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set cut_paste_input [stack 0]
version 13.1 v2
Read {
inputs 0
file_type exr
file "C:/Users/bf0000/Desktop/0510 0460.exr"
format "2048 1080 0 0 2048 1080 1 2K_DCP"
origset true
name Read2
selected true
xpos -791
ypos 84
}
ColorCorrect {
contrast 2.38
gamma 1.4
gain 2.5
name ColorCorrect1
selected true
xpos -791
ypos 168
}
Reformat {
format "4096 2160 0 0 4096 2160 1 4K_DCP"
name Reformat1
selected true
xpos -791
ypos 224
}
push $cut_paste_input
Roto {
output alpha
curves {{{v x3f99999a}
{f 0}
{n
{layer Root
{f 2097152}
{t x45000000 x44870000}
{a pt1x 0 pt1y 0 pt2x 0 pt2y 0 pt3x 0 pt3y 0 pt4x 0 pt4y 0 ptex00 0 ptex01 0 ptex02 0 ptex03 0 ptex10 0 ptex11 0 ptex12 0 ptex13 0 ptex20 0 ptex21 0 ptex22 0 ptex23 0 ptex30 0 ptex31 0 ptex32 0 ptex33 0 ptof1x 0 ptof1y 0 ptof2x 0 ptof2y 0 ptof3x 0 ptof3y 0 ptof4x 0 ptof4y 0 pterr 0 ptrefset 0 ptmot x40800000 ptref 0}
{curvegroup BSpline1 512 bspline
{{cc
{f 8192}
{px 1
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} xc2780000 x44d06000}
{{a t
{{1 x3f808312}} rp
{{1 1}} te
{{1 x40800000}}} x42aa0000 x44ce4000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x438a0000 x44cd8000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x4400c000 x44cd2000}
{{a t
{{1 x3f808312}} rp
{{1 1}} te
{{1 x40800000}}} x443b8000 x44cd8000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x44710000 x44ce6000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x4498a000 x44cec000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x45040000 x44cf0000}
{{a t
{{1 x3f804189}} rp
{{1 1}} te
{{1 x40800000}}} x45254000 x44d54000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x452e2000 x44d5a000}
{{a t
{{1 1}} rp
{{1 1}} te
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{{a t
{{1 x3f808312}} rp
{{1 1}} te
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{{a t
{{1 x3f808312}} rp
{{1 1}} te
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{{a t
{{1 1}} rp
{{1 1}} te
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{{a t
{{1 x3f804189}} rp
{{1 1}} te
{{1 x40800000}}} x4565b000 x44d44000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x4572e000 x44d80000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x45844000 x44d48000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x45882000 x450b8000}
{{a t
{{1 1}} rp
{{1 1}} te
{{1 x40800000}}} x4556e000 x45130000}
{{a t
{{1 x3f75c28f}} rp
{{1 1}} te
{{1 x40800000}}} x43060000 x45106000}
{{a t
{{1 x3f808312}} rp
{{1 1}} te
{{1 x40800000}}} xc39a0000 x4501a000}
{{a t
{{1 x3f808312}} rp
{{1 1}} te
{{1 x40800000}}} xc3360000 x44ee4000}}} idem}
{tx 1 x44f41746 x44e18ba3}
{a osw x41200000 osf 0 str 1 spx x45000000 spy x44870000 sb 1 tt x40c00000}}}}}}
toolbox {selectAll {
{ selectAll str 1 ssx 1 ssy 1 sf 1 }
{ createBezier str 1 ssx 1 ssy 1 sf 1 sb 1 tt 4 }
{ createBezierCusped str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ createBSpline str 1 ssx 1 ssy 1 sf 1 sb 1 tt 6 }
{ createEllipse str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ createRectangle str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ createRectangleCusped str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ brush str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ eraser src 2 str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ clone src 1 str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ reveal src 3 str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ dodge src 1 str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ burn src 1 str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ blur src 1 str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ sharpen src 1 str 1 ssx 1 ssy 1 sf 1 sb 1 }
