059604645  0.1500000059604645
0.1000000014901161  0.1000000014901161  0.1000000014901161

4  3
0.1500000059604645  0.8500000238418579                 0
               0  0.8500000238418579  0.1500000059604645
               0  0.1500000059604645  0.1500000059604645
0.1500000059604645  0.1500000059604645                 0
             0.5               0.5                 0
0.8500000238418579  0.8500000238418579                 0
0.8500000238418579                 1  0.1500000059604645
0.1500000059604645                 1  0.1500000059604645
0.1000000014901161  0.8999999761581421  0.1000000014901161

4  3
0.8500000238418579  0.8500000238418579                 0
0.8500000238418579                 1  0.1500000059604645
0.1500000059604645                 1  0.1500000059604645
0.1500000059604645  0.8500000238418579                 0
             0.5               0.5                 0
0.8500000238418579  0.1500000059604645                 0
               1  0.1500000059604645  0.1500000059604645
               1  0.8500000238418579  0.1500000059604645
0.8999999761581421  0.8999999761581421  0.1000000014901161

4  6
0.8575000166893005                 1  0.9049999713897705
0.8149999976158142  1.100000023841858  1.002500057220459
0.1046975627541542  1.108541011810303  1.092259883880615
0.1023221760988235                 1  0.9266991019248962
0.4899555444717407                 1  0.5329247713088989
0.8500000238418579                 1  0.1500000059604645
               1  0.8500000238418579  0.1500000059604645
               1  0.8999999761581421  0.9024999737739563
0.9574999809265137                 1                 1

4  3
0.8500000238418579                 1  0.1500000059604645
               1  0.8500000238418579  0.1500000059604645
               1  0.8999999761581421  0.9024999737739563
0.8575000166893005                 1  0.9049999713897705
0.4899555444717407                 1  0.5329247713088989
0.1500000059604645                 1  0.1500000059604645
0.1500000059604645  0.8500000238418579                 0
0.8500000238418579  0.8500000238418579                 0
0.8999999761581421  0.8999999761581421  0.1000000014901161

4  3
0.1500000059604645                 1  0.1500000059604645
0.1500000059604645  0.8500000238418579                 0
0.8500000238418579  0.8500000238418579                 0
0.8500000238418579                 1  0.1500000059604645
0.4899555444717407                 1  0.5329247713088989
0.1023221760988235                 1  0.9266991019248962
0.04145897924900055  0.8914589881896973  0.9329179525375366
               0  0.8500000238418579  0.1500000059604645
0.1000000014901161  0.8999999761581421  0.1000000014901161

4  5
0.1023221760988235                 1  0.9266991019248962
0.04145897924900055  0.8914589881896973  0.9329179525375366
               0  0.8500000238418579  0.1500000059604645
0.1500000059604645                 1  0.1500000059604645
0.4899555444717407                 1  0.5329247713088989
0.8575000166893005                 1  0.9049999713897705
0.8149999976158142  1.100000023841858  1.002500057220459
0.1046975627541542  1.108541011810303  1.092259883880615
0.05999999865889549                 1  1.050999999046326

4  3
               0  0.8500000238418579  0.1500000059604645
0.1500000059604645                 1  0.1500000059604645
0.1023221760988235                 1  0.9266991019248962
0.04145897924900055  0.8914589881896973  0.9329179525375366
0.01036474481225014  0.5103647708892822  0.5207294821739197
               0  0.1500000059604645  0.1500000059604645
0.1500000059604645  0.1500000059604645                 0
0.1500000059604645  0.8500000238418579                 0
0.1000000014901161  0.8999999761581421  0.1000000014901161

4  3
               0  0.1500000059604645  0.1500000059604645
0.1500000059604645  0.1500000059604645                 0
0.1500000059604645  0.8500000238418579                 0
               0  0.8500000238418579  0.1500000059604645
0.01036474481225014  0.5103647708892822  0.5207294821739197
               0  0.1500000059604645  0.8500000238418579
0.1500000059604645                 0  0.8500000238418579
0.1500000059604645                 0  0.1500000059604645
0.1000000014901161  0.1000000014901161  0.1000000014901161

4  4
               0  0.1500000059604645  0.8500000238418579
0.1500000059604645                 0  0.8500000238418579
0.1500000059604645                 0  0.1500000059604645
               0  0.1500000059604645  0.1500000059604645
0.01036474481225014  0.5103647708892822  0.5207294821739197
0.04145897924900055  0.8914589881896973  0.9329179525375366
0.006218846887350082  0.9329179525375366  1.102322220802307
               0  0.1500000059604645  1.149999976158142
0.07500000298023224  0.07500000298023224                 1

4  5
0.04145897924900055  0.8914589881896973  0.9329179525375366
0.006218846887350082  0.9329179525375366  1.102322220802307
               0  0.1500000059604645  1.149999976158142
               0  0.1500000059604645  0.8500000238418579
0.01036474481225014  0.5103647708892822  0.5207294821739197
               0  0.8500000238418579  0.1500000059604645
0.1500000059604645                 1  0.1500000059604645
0.1023221760988235                 1  0.9266991019248962
0.05999999865889549                 1  1.050999999046326

4  3
0.8500000238418579                 0  0.1500000059604645
0.8500000238418579  0.1500000059604645                 0
0.1500000059604645  0.1500000059604645                 0
0.1500000059604645                 0  0.1500000059604645
0.5103647708892822  0.01036474481225014  0.5207294821739197
0.8914589881896973  0.04145897924900055  0.9329179525375366
               1  0.1085410192608833  0.8914589881896973
               1  0.1500000059604645  0.1500000059604645
0.8999999761581421  0.1000000014901161  0.1000000014901161

4  5
0.8914589881896973  0.04145897924900055  0.9329179525375366
               1  0.1085410192608833  0.8914589881896973
               1  0.1500000059604645  0.1500000059604645
0.8500000238418579                 0  0.1500000059604645
0.5103647708892822  0.01036474481225014  0.5207294821739197
0.1500000059604645                 0  0.8500000238418579
0.1500000059604645                 0  1.149999976158142
0.9329179525375366                 0  1.067082047462463
               1  0.05999999865889549                 1

4  4
0.1500000059604645                 0  0.8500000238418579
0.1500000059604645                 0  1.149999976158142
0.9329179525375366                 0  1.067082047462463
0.8914589881896973  0.04145897924900055  0.9329179525375366
0.5103647708892822  0.01036474481225014  0.5207294821739197
0.1500000059604645                 0  0.1500000059604645
               0  0.1500000059604645  0.1500000059604645
               0  0.1500000059604645  0.8500000238418579
0.07500000298023224  0.07500000298023224                 1

4  3
0.1500000059604645                 0  0.1500000059604645
               0  0.1500000059604645  0.1500000059604645
               0  0.1500000059604645  0.8500000238418579
0.1500000059604645                 0  0.8500000238418579
0.5103647708892822  0.01036474481225014  0.5207294821739197
0.8500000238418579                 0  0.1500000059604645
0.8500000238418579  0.1500000059604645                 0
0.1500000059604645  0.1500000059604645                 0
0.1000000014901161  0.1000000014901161  0.1000000014901161

4  3
1.850000023841858                 0  1.149999976158142
1.850000023841858  0.1500000059604645                 1
1.108541011810303  0.1085410192608833                 1
1.067082047462463  0.04145897924900055  1.108541011810303
1.479270458221436  0.01036474481225014  1.489635229110718
1.850000023841858                 0  1.850000023841858
               2  0.1500000059604645  1.850000023841858
               2  0.1500000059604645  1.149999976158142
1.899999976158142  0.1000000014901161  1.100000023841858

4  3
1.850000023841858                 0  1.850000023841858
               2  0.1500000059604645  1.850000023841858
               2  0.1500000059604645  1.149999976158142
1.850000023841858                 0  1.149999976158142
1.479270458221436  0.01036474481225014  1.489635229110718
1.149999976158142                 0  1.850000023841858
1.149999976158142  0.1500000059604645                 2
1.850000023841858  0.1500000059604645                 2
1.899999976158142  0.1000000014901161  1.899999976158142

4  4
1.149999976158142                 0  1.850000023841858
1.149999976158142  0.1500000059604645                 2
1.850000023841858  0.1500000059604645                 2
1.850000023841858                 0  1.850000023841858
1.479270458221436  0.01036474481225014  1.489635229110718
1.067082047462463  0.04145897924900055  1.108541011810303
0.9329179525375366                 0  1.067082047462463
0.8500000238418579                 0  1.850000023841858
               1  0.07500000298023224  1.924999952316284

