home
***
CD-ROM
|
disk
|
FTP
|
other
***
search
/
Amiga Magazin: Amiga-CD 1997 September & October
/
Amiga-CD 1997 #9-10.iso
/
software
/
wildfire
/
wildfirefpu
/
processes
/
mc-6.process
< prev
next >
Wrap
Text File
|
1997-07-21
|
12KB
|
877 lines
;This file was generated by Wildfire V3.55
;Owner: Andreas Küssner (#18313315)
;Date: Tuesday, 08-Jul-97, 23:04:50
;Settings
Mode=1
OutputDepth=6
Dither=2
pcsScreenMode=659456
pcsFrame=1
pcsMaxFrame=80
pcsWidth=176
pcsDepth=4
pcsPreview=2
pcFolding=1
pcSmoothing=2
pcScale=1.000000
pcBGRed=0
pcBGGreen=0
pcBGBlue=0
pcDefSaver=ILBM
pcsInput=wf:Trash/face1HALVE
pcsOutput=Ram Disk:magnetSphere.pic!
ppState=2
ppRGB=256
170000255102184227223048008009010011012013014015016017018019020021022023024025026027028029030031032033034035036037038039040041042043044045046047048049050051052053054055056057058059060061062063064065066067068069070071072073074075076077078079080081082083084085086087088089090091092093094095096097098099100101102103104105106107108109110111112113114115116117118119120121122123124125126127128129130131132133134135136137138139140141142143144145146147148149150151152153154155156157158159160161162163164165166167168169170171172173174175176177178179180181182183184185186187188189190191192193194195196197198199200201202203204205206207208209210211212213214215216217218219220221222223224225226227228229230231232233234235236237238239240241242243244245246247248249250251252253254255
160000255136174192057062008009010011012013014015016017018019020021022023024025026027028029030031032033034035036037038039040041042043044045046047048049050051052053054055056057058059060061062063064065066067068069070071072073074075076077078079080081082083084085086087088089090091092093094095096097098099100101102103104105106107108109110111112113114115116117118119120121122123124125126127128129130131132133134135136137138139140141142143144145146147148149150151152153154155156157158159160161162163164165166167168169170171172173174175176177178179180181182183184185186187188189190191192193194195196197198199200201202203204205206207208209210211212213214215216217218219220221222223224225226227228229230231232233234235236237238239240241242243244245246247248249250251252253254255
170000255187184000022072008009010011012013014015016017018019020021022023024025026027028029030031032033034035036037038039040041042043044045046047048049050051052053054055056057058059060061062063064065066067068069070071072073074075076077078079080081082083084085086087088089090091092093094095096097098099100101102103104105106107108109110111112113114115116117118119120121122123124125126127128129130131132133134135136137138139140141142143144145146147148149150151152153154155156157158159160161162163164165166167168169170171172173174175176177178179180181182183184185186187188189190191192193194195196197198199200201202203204205206207208209210211212213214215216217218219220221222223224225226227228229230231232233234235236237238239240241242243244245246247248249250251252253254255
;Actions
pcNodeCount=12
;Comment
type=32
hidden=0
state=0
from=1
to=9999
step=1
string=Bitte `F` (Folding) drücken, um das Script zu sehen!
;Comment
type=32
hidden=0