{ smear src 1 str 1 ssx 1 ssy 1 sf 1 sb 1 }
} }
toolbar_brush_hardness 0.200000003
toolbar_source_transform_scale {1 1}
toolbar_source_transform_center {2048 1080}
colorOverlay {0 0 0 0}
lifetime_type "all frames"
motionblur_shutter_offset_type centred
source_black_outside true
name Roto1
selected true
xpos -1554
ypos 75
}
Read {
inputs 0
file_type exr
file C:/Users/bf0000/Desktop/ABR_EP3F2_0510_RWG00001.exr
format "4096 2160 0 0 4096 2160 1 4K_DCP"
origset true
colorspace Log3G10
name Read3
selected true
xpos -1217
ypos -685
}
OFXcom.absoft.neatvideo4_v4 {
DNP 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
NFP ODAxAPotAAAAAAAAAAABAAAAAACAPwAAgD8AAIA/AACAPwAAgD8AAIA/AACAPwAAgD8AAIA/AAAAAAAAAAAAAIA/AACAPwAAgD/NzMw+AACAPwAAgD8BAAAAAADAPwAAwD8AAIA/AACAPwAAgD8AAAAAAAAAP5qZmT4AAAAAAAAAAAAAgD8AAAAAAAAAAAAAgD8AAIA/AACAPwAAgD8AAQAAAACAPwAAAAAAAAAAAACAPwAAAAAAAAAAAQEBAQEBAQEBAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAAAgAAAAAAgD8AAAAAAAAAAAAAwD8AAAAAAAAAAAAAAD8BAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQD8AAIA/AACAPwAAgD8BAAAAAAAAAAAAgD8AAIA/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgwMQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA==
ParamsHash1 -269000074
ParamsHash2 260
ParamsHash3 0
name "Reduce Noise v4_2"
selected true
xpos -1217
ypos -535
}
Dot {
name Dot3
selected true
xpos -1183
ypos -489
}
set Nae77dc00 [stack 0]
Dot {
name Dot4
selected true
xpos -908
ypos -489
}
set Nae77d800 [stack 0]
OFXuk.co.thefoundry.keylight.keylight_v201 {
show "Final Result"
unPreMultiply false
screenColour {0.05750145018 0.09363752604 0.05031968653}
screenGain 1
screenBalance 0.5
alphaBias {0.5 0.5 0.5}
despillBias {0.5 0.5 0.5}
gangBiases true
preBlur 0
"Screen Matte" 1
screenClipMin 0.17
screenClipMax 0.305
screenClipRollback 0
screenGrowShrink 0
screenSoftness 0
screenDespotBlack 0
screenDespotWhite 0
screenReplaceMethod "Soft Colour"
screenReplaceColour {0.5 0.5 0.5}
Tuning 0
midPoint 0.5
lowGain 1
midGain 1
highGain 1
"Inside Mask" 0
sourceAlphaHandling Ignore
insideReplaceMethod "Soft Colour"
insideReplaceColour {0.5 0.5 0.5}
Crops 0
SourceXMethod Colour
SourceYMethod Colour
SourceEdgeColour 0
SourceCropL 0
SourceCropR 1
SourceCropB 0
SourceCropT 1
balanceSet false
insideComponent None
outsideComponent None
cacheBreaker true
name Keylight3
selected true
xpos -1429
ypos -40
}
FilterErode {
size 6
name FilterErode1
selected true
xpos -1429
ypos -16
}
FilterErode {
size -6
name FilterErode2
selected true
xpos -1429
ypos 20
}
Merge2 {
inputs 2
operation stencil
name Merge4
selected true
xpos -1429
ypos 81
}
Invert {
name Invert1
selected true
xpos -1429
ypos 105
}
FilterErode {
size 6
name FilterErode3
selected true
xpos -1429
ypos 141
}
Blur {
size 9.4
name Blur1
selected true
xpos -1429
ypos 182
}
push $Nae77d800
Dot {
name Dot5
selected true
xpos -453
ypos -489
}
Dot {
name Dot6
selected true
xpos -453
ypos -379
}
Grade {
whitepoint {0.395286411 0.3730274439 0.297657311 1}
multiply {0.9833333492 1.133333325 0.8833333254 1}
gamma 0.8
name Grade3
selected true
xpos -597
ypos -382
}
Dot {
name Dot1
selected true
xpos -563