4  5
1.067082047462463  0.04145897924900055  1.108541011810303
0.9329179525375366                 0  1.067082047462463
0.8500000238418579                 0  1.850000023841858
1.149999976158142                 0  1.850000023841858
1.479270458221436  0.01036474481225014  1.489635229110718
1.850000023841858                 0  1.149999976158142
1.850000023841858  0.1500000059604645                 1
1.108541011810303  0.1085410192608833                 1
               1  0.05999999865889549                 1

4  4
0.8500000238418579                 0  1.850000023841858
1.149999976158142                 0  1.850000023841858
1.067082047462463  0.04145897924900055  1.108541011810303
0.9329179525375366                 0  1.067082047462463
0.5207294821739197                 0  1.479270458221436
0.1500000059604645                 0  1.850000023841858
0.1500000059604645  0.1500000059604645                 2
0.8500000238418579  0.1500000059604645                 2
               1  0.07500000298023224  1.924999952316284

4  3
0.1500000059604645                 0  1.850000023841858
0.1500000059604645  0.1500000059604645                 2
0.8500000238418579  0.1500000059604645                 2
0.8500000238418579                 0  1.850000023841858
0.5207294821739197                 0  1.479270458221436
0.1500000059604645                 0  1.149999976158142
               0  0.1500000059604645  1.149999976158142
               0  0.1500000059604645  1.850000023841858
0.1000000014901161  0.1000000014901161  1.899999976158142

4  4
0.1500000059604645                 0  1.149999976158142
               0  0.1500000059604645  1.149999976158142
               0  0.1500000059604645  1.850000023841858
0.1500000059604645                 0  1.850000023841858
0.5207294821739197                 0  1.479270458221436
0.9329179525375366                 0  1.067082047462463
0.8914589881896973  0.04145897924900055  0.9329179525375366
0.1500000059604645                 0  0.8500000238418579
0.07500000298023224  0.07500000298023224                 1

4  5
0.9329179525375366                 0  1.067082047462463
0.8914589881896973  0.04145897924900055  0.9329179525375366
0.1500000059604645                 0  0.8500000238418579
0.1500000059604645                 0  1.149999976158142
0.5207294821739197                 0  1.479270458221436
0.8500000238418579                 0  1.850000023841858
1.149999976158142                 0  1.850000023841858
1.067082047462463  0.04145897924900055  1.108541011810303
               1  0.05999999865889549                 1

4  3
1.850000023841858  0.1500000059604645                 2
1.850000023841858                 0  1.850000023841858
1.149999976158142                 0  1.850000023841858
1.149999976158142  0.1500000059604645                 2
1.479270458221436  0.5103647708892822  1.989635229110718
1.850000023841858  0.8500000238418579                 2
               2  0.8500000238418579  1.850000023841858
               2  0.1500000059604645  1.850000023841858
1.899999976158142  0.1000000014901161  1.899999976158142

4  3
1.850000023841858  0.8500000238418579                 2
               2  0.8500000238418579  1.850000023841858
               2  0.1500000059604645  1.850000023841858
1.850000023841858  0.1500000059604645                 2
1.479270458221436  0.5103647708892822  1.989635229110718
1.067082047462463  0.8914589881896973  1.958541035652161
1.102322220802307                 1  1.856218814849854
1.850000023841858                 1  1.850000023841858
1.899999976158142  0.8999999761581421  1.899999976158142

4  5
1.067082047462463  0.8914589881896973  1.958541035652161
1.102322220802307                 1  1.856218814849854
1.850000023841858                 1  1.850000023841858
1.850000023841858  0.8500000238418579                 2
1.479270458221436  0.5103647708892822  1.989635229110718
1.149999976158142  0.1500000059604645                 2
0.8500000238418579  0.1500000059604645                 2
0.939136803150177  0.9329179525375366  1.964759826660156
               1                 1  1.889000058174133

4  4
1.149999976158142  0.1500000059604645                 2
0.8500000238418579  0.1500000059604645                 2
0.939136803150177  0.9329179525375366  1.964759826660156
1.067082047462463  0.8914589881896973  1.958541035652161
1.479270458221436  0.5103647708892822  1.989635229110718
1.850000023841858  0.1500000059604645                 2
1.850000023841858                 0  1.850000023841858
1.149999976158142                 0  1.850000023841858
               1  0.07500000298023224  1.924999952316284

4  4
0.8500000238418579  0.1500000059604645                 2
0.8500000238418579                 0  1.850000023841858
0.1500000059604645                 0  1.850000023841858
0.1500000059604645  0.1500000059604645                 2
0.522284209728241  0.5207294821739197  1.991189956665039
0.939136803150177  0.9329179525375366  1.964759826660156
1.067082047462463  0.8914589881896973  1.958541035652161
1.149999976158142  0.1500000059604645                 2
               1  0.07500000298023224  1.924999952316284

4  5
0.939136803150177  0.9329179525375366  1.964759826660156
1.067082047462463  0.8914589881896973  1.958541035652161
1.149999976158142  0.1500000059604645                 2
0.8500000238418579  0.1500000059604645                 2
0.522284209728241  0.5207294821739197  1.991189956665039
0.1500000059604645  0.8500000238418579                 2
0.2775000035762787  1.149999976158142  1.977499961853027
0.895302414894104  1.067082047462463  1.866281151771545
               1                 1  1.889000058174133

4  4
0.1500000059604645  0.8500000238418579                 2
0.2775000035762787  1.149999976158142  1.977499961853027
0.895302414894104  1.067082047462463  1.866281151771545
0.939136803150177  0.9329179525375366  1.964759826660156
0.522284209728241  0.5207294821739197  1.991189956665039
0.1500000059604645  0.1500000059604645                 2
               0  0.1500000059604645  1.850000023841858
               0  0.8500000238418579  1.850000023841858
0.1387500017881393                 1  1.924999952316284

4  3
0.1500000059604645  0.1500000059604645                 2
               0  0.1500000059604645  1.850000023841858
               0  0.8500000238418579  1.850000023841858
0.1500000059604645  0.8500000238418579                 2
0.522284209728241  0.5207294821739197  1.991189956665039
0.8500000238418579  0.1500000059604645                 2
0.8500000238418579                 0  1.850000023841858
0.1500000059604645                 0  1.850000023841858
0.1000000014901161  0.1000000014901161  1.899999976158142

4  4
               0  0.8500000238418579  1.850000023841858
0.1500000059604645  0.8500000238418579                 2
0.1500000059604645  0.1500000059604645                 2
               0  0.1500000059604645  1.850000023841858
0.001554711721837521  0.5207294821739197  1.488080501556396
0.006218846887350082  0.9329179525375366  1.102322220802307
0.04530243948101997  1.067082047462463  1.200800895690918
0.1274999976158142  1.149999976158142  1.872499942779541
0.1387500017881393                 1  1.924999952316284

4  5
0.006218846887350082  0.9329179525375366  1.102322220802307
0.04530243948101997  1.067082047462463  1.200800895690918
0.1274999976158142  1.149999976158142  1.872499942779541
               0  0.8500000238418579  1.850000023841858
0.001554711721837521  0.5207294821739197  1.488080501556396
               0  0.1500000059604645  1.149999976158142
               0  0.1500000059604645  0.8500000238418579
0.04145897924900055  0.8914589881896973  0.9329179525375366
0.05999999865889549                 1  1.050999999046326

4  4
               0  0.1500000059604645  1.149999976158142
               0  0.1500000059604645  0.8500000238418579
0.04145897924900055  0.8914589881896973  0.9329179525375366
0.006218846887350082  0.9329179525375366  1.102322220802307
0.001554711721837521  0.5207294821739197  1.488080501556396
               0  0.1500000059604645  1.850000023841858
0.1500000059604645                 0  1.850000023841858
0.1500000059604645                 0  1.149999976158142
0.07500000298023224  0.07500000298023224                 1

4  3
               0  0.1500000059604645  1.850000023841858
0.1500000059604645                 0  1.850000023841858
0.1500000059604645                 0  1.149999976158142
               0  0.1500000059604645  1.149999976158142
0.001554711721837521  0.5207294821739197  1.488080501556396
               0  0.8500000238418579  1.850000023841858
0.1500000059604645  0.8500000238418579                 2
0.1500000059604645  0.1500000059604645                 2
0.1000000014901161  0.1000000014901161  1.899999976158142