state=0
from=1
to=9999
step=1
string=Parametrischer Plot wird aufgebaut
;ParPlot
type=69
hidden=1
state=0
from=1
to=59
step=1
output=11
x=cos(u)*(4+cos(v))
y=sin(u)*(4+cos(v))
z=4*sin(2*u)+sin(v)*(1.2-sin(v))
doGrid=0
width=160
height=128
red=255
green=0
blue=0
gRed=255
gGreen=255
gBlue=255
uCount=24
uMin=0
uMax=6.28319
vCount=24
vMin=0
vMax=6.28319
eWidth=-1
eHeight=-1
eRed=-1
eGreen=-1
eBlue=-1
eGRed=-1
eGGreen=-1
eGBlue=-1
eUCount=-1
eUMin=-1
eUMax=0
eVCount=-1
eVMin=-1
eVMax=-1
camX=0
camY=0
camZ=-800
rotate=1
alpha=30.000000
beta=-60.000000
centreX=80
centreY=64
zoom=1.000000
doLight=2
lightX0=-200
lightY0=100
lightZ0=-600
lightRed0=255
lightGreen0=255
lightBlue0=255
lightX1=200
lightY1=100
lightZ1=-600
lightRed1=0
lightGreen1=0
lightBlue1=0
lightX2=-200
lightY2=-100
lightZ2=-600
lightRed2=0
lightGreen2=0
lightBlue2=0
lightX3=200
lightY3=-100
lightZ3=-600
lightRed3=0
lightGreen3=0
lightBlue3=0
ambient=0.060000
diffuse=0.940000
phong=1.000000
phongSize=30.000000
phongAngle=60.000000
faces=2
quant3D=1.000000
eCamX=-1
eCamY=-1
eCamZ=-1
eAlpha=2
eBeta=3
eCentreX=-1
eCentreY=-1
eZoom=-1
eLightX0=-1
eLightY0=-1
eLightZ0=-1
eLightRed0=-1
eLightGreen0=-1
eLightBlue0=-1
eLightX1=-1
eLightY1=-1
eLightZ1=-1
eLightRed1=-1
eLightGreen1=-1
eLightBlue1=-1
eLightX2=-1
eLightY2=-1
eLightZ2=-1
eLightRed2=-1
eLightGreen2=-1
eLightBlue2=-1
eLightX3=-1
eLightY3=-1
eLightZ3=-1
eLightRed3=-1
eLightGreen3=-1
eLightBlue3=-1
eAmbient=-1
eDiffuse=-1
ePhong=-1
ePhongSize=-1
ePhongAngle=-1
eQuant3D=-1
;Comment
type=32
hidden=0
state=0
from=1
to=9999
step=1
string=2 vollständige Plots werden einmal gerendert
;ParPlot
type=69
hidden=1
state=0
from=60
to=60
step=1
output=9
x=cos(u)*(4+cos(v))
y=sin(u)*(4+cos(v))
z=4*sin(2*u)+sin(v)*(1.2-sin(v))
doGrid=0
width=160
height=128
red=255
green=0
blue=0
gRed=255
gGreen=255
gBlue=255
uCount=24
uMin=0
uMax=6.28318
vCount=24
vMin=0
vMax=6.28319
eWidth=-1
eHeight=-1
eRed=-1
eGreen=-1
eBlue=-1
eGRed=-1
eGGreen=-1
eGBlue=-1
eUCount=-1
eUMin=-1
eUMax=-1
eVCount=-1
eVMin=-1
eVMax=-1
camX=0
camY=0
camZ=-800
rotate=1
alpha=30.000000
beta=-60.000000
centreX=80
centreY=64
zoom=1.000000
doLight=2
lightX0=-200
lightY0=100
lightZ0=-600
lightRed0=255
lightGreen0=255
lightBlue0=255
lightX1=200
lightY1=100
lightZ1=-600
lightRed1=0
lightGreen1=0
lightBlue1=0
lightX2=-200
lightY2=-100
lightZ2=-600
lightRed2=0
lightGreen2=0
lightBlue2=0
lightX3=200
lightY3=-100
lightZ3=-600
lightRed3=0
lightGreen3=0
lightBlue3=0
ambient=0.060000
diffuse=0.940000
phong=1.000000
phongSize=30.000000
phongAngle=60.000000
faces=2
quant3D=1.000000
eCamX=-1
eCamY=-1
eCamZ=-1
eAlpha=2
eBeta=3
eCentreX=-1
eCentreY=-1
eZoom=-1
eLightX0=-1
eLightY0=-1
eLightZ0=-1
eLightRed0=-1
eLightGreen0=-1
eLightBlue0=-1
eLightX1=-1
eLightY1=-1
eLightZ1=-1
eLightRed1=-1
eLightGreen1=-1
eLightBlue1=-1
eLightX2=-1
eLightY2=-1
eLightZ2=-1
eLightRed2=-1
eLightGreen2=-1
eLightBlue2=-1
eLightX3=-1
eLightY3=-1
eLightZ3=-1
eLightRed3=-1
eLightGreen3=-1
eLightBlue3=-1
eAmbient=-1
eDiffuse=-1
ePhong=-1
ePhongSize=-1
ePhongAngle=-1
eQuant3D=-1
;ParPlot
type=69
hidden=1
state=0
from=60
to=60
step=1
output=10
x=cos(u)*(2+cos(v))
y=sin(u)*(2+cos(v))