ypos -326
}
set Nae77e400 [stack 0]
IBKColourV3 {
name IBKColourV3_8
selected true
xpos -740
ypos -329
screen_type green
Size 1
erode 10
multi 1
}
IBKColourV3 {
name IBKColourV3_9
selected true
xpos -740
ypos -305
screen_type green
Size 1
erode 1
multi 1
}
IBKColourV3 {
name IBKColourV3_10
selected true
xpos -740
ypos -281
screen_type green
Size 1
erode 1
multi 5
}
IBKColourV3 {
name IBKColourV3_11
selected true
xpos -740
ypos -257
screen_type green
Size 1
erode 1
multi 10
}
IBKColourV3 {
name IBKColourV3_12
selected true
xpos -740
ypos -233
screen_type green
Size 1
erode 1
multi 50
}
IBKColourV3 {
name IBKColourV3_13
selected true
xpos -740
ypos -209
screen_type green
Size 1
erode 1
multi 100
}
IBKColourV3 {
name IBKColourV3_14
selected true
xpos -740
ypos -185
screen_type green
Size 1
erode 1
multi 150
}
push $Nae77e400
Dot {
name Dot2
selected true
xpos -563
ypos -116
}
IBKGizmoV3 {
inputs 2
name IBKGizmoV3_3
xpos -740
ypos -119
st C-green
}
Grade {
channels rgba
gamma 0.9
name Grade4
selected true
xpos -740
ypos -79
}
push $Nae77d800
OFXuk.co.thefoundry.keylight.keylight_v201 {
show "Final Result"
unPreMultiply false
screenColour {0.05750145018 0.09363752604 0.05031968653}
screenGain 1
screenBalance 0.5
alphaBias {0.5 0.5 0.5}
despillBias {0.5 0.5 0.5}
gangBiases true
preBlur 0
"Screen Matte" 1
screenClipMin 0.17
screenClipMax 0.58
screenClipRollback 0
screenGrowShrink 0
screenSoftness 0
screenDespotBlack 0
screenDespotWhite 0
screenReplaceMethod "Soft Colour"
screenReplaceColour {0.5 0.5 0.5}
Tuning 0
midPoint 0.5
lowGain 1
midGain 1
highGain 1
"Inside Mask" 0
sourceAlphaHandling Ignore
insideReplaceMethod "Soft Colour"
insideReplaceColour {0.5 0.5 0.5}
Crops 0
SourceXMethod Colour
SourceYMethod Colour
SourceEdgeColour 0
SourceCropL 0
SourceCropR 1
SourceCropB 0
SourceCropT 1
balanceSet false
insideComponent None
outsideComponent None
cacheBreaker true
name Keylight2
selected true
xpos -942
ypos -384
}
FilterErode {
size 5
name FilterErode4
selected true
xpos -942
ypos -360
}
Blur {
size 5
name Blur2
selected true
xpos -942
ypos -324
}
ChannelMerge {
inputs 2
name ChannelMerge1
selected true
xpos -942
ypos -91
}
EdgeBlur {
name EdgeBlur3
selected true
xpos -942
ypos -9
}
push $Nae77dc00
Copy {
inputs 2
from0 rgba.alpha
to0 rgba.alpha
name Copy2
selected true
xpos -1217
ypos 32
}
set Naab9f800 [stack 0]
Group {
name DespillToColor1
tile_color 0x475247ff
note_font "Bitstream Vera Sans Bold"
note_font_color 0xffffffff
selected true
xpos -1082
ypos 89
addUserKnob {20 User l main}
addUserKnob {68 sto l "screen type" t "- auto - The screen type will be controlled by \n the screen color:\n\n g>b : green despill\n b>g : blue despill\n\n- 'blue' and 'green' act as an override so you can pick a blue-ish screen color but still despill green tones and vice versa.\n" M {auto green blue "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" ""}}
addUserKnob {18 sc l "screen color"}
sc {0.09678465873 0.1657129377 0.08461047709}
addUserKnob {6 sc_panelDropped l "panel dropped state" -STARTLINE +HIDDEN}
addUserKnob {6 sc_panelDropped_1 l "panel dropped state" -STARTLINE +HIDDEN}
addUserKnob {6 sc_panelDropped_1_1 l "panel dropped state" -STARTLINE +HIDDEN}
addUserKnob {18 tc l "target color"}
tc {0.02107642777 0.02054497227 0.01369239204}
addUserKnob {6 tc_panelDropped l "panel dropped state" -STARTLINE +HIDDEN}
addUserKnob {6 tc_panelDropped_1 l "panel dropped state" -STARTLINE +HIDDEN}