4  4
0.2775000035762787  1.149999976158142  1.977499961853027
0.1274999976158142  1.149999976158142  1.872499942779541
0.7225000262260437  1.850000023841858  1.977499961853027
0.8725000023841858  1.850000023841858  1.872499942779541
0.7557005882263184  1.479270458221436  1.748445272445679
0.895302414894104  1.067082047462463  1.866281151771545
0.939136803150177  0.9329179525375366  1.964759826660156
0.1500000059604645  0.8500000238418579                 2
0.1387500017881393                 1  1.924999952316284

4  5
0.895302414894104  1.067082047462463  1.866281151771545
0.939136803150177  0.9329179525375366  1.964759826660156
0.1500000059604645  0.8500000238418579                 2
0.2775000035762787  1.149999976158142  1.977499961853027
0.7557005882263184  1.479270458221436  1.748445272445679
0.9775000214576721  1.850000023841858  1.277500033378601
0.8725000023841858  1.850000023841858  1.127500057220459
0.9961565136909485  1.108541011810303  1.799199104309082
               1                 1  1.889000058174133

4  3
0.9775000214576721  1.850000023841858  1.277500033378601
0.8725000023841858  1.850000023841858  1.127500057220459
0.9961565136909485  1.108541011810303  1.799199104309082
0.895302414894104  1.067082047462463  1.866281151771545
0.7557005882263184  1.479270458221436  1.748445272445679
0.8725000023841858  1.850000023841858  1.872499942779541
0.8500000238418579                 2  1.850000023841858
0.8500000238418579                 2  1.149999976158142
0.8999999761581421  1.899999976158142  1.184999942779541

4  3
0.8725000023841858  1.850000023841858  1.872499942779541
0.8500000238418579                 2  1.850000023841858
0.8500000238418579                 2  1.149999976158142
0.9775000214576721  1.850000023841858  1.277500033378601
0.7557005882263184  1.479270458221436  1.748445272445679
0.2775000035762787  1.149999976158142  1.977499961853027
0.1274999976158142  1.149999976158142  1.872499942779541
0.7225000262260437  1.850000023841858  1.977499961853027
0.8149999976158142  1.899999976158142  1.899999976158142

4  5
0.9961565136909485  1.108541011810303  1.799199104309082
0.895302414894104  1.067082047462463  1.866281151771545
0.9775000214576721  1.850000023841858  1.277500033378601
0.8725000023841858  1.850000023841858  1.127500057220459
0.7652891278266907  1.477135300636292  1.261674761772156
0.9150000214576721  1.100000023841858  1.097499966621399
1.057500004768372                 1  1.095000028610229
1.102322220802307                 1  1.856218814849854
               1                 1  1.889000058174133

4  6
0.9150000214576721  1.100000023841858  1.097499966621399
1.057500004768372                 1  1.095000028610229
1.102322220802307                 1  1.856218814849854
0.9961565136909485  1.108541011810303  1.799199104309082
0.7652891278266907  1.477135300636292  1.261674761772156
0.2775000035762787  1.850000023841858  1.022500038146973
0.1274999976158142  1.850000023841858  1.127500057220459
0.8149999976158142  1.100000023841858  1.002500057220459
0.9574999809265137                 1                 1

4  3
0.2775000035762787  1.850000023841858  1.022500038146973
0.1274999976158142  1.850000023841858  1.127500057220459
0.8149999976158142  1.100000023841858  1.002500057220459
0.9150000214576721  1.100000023841858  1.097499966621399
0.7652891278266907  1.477135300636292  1.261674761772156
0.8725000023841858  1.850000023841858  1.127500057220459
0.8500000238418579                 2  1.149999976158142
0.1500000059604645                 2  1.149999976158142
0.1850000023841858  1.899999976158142  1.100000023841858

4  3
0.8725000023841858  1.850000023841858  1.127500057220459
0.8500000238418579                 2  1.149999976158142
0.1500000059604645                 2  1.149999976158142
0.2775000035762787  1.850000023841858  1.022500038146973
0.7652891278266907  1.477135300636292  1.261674761772156
0.9961565136909485  1.108541011810303  1.799199104309082
0.895302414894104  1.067082047462463  1.866281151771545
0.9775000214576721  1.850000023841858  1.277500033378601
0.8999999761581421  1.899999976158142  1.184999942779541

4  6
0.8149999976158142  1.100000023841858  1.002500057220459
0.9150000214576721  1.100000023841858  1.097499966621399
0.2775000035762787  1.850000023841858  1.022500038146973
0.1274999976158142  1.850000023841858  1.127500057220459
0.2674244046211243  1.477135300636292  1.236189961433411
0.1046975627541542  1.108541011810303  1.092259883880615
0.1023221760988235                 1  0.9266991019248962
0.8575000166893005                 1  0.9049999713897705
0.9574999809265137                 1                 1

4  5
0.1046975627541542  1.108541011810303  1.092259883880615
0.1023221760988235                 1  0.9266991019248962
0.8575000166893005                 1  0.9049999713897705
0.8149999976158142  1.100000023841858  1.002500057220459
0.2674244046211243  1.477135300636292  1.236189961433411
0.02250000089406967  1.850000023841858  1.722499966621399
0.1274999976158142  1.850000023841858  1.872499942779541
0.04530243948101997  1.067082047462463  1.200800895690918
0.05999999865889549                 1  1.050999999046326

4  3
0.02250000089406967  1.850000023841858  1.722499966621399
0.1274999976158142  1.850000023841858  1.872499942779541
0.04530243948101997  1.067082047462463  1.200800895690918
0.1046975627541542  1.108541011810303  1.092259883880615
0.2674244046211243  1.477135300636292  1.236189961433411
0.1274999976158142  1.850000023841858  1.127500057220459
0.1500000059604645                 2  1.149999976158142
0.1500000059604645                 2  1.850000023841858
0.1000000014901161  1.899999976158142  1.815000057220459

4  3
0.1274999976158142  1.850000023841858  1.127500057220459
0.1500000059604645                 2  1.149999976158142
0.1500000059604645                 2  1.850000023841858
0.02250000089406967  1.850000023841858  1.722499966621399
0.2674244046211243  1.477135300636292  1.236189961433411
0.8149999976158142  1.100000023841858  1.002500057220459
0.9150000214576721  1.100000023841858  1.097499966621399
0.2775000035762787  1.850000023841858  1.022500038146973
0.1850000023841858  1.899999976158142  1.100000023841858

4  5
0.04530243948101997  1.067082047462463  1.200800895690918
0.1046975627541542  1.108541011810303  1.092259883880615
0.02250000089406967  1.850000023841858  1.722499966621399
0.1274999976158142  1.850000023841858  1.872499942779541
0.2557006180286407  1.479270458221436  1.730825185775757
0.1274999976158142  1.149999976158142  1.872499942779541
               0  0.8500000238418579  1.850000023841858
0.006218846887350082  0.9329179525375366  1.102322220802307
0.05999999865889549                 1  1.050999999046326

4  4
0.1274999976158142  1.149999976158142  1.872499942779541
               0  0.8500000238418579  1.850000023841858
0.006218846887350082  0.9329179525375366  1.102322220802307
0.04530243948101997  1.067082047462463  1.200800895690918
0.2557006180286407  1.479270458221436  1.730825185775757
0.7225000262260437  1.850000023841858  1.977499961853027
0.8725000023841858  1.850000023841858  1.872499942779541
0.2775000035762787  1.149999976158142  1.977499961853027
0.1387500017881393                 1  1.924999952316284

4  3
0.7225000262260437  1.850000023841858  1.977499961853027
0.8725000023841858  1.850000023841858  1.872499942779541
0.2775000035762787  1.149999976158142  1.977499961853027
0.1274999976158142  1.149999976158142  1.872499942779541
0.2557006180286407  1.479270458221436  1.730825185775757
0.1274999976158142  1.850000023841858  1.872499942779541
0.1500000059604645                 2  1.850000023841858
0.8500000238418579                 2  1.850000023841858
0.8149999976158142  1.899999976158142  1.899999976158142

4  3
0.1274999976158142  1.850000023841858  1.872499942779541
0.1500000059604645                 2  1.850000023841858
0.8500000238418579                 2  1.850000023841858
0.7225000262260437  1.850000023841858  1.977499961853027
0.2557006180286407  1.479270458221436  1.730825185775757
0.04530243948101997  1.067082047462463  1.200800895690918
0.1046975627541542  1.108541011810303  1.092259883880615
0.02250000089406967  1.850000023841858  1.722499966621399
0.1000000014901161  1.899999976158142  1.815000057220459