z=sin(v)
doGrid=0
width=160
height=128
red=255
green=0
blue=0
gRed=255
gGreen=255
gBlue=255
uCount=24
uMin=0
uMax=6.28319
vCount=24
vMin=0
vMax=6.28319
eWidth=-1
eHeight=-1
eRed=-1
eGreen=-1
eBlue=-1
eGRed=-1
eGGreen=-1
eGBlue=-1
eUCount=-1
eUMin=-1
eUMax=-1
eVCount=-1
eVMin=-1
eVMax=-1
camX=0
camY=0
camZ=-800
rotate=1
alpha=30.000000
beta=-60.000000
centreX=80
centreY=64
zoom=1.000000
doLight=2
lightX0=-200
lightY0=100
lightZ0=-600
lightRed0=255
lightGreen0=255
lightBlue0=255
lightX1=200
lightY1=100
lightZ1=-600
lightRed1=0
lightGreen1=0
lightBlue1=0
lightX2=-200
lightY2=-100
lightZ2=-600
lightRed2=0
lightGreen2=0
lightBlue2=0
lightX3=200
lightY3=-100
lightZ3=-600
lightRed3=0
lightGreen3=0
lightBlue3=0
ambient=0.060000
diffuse=0.940000
phong=1.000000
phongSize=30.000000
phongAngle=60.000000
faces=2
quant3D=1.000000
eCamX=-1
eCamY=-1
eCamZ=-1
eAlpha=2
eBeta=3
eCentreX=-1
eCentreY=-1
eZoom=-1
eLightX0=-1
eLightY0=-1
eLightZ0=-1
eLightRed0=-1
eLightGreen0=-1
eLightBlue0=-1
eLightX1=-1
eLightY1=-1
eLightZ1=-1
eLightRed1=-1
eLightGreen1=-1
eLightBlue1=-1
eLightX2=-1
eLightY2=-1
eLightZ2=-1
eLightRed2=-1
eLightGreen2=-1
eLightBlue2=-1
eLightX3=-1
eLightY3=-1
eLightZ3=-1
eLightRed3=-1
eLightGreen3=-1
eLightBlue3=-1
eAmbient=-1
eDiffuse=-1
ePhong=-1
ePhongSize=-1
ePhongAngle=-1
eQuant3D=-1
;Comment
type=32
hidden=0
state=0
from=1
to=9999
step=1
string=Beide Plots werden ineinander gemorpht
;Morph
type=71
hidden=1
state=0
from=60
to=99
step=1
input1=9
input2=10
output=11
frames=40
frame=33
eFrames=-1
eFrame=1
camX=0
camY=0
camZ=-800
rotate=1
alpha=30.000000
beta=-60.000000
centreX=80
centreY=64
zoom=1.000000
doLight=2
lightX0=-200
lightY0=100
lightZ0=-600
lightRed0=255
lightGreen0=255
lightBlue0=255
lightX1=200
lightY1=100
lightZ1=-600
lightRed1=0
lightGreen1=0
lightBlue1=0
lightX2=-200
lightY2=-100
lightZ2=-600
lightRed2=0
lightGreen2=0
lightBlue2=0
lightX3=200
lightY3=-100
lightZ3=-600
lightRed3=0
lightGreen3=0
lightBlue3=0
ambient=0.060000
diffuse=0.940000
phong=1.000000
phongSize=30.000000
phongAngle=60.000000
faces=2
quant3D=1.000000
eCamX=-1
eCamY=-1
eCamZ=-1
eAlpha=2
eBeta=3
eCentreX=-1
eCentreY=-1
eZoom=-1
eLightX0=-1
eLightY0=-1
eLightZ0=-1
eLightRed0=-1
eLightGreen0=-1
eLightBlue0=-1
eLightX1=-1
eLightY1=-1
eLightZ1=-1
eLightRed1=-1
eLightGreen1=-1
eLightBlue1=-1
eLightX2=-1
eLightY2=-1
eLightZ2=-1
eLightRed2=-1
eLightGreen2=-1
eLightBlue2=-1
eLightX3=-1
eLightY3=-1
eLightZ3=-1
eLightRed3=-1
eLightGreen3=-1
eLightBlue3=-1
eAmbient=-1
eDiffuse=-1
ePhong=-1
ePhongSize=-1
ePhongAngle=-1
eQuant3D=-1
;Comment
type=32
hidden=0
state=0
from=1
to=9999
step=1
string=Parametrischer Plot wird abgebaut
;ParPlot
type=69
hidden=1
state=0
from=100
to=160
step=1
output=11
x=cos(u)*(2+cos(v))
y=sin(u)*(2+cos(v))
z=sin(v)
doGrid=0
width=160
height=128
red=255
green=0
blue=0
gRed=255
gGreen=255
gBlue=255
uCount=24
uMin=0
uMax=6.28319
vCount=24
vMin=0
vMax=6.28319
eWidth=-1
eHeight=-1
eRed=-1
eGreen=-1
eBlue=-1
eGRed=-1
eGGreen=-1
eGBlue=-1
eUCount=-1
eUMin=-1
eUMax=0
eVCount=-1
eVMin=-1
eVMax=-1
camX=0
camY=0
camZ=-800
rotate=1
alpha=30.000000
beta=-60.000000
centreX=80
centreY=64
zoom=1.000000