addUserKnob {6 tc_panelDropped_1_1 l "panel dropped state" -STARTLINE +HIDDEN}
addUserKnob {7 balance t "- determines which colors get affected more by the despill operation. \nlower : red\nhigher : green / blue" R 0 2}
balance 1
addUserKnob {7 gain t "Increasing gain will affect a wider range of colors." R 0.5 3.5}
gain 1
addUserKnob {26 ""}
addUserKnob {6 enableErode l "enable erode" +STARTLINE}
addUserKnob {6 spillmatte l "spillmatte output" t "- spillmatte output to alpha channel.\nThis channel is normalised, so the picked color has an alpha value of 1. \nIn ordner not to clamp values above 1 you might choose to grade this mask down a bit." -STARTLINE}
addUserKnob {7 erode t "For blurry edges, eroding the despill matte is an alternative to increasing the gain." R 0.1 50}
erode 1
addUserKnob {7 erodeMix l mix}
erodeMix 1
addUserKnob {26 ""}
addUserKnob {7 falloff t "- controls the gamma on the despill matte." R 0.5 1.5}
falloff 1
addUserKnob {26 ""}
addUserKnob {41 maskChannelMask l mask -STARTLINE T Merge1.maskChannelMask}
addUserKnob {41 inject -STARTLINE T Merge1.inject}
addUserKnob {41 invert_mask l invert -STARTLINE T Merge1.invert_mask}
addUserKnob {41 fringe -STARTLINE T Merge1.fringe}
addUserKnob {41 unpremult l "(un)premult by" T despillGreen.unpremult}
addUserKnob {7 mix}
mix 1
addUserKnob {26 ""}
addUserKnob {20 info l "info / advanced" n 1}
info 0
addUserKnob {26 jm l "" +STARTLINE T "Despill to Color by Johannes Masanz\nVersion: 4.1"}
addUserKnob {26 ""}
addUserKnob {7 ir l "increase range" t "compensates for screen values higher than 1" R 0 100}
ir 50
addUserKnob {20 endGroup_1 l endGroup n -1}
}
Input {
inputs 0
name mask
xpos -234
ypos 479
number 1
}
set Naab9f400 [stack 0]
Input {
inputs 0
name source
xpos -84
ypos 76
}
set Naab9f000 [stack 0]
Expression {
expr0 r
expr1 g
expr2 b
channel3 alpha
expr3 parent.gain<1?min((b-(r*parent.balance+g*(1-(parent.balance-1)))/2),(b*parent.gain-(r*parent.balance+g*(1-(parent.balance-1)))/2)):(b*parent.gain-(r*parent.balance+g*(1-(parent.balance-1)))/2)
name ExpBlue
xpos 516
ypos 76
}
Grade {
channels alpha
whitepoint {{parent.NoOp1.avb}}
name despillWhite1
xpos 516
ypos 102
}
set Naab9e800 [stack 0]
push $Naab9f000
Expression {
expr0 r
expr1 g
expr2 b
channel3 alpha
expr3 parent.gain<1?min((g*parent.gain-(r*parent.balance+b*(1-(parent.balance-1)))/2),(g-(r*parent.balance+b*(1-(parent.balance-1)))/2)):(g*parent.gain-(r*parent.balance+b*(1-(parent.balance-1)))/2)
name ExpGreen
xpos 402
ypos 76
}
Grade {
channels alpha
whitepoint {{parent.NoOp1.avg}}
name despillWhite
xpos 402
ypos 102
}
set Naab9e000 [stack 0]
push $Naab9e000
push $Naab9e800
Switch {
inputs 2
which {{parent.sc.b>parent.sc.g?0:1}}
name Switch2
xpos 456
ypos 149
}
Switch {
inputs 3
which {{parent.sto}}
name Switch3
xpos 456
ypos 175
}
FilterErode {
size {{-parent.erode}}
filter gaussian
mix {{parent.erodeMix}}
name despillGaussian
xpos 456
ypos 219
disable {{1-parent.enableErode}}
}
set Naab9d400 [stack 0]
Grade {
channels alpha
gamma {{parent.falloff}}
black_clamp false
name falloff
xpos 346
ypos 264
}
set Naab9d000 [stack 0]
push $Naab9d400
ChannelMerge {
inputs 2
operation max
name ChannelMerge1
xpos 456
ypos 257
}
push $Naab9d000
push $Naab9d400
ChannelMerge {
inputs 2
operation min
name ChannelMerge2
xpos 563
ypos 257
disable {{parent.falloff==1?1:0}}
}
Switch {
inputs 2
which {{parent.falloff>1?1:0}}