4  3
0.1500000059604645                 2  1.149999976158142
0.2775000035762787  1.850000023841858  1.022500038146973
0.8725000023841858  1.850000023841858  1.127500057220459
0.8500000238418579                 2  1.149999976158142
             0.5                 2               1.5
0.1500000059604645                 2  1.850000023841858
0.02250000089406967  1.850000023841858  1.722499966621399
0.1274999976158142  1.850000023841858  1.127500057220459
0.1850000023841858  1.899999976158142  1.100000023841858

4  3
0.1500000059604645                 2  1.850000023841858
0.02250000089406967  1.850000023841858  1.722499966621399
0.1274999976158142  1.850000023841858  1.127500057220459
0.1500000059604645                 2  1.149999976158142
             0.5                 2               1.5
0.8500000238418579                 2  1.850000023841858
0.7225000262260437  1.850000023841858  1.977499961853027
0.1274999976158142  1.850000023841858  1.872499942779541
0.1000000014901161  1.899999976158142  1.815000057220459

4  3
0.8500000238418579                 2  1.850000023841858
0.7225000262260437  1.850000023841858  1.977499961853027
0.1274999976158142  1.850000023841858  1.872499942779541
0.1500000059604645                 2  1.850000023841858
             0.5                 2               1.5
0.8500000238418579                 2  1.149999976158142
0.9775000214576721  1.850000023841858  1.277500033378601
0.8725000023841858  1.850000023841858  1.872499942779541
0.8149999976158142  1.899999976158142  1.899999976158142

4  3
0.8500000238418579                 2  1.149999976158142
0.9775000214576721  1.850000023841858  1.277500033378601
0.8725000023841858  1.850000023841858  1.872499942779541
0.8500000238418579                 2  1.850000023841858
             0.5                 2               1.5
0.1500000059604645                 2  1.149999976158142
0.2775000035762787  1.850000023841858  1.022500038146973
0.8725000023841858  1.850000023841858  1.127500057220459
0.8999999761581421  1.899999976158142  1.184999942779541

SHAR_EOF
fi # end of overwriting check
if test -f 'driver1.c'
then
	echo shar: will not over-write existing file "'driver1.c'"
else
cat << SHAR_EOF > 'driver1.c'
/*  Driver routine for Pcp2Nurb
 *	generates three Inventor NurbsSurface s
 *      that smooth the corner of a cube with vertices +/-2 
 *	using an adjustable blend ratio with default 0.5.
 *	A fourth biquadratic patch is C1 attached.
 *
 *      HINT: if confused read the ACM TOMS paper
 *
 *	     Pcp2Nurb: smooth free-form surfacing
 *	     with linearly-trimmed bicubic B-splines
 *				by Jorg Peters
 *
 *
 *  jorg@cs.purdue.edu Jan 1996
 *  IRIX 5.3
 *		COMPILATION and EXECUTION sequence
 *  cc -g -c nurb_iv1.c; cc -g -c pcp2nurb.c;
 *  cc -g -o nurb_iv1 nurb_iv1.o pcp2nurb.o -lm
 *  nurb_iv1 0.5 > out; ivview out;
 *  (try also other values in [0,1]: 0.35 0.65 0.0 1.0 --
 *   10 and -10 are not  legal values -- so try them, too)
 */

#define PTS	6	/* number of B-spline control points per row */
#define DEG	3	/* degree of B-spline patch */
#define PFL	4	/* number of points in profile (trimming) curve */
#define KTS	DEG+PTS+1	/* number of knots per row */
#define DIM	3	

const float	m_pi = 3.141592654;
void  Pcp2Nurb( float Ci[][DIM], int valence[],
		float ctl_pt[][DIM], float knots[]);

main( int argc, char *argv[])
{
/*--------------------------VARS------------------------------------*/
    /* profile (trimming) curve and control points of NURBS */
    float	profil[4][2] = {
		    {0,3},
		    {-3,0},
		    {0,-3},
		    {3,0} };
    float	ctl_pt[PTS*PTS][DIM], knots[KTS];

    /*  9 (control and vertex) points of a planar-cut polyhedron
     *          arranged in the order (cf. Figure 5 of the accompanying paper)
     *      8 7 6
     *      1 0 5    4,8 are vertex points
     *      2 3 4
     */
    float	Pcp[9][DIM] = {
		      {  1, 1, 2},	
		      { -1, 1, 2},
		      { -1, 2, 1},
		      {  1, 2, 1},
		      {  1.333333, 1.333333, 1.333333},
			  /* V_1 = avg of 1,1,2; 1,2,1; 2,1,1 */
		      {  2, 1, 1},
		      {  2,-1, 1},
		      {  1,-1, 2},
		      {  0, 0, 2}};
    int		valence[2] = {3,4};	/* V_1 has 3 neighbors */

    /* control points for an abutting biquadratic patch:
     * reuse Pcp[3], Pcp[0], Pcp[7], Pcp[1], Pcp[2], and
     * specify 4 additional vertices: */
    float       Cbi2[4][DIM] = {
			{ -1, -1, 2},	
			{ -3, -1, 2}, { -3, 1, 2}, { -3, 2, 1}};
    void draw_rot_patch( float axis[], float angle, float acol[]);
    void draw_patch( float profil[][2], float ctl_pt[][DIM], float knots[]);
    void draw_bi2( float ctl_pt[][DIM], float more_ctl_pt[][DIM]);
    void draw_cube();
    float	axis[3], acol[3], 
		blend_ratio = 0.5;
    double	atof();
    int		i;

/*------------------------------------------------------------------*/
    if (argc > 1)
	blend_ratio = (float) atof(argv[1]);		
    /* to minimize the amount of code describing the planar cut polyhedron
       I take advantage of symmetry:     */
    Pcp[0][0] = Pcp[0][1] = Pcp[3][0] = Pcp[3][2] = Pcp[5][1] = Pcp[5][2] = 
	2*(1-blend_ratio)+ 0*blend_ratio;
    /* adjust centroids in case the blend ratio has been changed */
    for (i=0; i< 3; i++) {
	Pcp[4][i] = (Pcp[0][i]+Pcp[3][i]+Pcp[5][i])/3;
	Pcp[8][i] = (Pcp[1][i]+Pcp[0][i]+Pcp[7][i]+Cbi2[0][i])/4;
    }


    /* transform subset Pcp of planar cut polyhedron to a B-spline patch */
    Pcp2Nurb(Pcp,valence, ctl_pt, knots);

    /* write the Inventor file */
    printf("#Inventor V2.0 ascii\n\n");
    printf("Separator {\n");
	draw_cube();
	draw_patch(profil,ctl_pt,knots);
	for (i=0; i<3; i++)
	    axis[i] = 1.0;
	acol[0]= 0.1;
	acol[1]= 0.5;
	acol[2]= 0.7;
	draw_rot_patch(axis,2*m_pi/3, acol);
	acol[0]= 0.7;
	acol[1]= 0.5;
	acol[2]= 0.1;
	draw_rot_patch(axis,4*m_pi/3, acol);
	draw_bi2(Pcp, Cbi2);
    printf("}\n");
/*------------------------------------------------------------------*/
}

void draw_rot_patch( float axis[], float angle, float acol[])
{
    printf("Separator {\n");
	printf("Rotation { rotation %f %f %f %f }\n", 
	    axis[0], axis[1], axis[2], angle);
	printf("Material { ambientColor %f %f %f }\n", 
	    acol[0], acol[1], acol[2]);
	printf("USE PATCH\n"); 
    printf("}\n");
}

void draw_patch( float	profil[][2], float ctl_pt[][DIM], float knots[])
{
    int	i;
    printf("DEF PATCH \n");
    printf("Separator {\n");
	printf("ProfileCoordinate2 {\n");
	printf("\tpoint  [\n");
	for (i=0; i< PFL-1; i++) 
	    printf("\t\t%2.1f %2.1f ,\n", profil[i][0], profil[i][1]);
	i = PFL-1;
	printf("\t\t%2.1f %2.1f\n", profil[i][0], profil[i][1]);
	printf("\t]\n");
	printf("}\n");

	printf("NurbsProfile {\n");
	printf("\tknotVector[\n\t 0,");
	for (i=0; i<= PFL; i++) 
	    printf(" %d,",i);
	i = PFL;
	printf(" %d]\n",i);
	printf("\tindex[\n\t");
	for (i=0; i< PFL; i++) 
	    printf(" %d,",i);
	i = 0;
	printf(" %d]\n",i);
	printf("}\n");