doLight=2
lightX0=-200
lightY0=100
lightZ0=-600
lightRed0=255
lightGreen0=255
lightBlue0=255
lightX1=200
lightY1=100
lightZ1=-600
lightRed1=0
lightGreen1=0
lightBlue1=0
lightX2=-200
lightY2=-100
lightZ2=-600
lightRed2=0
lightGreen2=0
lightBlue2=0
lightX3=200
lightY3=-100
lightZ3=-600
lightRed3=0
lightGreen3=0
lightBlue3=0
ambient=0.060000
diffuse=0.940000
phong=1.000000
phongSize=30.000000
phongAngle=60.000000
faces=2
quant3D=1.000000
eCamX=-1
eCamY=-1
eCamZ=-1
eAlpha=2
eBeta=3
eCentreX=-1
eCentreY=-1
eZoom=-1
eLightX0=-1
eLightY0=-1
eLightZ0=-1
eLightRed0=-1
eLightGreen0=-1
eLightBlue0=-1
eLightX1=-1
eLightY1=-1
eLightZ1=-1
eLightRed1=-1
eLightGreen1=-1
eLightBlue1=-1
eLightX2=-1
eLightY2=-1
eLightZ2=-1
eLightRed2=-1
eLightGreen2=-1
eLightBlue2=-1
eLightX3=-1
eLightY3=-1
eLightZ3=-1
eLightRed3=-1
eLightGreen3=-1
eLightBlue3=-1
eAmbient=-1
eDiffuse=-1
ePhong=-1
ePhongSize=-1
ePhongAngle=-1
eQuant3D=-1
;Comment
type=32
hidden=0
state=0
from=1
to=9999
step=1
string=Ein Farbraum wird über den Plot gelegt
;ColorCube
type=50
hidden=1
state=0
from=1
to=9999
step=1
input=11
output=0
tRender=1
mix=100
mode=0
size=0
red0=255
green0=0
blue0=100
red1=200
green1=100
blue1=100
red2=205
green2=10
blue2=255
red3=10
green3=155
blue3=255
red4=90
green4=155
blue4=50
red5=50
green5=10
blue5=215
red6=255
green6=200
blue6=255
red7=255
green7=0
blue7=100
eMix=-1
eRed0=-1
eGreen0=-1
eBlue0=-1
eRed1=-1
eGreen1=-1
eBlue1=-1
eRed2=-1
eGreen2=-1
eBlue2=-1
eRed3=-1
eGreen3=-1
eBlue3=-1
eRed4=-1
eGreen4=-1
eBlue4=-1
eRed5=-1
eGreen5=-1
eBlue5=-1
eRed6=-1
eGreen6=-1
eBlue6=-1
eRed7=-1
eGreen7=-1
eBlue7=-1
camX=0
camY=0
camZ=-800
rotate=1
alpha=30.000000
beta=-60.000000
centreX=80
centreY=64
zoom=1.000000
doLight=2
lightX0=-200
lightY0=100
lightZ0=-600
lightRed0=255
lightGreen0=255
lightBlue0=255
lightX1=200
lightY1=100
lightZ1=-600
lightRed1=0
lightGreen1=0
lightBlue1=0
lightX2=-200
lightY2=-100
lightZ2=-600
lightRed2=0
lightGreen2=0
lightBlue2=0
lightX3=200
lightY3=-100
lightZ3=-600
lightRed3=0
lightGreen3=0
lightBlue3=0
ambient=0.060000
diffuse=0.940000
phong=1.000000
phongSize=30.000000
phongAngle=60.000000
faces=2
quant3D=1.000000
eCamX=-1
eCamY=-1
eCamZ=-1
eAlpha=2
eBeta=3
eCentreX=-1
eCentreY=-1
eZoom=-1
eLightX0=-1
eLightY0=-1
eLightZ0=-1
eLightRed0=-1
eLightGreen0=-1
eLightBlue0=-1
eLightX1=-1
eLightY1=-1
eLightZ1=-1
eLightRed1=-1
eLightGreen1=-1
eLightBlue1=-1
eLightX2=-1
eLightY2=-1
eLightZ2=-1
eLightRed2=-1
eLightGreen2=-1
eLightBlue2=-1
eLightX3=-1
eLightY3=-1
eLightZ3=-1
eLightRed3=-1
eLightGreen3=-1
eLightBlue3=-1
eAmbient=-1
eDiffuse=-1
ePhong=-1
ePhongSize=-1
ePhongAngle=-1
eQuant3D=-1
;Variables
vNodeCount=4
;Count
name=Count
type=0
expression=
xmin=-6.95
xmax=167.95
ymin=-0.314159
ymax=6.59734
spline=3
selected=0
knots=4
1
0
60
6.28318
100
6.28318
160
0
;morph
name=morph
type=0
expression=
xmin=58
xmax=102
ymin=-2
ymax=42
spline=3
selected=0
knots=2
60
0
100
40
;alpha
name=alpha
type=0
expression=
xmin=-8
xmax=168
ymin=-45
ymax=65
spline=1
selected=3
knots=4
0
0
60
60
100
-40
160
0
;beta
name=beta
type=0
expression=
xmin=-8
xmax=168
ymin=-18
ymax=378
spline=3
selected=1
knots=2
0
0
160
360