	printf("Coordinate3 {\n");
	printf("\tpoint  [\n");
	for (i=0; i< PTS*PTS-1; i++) 
	    printf("\t\t%f %f %f,\n", ctl_pt[i][0], ctl_pt[i][1], ctl_pt[i][2]);
	i = PTS*PTS-1;
	printf("\t\t%f %f %f\n", ctl_pt[i][0], ctl_pt[i][1], ctl_pt[i][2]);
	printf("\t]\n");
	printf("}\n");

	printf("NurbsSurface {\n");
	printf("\tnumUControlPoints\t %d\n", PTS);
	printf("\tnumVControlPoints\t %d\n", PTS);
	printf("\tuKnotVector [\n\t\t");
	for (i=0; i< KTS-1; i++) 
	    printf(" %2.1f,",knots[i]);
	i = KTS-1;
	printf(" %2.1f]\n",knots[i]);
	printf("\n\tvKnotVector [\n\t\t");
	for (i=0; i< KTS-1; i++) 
	    printf(" %2.1f,",knots[i]);
	i = KTS-1;
	printf(" %2.1f]\n",knots[i]);
	printf("}\n");
    printf("}\n");
}

void draw_bi2( float ctl_pt[][DIM], float more_ctl_pt[][DIM])
{
    int	i,j,kts,dg;

    dg = 2;  /* surface degree */
    printf("Separator {\n");

	printf("Material { ambientColor %f %f %f }\n", 
	    1.0, 0.0, 0.0);
	printf("Coordinate3 {\n");
	printf("\tpoint  [\n");
	i = 7;
	printf("\t\t%f %f %f,\n", ctl_pt[i][0], ctl_pt[i][1], ctl_pt[i][2]);
	i = 0;
	printf("\t\t%f %f %f,\n", ctl_pt[i][0], ctl_pt[i][1], ctl_pt[i][2]);
	i = 3;
	printf("\t\t%f %f %f,\n", ctl_pt[i][0], ctl_pt[i][1], ctl_pt[i][2]);
	j = 0;
	printf("\t\t%f %f %f,\n", 
	    more_ctl_pt[j][0], more_ctl_pt[j][1], more_ctl_pt[j][2]);
	i = 1;
	printf("\t\t%f %f %f,\n", ctl_pt[i][0], ctl_pt[i][1], ctl_pt[i][2]);
	i = 2;
	printf("\t\t%f %f %f,\n", ctl_pt[i][0], ctl_pt[i][1], ctl_pt[i][2]);
	j = 1;
	printf("\t\t%f %f %f,\n", 
	    more_ctl_pt[j][0], more_ctl_pt[j][1], more_ctl_pt[j][2]);
	j = 2;
	printf("\t\t%f %f %f,\n", 
	    more_ctl_pt[j][0], more_ctl_pt[j][1], more_ctl_pt[j][2]);
	j = 3;
	printf("\t\t%f %f %f\n", 
	    more_ctl_pt[j][0], more_ctl_pt[j][1], more_ctl_pt[j][2]);
	printf("\t]\n");
	printf("}\n");

	kts = dg+3+1; /* number of knots in row = dg + coeffs + 1 */
	printf("NurbsSurface {\n");
	printf("\tnumUControlPoints\t %d\n", dg+1);
	printf("\tnumVControlPoints\t %d\n", dg+1);
	printf("\tuKnotVector [\n\t\t");
	for (i=0; i< kts-1; i++) 
	    printf(" %2.1f,",1.0*i);
	i = kts-1;
	printf(" %2.1f]\n",1.0*i);
	printf("\n\tvKnotVector [\n\t\t");
	for (i=0; i< kts-1; i++) 
	    printf(" %2.1f,",1.0*i);
	i = kts-1;
	printf(" %2.1f]\n",1.0*i);
	printf("}\n");
    printf("}\n");
}

/* write Inventor node for cube */
void draw_cube()
{
    printf("Separator {\n");
	printf("DrawStyle {\n");
	    printf("\tstyle LINES \n");
	printf("}\n");
	printf("Transform {\n");
	    printf("\tscaleFactor %f %f %f\n",2.0,2.0,2.0);
	printf("}\n");
	printf("Cube {\n");
	printf("\t width 2 \n");
	printf("\t height 2 \n");
	printf("\t depth 2 \n");
	printf("}\n");
    printf("}\n");
}
SHAR_EOF
fi # end of overwriting check
if test -f 'driver2.c'
then
	echo shar: will not over-write existing file "'driver2.c'"
else
cat << SHAR_EOF > 'driver2.c'
/*  Driver routine for Pcp2Nurb
 *  
 *	generates a twisted cube from a planar cut polyhedron (pcp)
 *      to illustrate surface of medium complexity
 *
 *      HINT: if confused read the ACM TOMS paper
 *
 *	     Pcp2Nurb: smooth free-form surfacing
 *	     with linearly-trimmed bicubic B-splines
 *				by Jorg Peters
 *
 *  input: file with (72) pcp subnets
 *  output: Open Inventor NurbsSurfaces
 *
 *  jorg@cs.purdue.edu Jan 1996
 *  IRIX 5.3
 *		COMPILATION and EXECUTION sequence
 *  cc -g -c nurb_iv2.c; cc -g -c pcp2nurb.c;
 *  cc -g -o nurb_iv2 nurb_iv2.o pcp2nurb.o -lm
 *  nurb_iv2 < in2 > out; ivview out;
 */

#define PTS	6	/* number of B-spline control points per row */
#define DEG	3	/* degree of B-spline patch */
#define PFL	4	/* number of points in profile (trimming) curve */
#define KTS	DEG+PTS+1	/* number of knots per row */
#define DIM	3	
#define SUB	9	/* size of subnet */

void  Pcp2Nurb( float Ci[][DIM], int valence[],
		float ctl_pt[][DIM], float knots[]);

main()
{
/*--------------------------VARS------------------------------------*/

    /* nine-point subnet */
    float	Pcp[SUB][DIM];  
    int		valence[2];

    /* profile (trimming) curve and control points of NURBS */
    float	profil[4][2] = {
		    {0,3},
		    {-3,0},
		    {0,-3},
		    {3,0} };
    float	ctl_pt[PTS*PTS][DIM], knots[KTS];

    int		i,j, no_subnets;
    void draw_patch( float profil[][2], float ctl_pt[][DIM], float knots[]);

/*------------------------------------------------------------------*/
    /* write the Inventor file */
    printf("#Inventor V2.0 ascii\n\n");
    printf("Separator {\n");

    scanf("%d", &no_subnets);
    for (i=0; i< no_subnets; i++) {
	scanf("%d %d",&valence[0], &valence[1]);
	for (j=0; j< SUB; j++) 
	    scanf("%f %f %f",&Pcp[j][0], &Pcp[j][1], &Pcp[j][2]);

	/* transform subset Pcp of planar cut polyhedron to a B-spline patch */
	Pcp2Nurb(Pcp,valence, ctl_pt, knots);

	draw_patch(profil,ctl_pt,knots);
    }
    printf("}\n");
/*------------------------------------------------------------------*/
}

void draw_patch( float	profil[][2], float ctl_pt[][DIM], float knots[])
{
    int	i;
    printf("Separator {\n");
	printf("Material { ambientColor %f %f %f }\n", 
	    0.8, 0.1, 0.0);
	printf("ProfileCoordinate2 {\n");
	printf("\tpoint  [\n");
	for (i=0; i< PFL-1; i++) 
	    printf("\t\t%2.1f %2.1f ,\n", profil[i][0], profil[i][1]);
	i = PFL-1;
	printf("\t\t%2.1f %2.1f\n", profil[i][0], profil[i][1]);
	printf("\t]\n");
	printf("}\n");

	printf("NurbsProfile {\n");
	printf("\tknotVector[\n\t 0,");
	for (i=0; i<= PFL; i++) 
	    printf(" %d,",i);
	i = PFL;
	printf(" %d]\n",i);
	printf("\tindex[\n\t");
	for (i=0; i< PFL; i++) 
	    printf(" %d,",i);
	i = 0;
	printf(" %d]\n",i);
	printf("}\n");

	printf("Coordinate3 {\n");
	printf("\tpoint  [\n");
	for (i=0; i< PTS*PTS-1; i++) 
	    printf("\t\t%f %f %f,\n", ctl_pt[i][0], ctl_pt[i][1], ctl_pt[i][2]);
	i = PTS*PTS-1;
	printf("\t\t%f %f %f\n", ctl_pt[i][0], ctl_pt[i][1], ctl_pt[i][2]);
	printf("\t]\n");
	printf("}\n");

	printf("NurbsSurface {\n");
	printf("\tnumUControlPoints\t %d\n", PTS);
	printf("\tnumVControlPoints\t %d\n", PTS);
	printf("\tuKnotVector [\n\t\t");
	for (i=0; i< KTS-1; i++) 
	    printf(" %2.1f,",knots[i]);
	i = KTS-1;
	printf(" %2.1f]\n",knots[i]);
	printf("\n\tvKnotVector [\n\t\t");
	for (i=0; i< KTS-1; i++) 
	    printf(" %2.1f,",knots[i]);
	i = KTS-1;
	printf(" %2.1f]\n",knots[i]);
	printf("}\n");
    printf("}\n");
}
SHAR_EOF
fi # end of overwriting check
cd ..
cd ..
if test ! -d 'Src'
then
	mkdir 'Src'
fi
cd 'Src'
if test ! -d 'Sp'
then
	mkdir 'Sp'
fi
cd 'Sp'
if test -f 'src.c'
then
	echo shar: will not over-write existing file "'src.c'"
else
cat << SHAR_EOF > 'src.c'
/* Pcp2Nurb:
 * convert submesh of a planar cut polyhedron (pcp) into a nurbs patch 
 *
 * A pcp is a polyhedron with every interior vertex surrounded
 * by four facets. The first and third facet are
 * four-sided, the other two must be planar affine $n$-gons if they 
 * have more than four edges.
 *
 * generated by jorg@cs.purdue.edu 
 * all commercial rights reserved!
 *
 * Input :  Ci -- 9-point subnet of a pcp
 *	    valence -- number of patches joining at the vertex
 * Output:  ctl_pt -- 36 B-spline control points
 *	    knots -- knot sequence 
 *
 *	cf the sample driver routines in nurb_iv{1,2}.c
 *
 * Example pcp obtained by chopping a cube corner;
 *         the subnet is C0,C1,...,C8 
 *
 *
 *                     +---------------------------C7
 *                    /                           /  \
 *                  /            C8             /      \
 *                /                           /        C6
 *      	C1--------------------------C0       /  |
 *              /                           /\     /    |
 *             /                           /C4 \ /      |
 *            C2--------------------------C3----C5      |
 *            |                           |     |       |
 *            |                           |     |       |
 *            |                           |     |      /
 *            |                           |     |    /
 *            |                           |     |  /
 *            |                           |     |/
 *            +---------------------------+ - -       
 *
 *      HINT: more information can be found in the ACM TOMS paper
 *
 *	     Pcp2Nurb: smooth free-form surfacing
 *	     with linearly-trimmed bicubic B-splines
 *				by Jorg Peters
 *           and a preprint on the authors homepage
 *           (the example appears as Figure 5)
 *      HINT: there are >= 2 driver routines this subroutine
 *      HINT: while the orientation of the input subnet does
 *		not matter to the routine inside/outside coloring
 *		of your display may be affected
 */

#include <math.h>
#define DIM 3

void Pcp2Nurb(float Ci[][DIM], int valence[],
    float ctl_pt[][DIM], float knots[])
{
    float    t0,c[4];
    int m;
    double     mypi = 4*atan(1.0);
    float    myknots[10] = { -3,-3,-3,-3,0,0,3,3,3,3 };

    c[1] = cos(2*mypi/valence[0]);
    c[3] = cos(2*mypi/valence[1]);
    for (m=0; m<10;m++) knots[m] = myknots[m];
    for (m=0; m<DIM; m++) {
      t0 = -7.0/24.0*Ci[0][m]-Ci[1][m]/8+Ci[2][m]/6+5.0/8.0*Ci[3][m]+Ci[6][m]
/24+Ci[8][m]/6+2.0/3.0*Ci[4][m]-Ci[5][m]/4+5.0/96.0*c[3]*Ci[2][m]+c[1]*Ci[0][m]
/12+13.0/96.0*c[1]*Ci[3][m]-13.0/96.0*c[1]*Ci[1][m]-13.0/96.0*c[1]*Ci[2][m]-5.0
/96.0*c[1]*Ci[5][m]+5.0/96.0*c[1]*Ci[6][m]+5.0/96.0*c[1]*Ci[7][m]-c[3]*Ci[0][m]
/24+c[3]*Ci[7][m]/96-c[3]*Ci[5][m]/96-c[3]*Ci[6][m]/96-5.0/96.0*c[3]*Ci[1][m]+
5.0/96.0*c[3]*Ci[3][m];
	
	ctl_pt[   0   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[0][m]/24-Ci[1][m]/24+5.0/24.0*Ci[2][m]+5.0/8.0*Ci[3][m]+Ci[8][m]
/12+Ci[4][m]/12-c[1]*Ci[2][m]/16+c[1]*Ci[0][m]/16+c[1]*Ci[3][m]/16-c[1]*Ci[1]
[m]/16+c[3]*Ci[3][m]/48-c[3]*Ci[0][m]/48-c[3]*Ci[1][m]/48+c[3]*Ci[2][m]/48;
	
	ctl_pt[   1   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[0][m]/4+Ci[1][m]/12+Ci[2][m]/4+5.0/12.0*Ci[3][m];
	
	ctl_pt[   2   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[0][m]/4+25.0/60.0*Ci[1][m]+Ci[2][m]/4+Ci[3][m]/12;
	
	ctl_pt[   3   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[0][m]/24+5.0/8.0*Ci[1][m]+5.0/24.0*Ci[2][m]-Ci[3][m]/24+Ci[8][m]
/12+Ci[4][m]/12-c[1]*Ci[0][m]/48-c[1]*Ci[3][m]/48+c[1]*Ci[1][m]/48+c[1]*Ci[2]
[m]/48+c[3]*Ci[0][m]/16+c[3]*Ci[1][m]/16-c[3]*Ci[2][m]/16-c[3]*Ci[3][m]/16;
	
	ctl_pt[   4   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -7.0/24.0*Ci[0][m]+5.0/8.0*Ci[1][m]+Ci[2][m]/6-Ci[3][m]/8+Ci[6][m]
/24-Ci[7][m]/4+2.0/3.0*Ci[8][m]+Ci[4][m]/6-c[1]*Ci[0][m]/24-5.0/96.0*c[1]*Ci[3]
[m]+5.0/96.0*c[1]*Ci[1][m]+5.0/96.0*c[1]*Ci[2][m]+c[1]*Ci[5][m]/96-c[1]*Ci[6]
[m]/96-c[1]*Ci[7][m]/96+c[3]*Ci[0][m]/12-5.0/96.0*c[3]*Ci[7][m]+5.0/96.0*c[3]*
Ci[5][m]+5.0/96.0*c[3]*Ci[6][m]+13.0/96.0*c[3]*Ci[1][m]-13.0/96.0*c[3]*Ci[2][m]
-13.0/96.0*c[3]*Ci[3][m];
	
	ctl_pt[   5   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -Ci[0][m]/8+Ci[1][m]/48+Ci[2][m]/48+7.0/16.0*Ci[3][m]+Ci[6][m]/48+Ci
[7][m]/48+5.0/6.0*Ci[4][m]-11.0/48.0*Ci[5][m]-c[1]*Ci[2][m]/16+c[1]*Ci[0][m]/24
+c[1]*Ci[3][m]/16-c[1]*Ci[1][m]/16-c[1]*Ci[5][m]/48+c[1]*Ci[6][m]/48+c[1]*Ci[7]
[m]/48;
	
	ctl_pt[   6   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = 5.0/24.0*Ci[0][m]+Ci[1][m]/16+7.0/144.0*Ci[2][m]+73.0/144.0*Ci[3][m]
-Ci[6][m]/144+Ci[7][m]/144-Ci[8][m]/36+7.0/36.0*Ci[4][m]+Ci[5][m]/144-c[3]*Ci
[2][m]/96+5.0/144.0*c[1]*Ci[0][m]+7.0/288.0*c[1]*Ci[3][m]-7.0/288.0*c[1]*Ci[1]
[m]-7.0/288.0*c[1]*Ci[2][m]+c[1]*Ci[5][m]/96-c[1]*Ci[6][m]/96-c[1]*Ci[7][m]/96+
c[3]*Ci[0][m]/144-c[3]*Ci[7][m]/288+c[3]*Ci[5][m]/288+c[3]*Ci[6][m]/288+c[3]*Ci
[1][m]/96-c[3]*Ci[3][m]/96;
	
	ctl_pt[   7   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = 5.0/12.0*Ci[0][m]+5.0/36.0*Ci[1][m]+Ci[2][m]/12+13.0/36.0*Ci[3][m]-
Ci[8][m]/18+Ci[4][m]/18+c[1]*Ci[2][m]/72-c[1]*Ci[0][m]/72-c[1]*Ci[3][m]/72+c[1]
*Ci[1][m]/72-c[3]*Ci[3][m]/72+c[3]*Ci[0][m]/72+c[3]*Ci[1][m]/72-c[3]*Ci[2][m]
/72;
	
	ctl_pt[   8   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = 5.0/12.0*Ci[0][m]+13.0/36.0*Ci[1][m]+Ci[2][m]/12+5.0/36.0*Ci[3][m]+
Ci[8][m]/18-Ci[4][m]/18+c[1]*Ci[0][m]/72+c[1]*Ci[3][m]/72-c[1]*Ci[1][m]/72-c[1]
*Ci[2][m]/72-c[3]*Ci[0][m]/72-c[3]*Ci[1][m]/72+c[3]*Ci[2][m]/72+c[3]*Ci[3][m]
/72;
	
	ctl_pt[   9   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = 5.0/24.0*Ci[0][m]+73.0/144.0*Ci[1][m]+7.0/144.0*Ci[2][m]+Ci[3][m]/16
-Ci[6][m]/144+Ci[7][m]/144+7.0/36.0*Ci[8][m]-Ci[4][m]/36+Ci[5][m]/144+c[1]*Ci
[0][m]/144+c[1]*Ci[3][m]/96-c[1]*Ci[1][m]/96-c[1]*Ci[2][m]/96-c[1]*Ci[5][m]/288
+c[1]*Ci[6][m]/288+c[1]*Ci[7][m]/288+5.0/144.0*c[3]*Ci[0][m]+c[3]*Ci[7][m]/96-c
[3]*Ci[5][m]/96-c[3]*Ci[6][m]/96+7.0/288.0*c[3]*Ci[1][m]-7.0/288.0*c[3]*Ci[2]
[m]-7.0/288.0*c[3]*Ci[3][m];
	
	ctl_pt[   10   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -Ci[0][m]/8+7.0/16.0*Ci[1][m]+Ci[2][m]/48+Ci[3][m]/48+Ci[6][m]/48
-11.0/48.0*Ci[7][m]+5.0/6.0*Ci[8][m]+Ci[5][m]/48+c[3]*Ci[0][m]/24-c[3]*Ci[7][m]
/48+c[3]*Ci[5][m]/48+c[3]*Ci[6][m]/48+c[3]*Ci[1][m]/16-c[3]*Ci[2][m]/16-c[3]*Ci
[3][m]/16;
	
	ctl_pt[   11   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[3][m]/6+Ci[4][m]-Ci[5][m]/6;
	
	ctl_pt[   12   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[0][m]/3+Ci[1][m]/72+Ci[2][m]/72+7.0/24.0*Ci[3][m]-Ci[6][m]/72-Ci
[7][m]/72+Ci[4][m]/3+Ci[5][m]/24+c[1]*Ci[5][m]/72-c[1]*Ci[3][m]/72+c[1]*Ci[1]
[m]/72+c[1]*Ci[2][m]/72-c[1]*Ci[6][m]/72-c[1]*Ci[7][m]/72;
	
	ctl_pt[   13   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = 13.0/24.0*Ci[0][m]+Ci[1][m]/18+Ci[2][m]/24+7.0/36.0*Ci[3][m]-Ci[7]
[m]/72+Ci[4][m]/6+Ci[5][m]/72+c[3]*Ci[3][m]/288-c[1]*Ci[0][m]/24-11.0/288.0*c
[1]*Ci[3][m]+11.0/288.0*c[1]*Ci[1][m]+11.0/288.0*c[1]*Ci[2][m]-c[1]*Ci[5][m]
/288+c[1]*Ci[6][m]/288+c[1]*Ci[7][m]/288+c[3]*Ci[7][m]/288-c[3]*Ci[5][m]/288-c
[3]*Ci[6][m]/288-c[3]*Ci[1][m]/288+c[3]*Ci[2][m]/288;
	
	ctl_pt[   14   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = 13.0/24.0*Ci[0][m]+7.0/36.0*Ci[1][m]+Ci[2][m]/24+Ci[3][m]/18+Ci[7]
[m]/72+Ci[8][m]/6-Ci[5][m]/72-c[1]*Ci[3][m]/288+c[1]*Ci[1][m]/288+c[1]*Ci[2][m]
/288+c[1]*Ci[5][m]/288-c[1]*Ci[6][m]/288-c[1]*Ci[7][m]/288-c[3]*Ci[0][m]/24-c
[3]*Ci[7][m]/288+c[3]*Ci[5][m]/288+c[3]*Ci[6][m]/288-11.0/288.0*c[3]*Ci[1][m]+
11.0/288.0*c[3]*Ci[2][m]+11.0/288.0*c[3]*Ci[3][m];
	
	ctl_pt[   15   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[0][m]/3+7.0/24.0*Ci[1][m]+Ci[2][m]/72+Ci[3][m]/72-Ci[6][m]/72+Ci
[7][m]/24+Ci[8][m]/3-Ci[5][m]/72+c[3]*Ci[7][m]/72-c[3]*Ci[5][m]/72-c[3]*Ci[6]
[m]/72-c[3]*Ci[1][m]/72+c[3]*Ci[2][m]/72+c[3]*Ci[3][m]/72;
	
	ctl_pt[   16   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[1][m]/6-Ci[7][m]/6+Ci[8][m];
	
	ctl_pt[   17   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -Ci[3][m]/6+Ci[4][m]+Ci[5][m]/6;
	
	ctl_pt[   18   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[0][m]/3-Ci[1][m]/72-Ci[2][m]/72+Ci[3][m]/24+Ci[6][m]/72+Ci[7][m]
/72+Ci[4][m]/3+7.0/24.0*Ci[5][m]+c[1]*Ci[3][m]/72-c[1]*Ci[1][m]/72-c[1]*Ci[2]
[m]/72-c[1]*Ci[5][m]/72+c[1]*Ci[6][m]/72+c[1]*Ci[7][m]/72;
	
	ctl_pt[   19   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = 13.0/24.0*Ci[0][m]-Ci[1][m]/72+Ci[3][m]/72+Ci[6][m]/24+Ci[7][m]/18+
Ci[4][m]/6+7.0/36.0*Ci[5][m]-c[1]*Ci[0][m]/24-c[1]*Ci[3][m]/288+c[1]*Ci[1][m]
/288+c[1]*Ci[2][m]/288-11.0/288.0*c[1]*Ci[5][m]+11.0/288.0*c[1]*Ci[6][m]+11.0/
288.0*c[1]*Ci[7][m]-c[3]*Ci[7][m]/288+c[3]*Ci[5][m]/288+c[3]*Ci[6][m]/288+c[3]*
Ci[1][m]/288-c[3]*Ci[2][m]/288-c[3]*Ci[3][m]/288;
	
	ctl_pt[   20   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = c[1]*Ci[7][m]/288+13.0/24.0*Ci[0][m]+Ci[1][m]/72-Ci[3][m]/72+Ci[6]
[m]/24+7.0/36.0*Ci[7][m]+Ci[8][m]/6+Ci[5][m]/18+c[1]*Ci[3][m]/288-c[1]*Ci[1][m]
/288-c[1]*Ci[2][m]/288-c[1]*Ci[5][m]/288+c[1]*Ci[6][m]/288+11.0/288.0*c[3]*Ci
[6][m]-c[3]*Ci[0][m]/24-11.0/288.0*c[3]*Ci[7][m]+11.0/288.0*c[3]*Ci[5][m]-c[3]*
Ci[1][m]/288+c[3]*Ci[2][m]/288+c[3]*Ci[3][m]/288;
	
	ctl_pt[   21   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -c[3]*Ci[2][m]/72+Ci[0][m]/3+Ci[1][m]/24-Ci[2][m]/72-Ci[3][m]/72+Ci
[6][m]/72+7.0/24.0*Ci[7][m]+Ci[8][m]/3+Ci[5][m]/72-c[3]*Ci[7][m]/72+c[3]*Ci[5]
[m]/72+c[3]*Ci[6][m]/72+c[3]*Ci[1][m]/72-c[3]*Ci[3][m]/72;
	
	ctl_pt[   22   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -Ci[1][m]/6+Ci[7][m]/6+Ci[8][m];
	
	ctl_pt[   23   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -Ci[0][m]/8+Ci[1][m]/48+Ci[2][m]/48-11.0/48.0*Ci[3][m]+Ci[6][m]/48+
Ci[7][m]/48+5.0/6.0*Ci[4][m]+7.0/16.0*Ci[5][m]+c[1]*Ci[0][m]/24-c[1]*Ci[3][m]
/48+c[1]*Ci[1][m]/48+c[1]*Ci[2][m]/48+c[1]*Ci[5][m]/16-c[1]*Ci[6][m]/16-c[1]*Ci
[7][m]/16;
	
	ctl_pt[   24   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = 5.0/24.0*Ci[0][m]+Ci[1][m]/144-Ci[2][m]/144+Ci[3][m]/144+7.0/144.0*
Ci[6][m]+Ci[7][m]/16-Ci[8][m]/36+7.0/36.0*Ci[4][m]+73.0/144.0*Ci[5][m]+5.0/
144.0*c[1]*Ci[0][m]+c[1]*Ci[3][m]/96-c[1]*Ci[1][m]/96-c[1]*Ci[2][m]/96+7.0/
288.0*c[1]*Ci[5][m]-7.0/288.0*c[1]*Ci[6][m]-7.0/288.0*c[1]*Ci[7][m]+c[3]*Ci[0]
[m]/144+c[3]*Ci[7][m]/96-c[3]*Ci[5][m]/96-c[3]*Ci[6][m]/96-c[3]*Ci[1][m]/288+c
[3]*Ci[2][m]/288+c[3]*Ci[3][m]/288;
	
	ctl_pt[   25   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = 5.0/12.0*Ci[0][m]+Ci[6][m]/12+5.0/36.0*Ci[7][m]-Ci[8][m]/18+Ci[4][m]
/18+13.0/36.0*Ci[5][m]-c[1]*Ci[0][m]/72-c[1]*Ci[5][m]/72+c[1]*Ci[6][m]/72+c[1]*
Ci[7][m]/72+c[3]*Ci[0][m]/72+c[3]*Ci[7][m]/72-c[3]*Ci[5][m]/72-c[3]*Ci[6][m]/72
;
	
	ctl_pt[   26   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = c[3]*Ci[5][m]/72+5.0/12.0*Ci[0][m]+Ci[6][m]/12+13.0/36.0*Ci[7][m]+Ci
[8][m]/18-Ci[4][m]/18+5.0/36.0*Ci[5][m]+c[1]*Ci[0][m]/72+c[1]*Ci[5][m]/72-c[1]*
Ci[6][m]/72-c[1]*Ci[7][m]/72-c[3]*Ci[0][m]/72-c[3]*Ci[7][m]/72+c[3]*Ci[6][m]/72
;
	
	ctl_pt[   27   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = c[1]*Ci[2][m]/288+5.0/24.0*Ci[0][m]+Ci[1][m]/144-Ci[2][m]/144+Ci[3]
[m]/144+7.0/144.0*Ci[6][m]+73.0/144.0*Ci[7][m]+7.0/36.0*Ci[8][m]-Ci[4][m]/36+Ci
[5][m]/16+c[1]*Ci[0][m]/144-c[1]*Ci[3][m]/288+c[1]*Ci[1][m]/288+5.0/144.0*c[3]*
Ci[0][m]+c[1]*Ci[5][m]/96-c[1]*Ci[6][m]/96-c[1]*Ci[7][m]/96+c[3]*Ci[1][m]/96+
7.0/288.0*c[3]*Ci[7][m]-7.0/288.0*c[3]*Ci[5][m]-7.0/288.0*c[3]*Ci[6][m]-c[3]*Ci
[2][m]/96-c[3]*Ci[3][m]/96;
	
	ctl_pt[   28   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -c[3]*Ci[1][m]/48-Ci[0][m]/8-11.0/48.0*Ci[1][m]+Ci[2][m]/48+Ci[3][m]
/48+Ci[6][m]/48+7.0/16.0*Ci[7][m]+5.0/6.0*Ci[8][m]+Ci[5][m]/48+c[3]*Ci[0][m]/24
+c[3]*Ci[7][m]/16-c[3]*Ci[5][m]/16-c[3]*Ci[6][m]/16+c[3]*Ci[2][m]/48+c[3]*Ci[3]
[m]/48;
	
	ctl_pt[   29   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -7.0/24.0*Ci[0][m]+Ci[2][m]/24-Ci[3][m]/4+Ci[6][m]/6-Ci[7][m]/8+Ci
[8][m]/6+2.0/3.0*Ci[4][m]+5.0/8.0*Ci[5][m]+c[1]*Ci[0][m]/12-5.0/96.0*c[1]*Ci[3]
[m]+5.0/96.0*c[1]*Ci[1][m]+5.0/96.0*c[1]*Ci[2][m]+13.0/96.0*c[1]*Ci[5][m]-13.0/
96.0*c[1]*Ci[6][m]-13.0/96.0*c[1]*Ci[7][m]-c[3]*Ci[0][m]/24-5.0/96.0*c[3]*Ci[7]
[m]+5.0/96.0*c[3]*Ci[5][m]+5.0/96.0*c[3]*Ci[6][m]+c[3]*Ci[1][m]/96-c[3]*Ci[2]
[m]/96-c[3]*Ci[3][m]/96;
	
	ctl_pt[   30   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[0][m]/24+5.0/24.0*Ci[6][m]-Ci[7][m]/24+Ci[8][m]/12+Ci[4][m]/12+
5.0/8.0*Ci[5][m]+c[1]*Ci[0][m]/16+c[1]*Ci[5][m]/16-c[1]*Ci[6][m]/16-c[1]*Ci[7]
[m]/16-c[3]*Ci[0][m]/48-c[3]*Ci[7][m]/48+c[3]*Ci[5][m]/48+c[3]*Ci[6][m]/48;
	
	ctl_pt[   31   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[0][m]/4+Ci[6][m]/4+Ci[7][m]/12+5.0/12.0*Ci[5][m];
	
	ctl_pt[   32   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = Ci[5][m]/12+Ci[0][m]/4+Ci[6][m]/4+25.0/60.0*Ci[7][m];
	
	ctl_pt[   33   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -c[3]*Ci[5][m]/16+Ci[0][m]/24+5.0/24.0*Ci[6][m]+5.0/8.0*Ci[7][m]+Ci
[8][m]/12+Ci[4][m]/12-Ci[5][m]/24-c[1]*Ci[0][m]/48-c[1]*Ci[5][m]/48+c[1]*Ci[6]
[m]/48+c[1]*Ci[7][m]/48+c[3]*Ci[0][m]/16+c[3]*Ci[7][m]/16-c[3]*Ci[6][m]/16;
	
	ctl_pt[   34   ][   m   ] = t0;
    }

    for (m=0; m<DIM; m++) {
      t0 = -5.0/96.0*c[1]*Ci[5][m]-7.0/24.0*Ci[0][m]-Ci[1][m]/4+Ci[2][m]/24+Ci
[6][m]/6+5.0/8.0*Ci[7][m]+2.0/3.0*Ci[8][m]+Ci[4][m]/6-Ci[5][m]/8-c[1]*Ci[0][m]
/24+c[1]*Ci[3][m]/96-c[1]*Ci[1][m]/96-c[1]*Ci[2][m]/96+13.0/96.0*c[3]*Ci[7][m]+
5.0/96.0*c[1]*Ci[6][m]+5.0/96.0*c[1]*Ci[7][m]+c[3]*Ci[0][m]/12+5.0/96.0*c[3]*Ci
[2][m]-13.0/96.0*c[3]*Ci[5][m]-13.0/96.0*c[3]*Ci[6][m]-5.0/96.0*c[3]*Ci[1][m]+
5.0/96.0*c[3]*Ci[3][m];
	
	ctl_pt[   35   ][   m   ] = t0;
    }

}
/* Pcp2Nurb:
 * convert submesh of a planar cut polyhedron into a nurbs patch 
 *
 * generated by jorg@cs.purdue.edu Jan 1996
 * all rights reserved!
 */
SHAR_EOF
fi # end of overwriting check
cd ..
cd ..
cd ..
#       End of shell archive
exit 0