name Switch1
xpos 456
ypos 307
}
set Naab9c400 [stack 0]
push $Naab9f400
push $Naab9c400
Grade {
channels alpha
whitepoint {{parent.NoOp1.avb}}
white {{parent.ir+1}}
reverse true
name Grade2
xpos 516
ypos 347
}
push $Naab9f000
Grade {
inputs 1+1
channels rgba
add {{parent.tc*(clamp(1/clamp(parent.NoOp1.avb/(parent.ir+1)),0,1000000))-parent.sc*(clamp(1/clamp(parent.NoOp1.avb/(parent.ir+1)),0,1000000))} {parent.tc*(clamp(1/clamp(parent.NoOp1.avb/(parent.ir+1)),0,1000000))-parent.sc*(clamp(1/clamp(parent.NoOp1.avb/(parent.ir+1)),0,1000000))} {parent.tc*(clamp(1/clamp(parent.NoOp1.avb/(parent.ir+1)),0,1000000))-parent.sc*(clamp(1/clamp(parent.NoOp1.avb/(parent.ir+1)),0,1000000))} {curve}}
black_clamp false
unpremult {{{parent.despillGreen.unpremult}}}
name despillBlue
xpos 516
ypos 383
}
set Nad5a7800 [stack 0]
push $Naab9c400
Grade {
channels alpha
whitepoint {{parent.NoOp1.avg}}
white {{parent.ir+1}}
reverse true
name Grade4
xpos 402
ypos 348
}
push $Naab9f000
Grade {
inputs 1+1
channels rgba
add {{parent.tc*(clamp(1/clamp(parent.NoOp1.avg/(parent.ir+1)),0,inf))-parent.sc*(clamp(1/clamp(parent.NoOp1.avg/(parent.ir+1)),0,inf))} {parent.tc*(clamp(1/clamp(parent.NoOp1.avg/(parent.ir+1)),0,inf))-parent.sc*(clamp(1/clamp(parent.NoOp1.avg/(parent.ir+1)),0,inf))} {parent.tc*(clamp(1/clamp(parent.NoOp1.avg/(parent.ir+1)),0,inf))-parent.sc*(clamp(1/clamp(parent.NoOp1.avg/(parent.ir+1)),0,inf))} {curve}}
black_clamp false
unpremult -rgba.alpha
name despillGreen
xpos 402
ypos 383
}
set Nad5a7000 [stack 0]
push $Nad5a7000
push $Nad5a7800
Switch {
inputs 2
which {{parent.sc.b>parent.sc.g?0:1}}
name Switch4
xpos 456
ypos 453
}
Switch {
inputs 3
which {{parent.sto}}
name Switch5
xpos 456
ypos 479
}
push $Naab9f000
Merge2 {
inputs 2+1
operation copy
bbox B
maskChannelInput -rgba.alpha
mix {{parent.mix}}
name Merge1
xpos -84
ypos 479
}
Shuffle {
alpha black
name Shuffle1
xpos -84
ypos 505
disable {{1-spillmatte}}
}
Copy {
inputs 2+1
from0 rgba.alpha
to0 rgba.alpha
bbox B
name Copy2
xpos -84
ypos 545
disable {{1-spillmatte}}
}
Output {
name Output1
xpos -84
ypos 599
}
NoOp {
inputs 0
name NoOp1
xpos 181
ypos 160
addUserKnob {20 User}
addUserKnob {7 avg l alphavalueGreen}
avg {{parent.sc.g*clamp(1,parent.gain,inf)-(parent.sc.b*(1-(parent.balance-1))+parent.sc.r*parent.balance)/2}}
addUserKnob {7 avb l alphavalueBlue}
avb {{parent.sc.b*clamp(1,parent.gain,inf)-(parent.sc.g*(1-(parent.balance-1))+parent.sc.r*parent.balance)/2}}
}
end_group
push $Naab9f800
Group {
name PxF_KillSpill
help "Remove red/green/blue spill."
tile_color 0x733520ff
selected true
xpos -1217
ypos 91
addUserKnob {20 User}
addUserKnob {4 back_color l ScreenColor t "Which type of spill to remove." M {red green blue "" ""}}
back_color green
addUserKnob {7 supp l Suppression t "Bias the mix of channels used to cap the 'spill' channel.\nFor example when removing 'green spill':\n0 = green channel is capped by the red channel.\n\n0.5 = green channel is capped by half-mix of red and blue channels.\n\n1 = green channel is capped by the blue channel." R 0 2}
supp 0.5
addUserKnob {7 masterMult l Limiter t "Gain applied to the 'cap' channel to make the suppression more or less aggressive." R 0 10}
masterMult 1
addUserKnob {18 SpillTweak t "Adjust the luminance and color of the spill areas." R 0 10}
addUserKnob {6 SpillTweak_panelDropped l "panel dropped state" -STARTLINE +HIDDEN}
addUserKnob {26 ""}
addUserKnob {26 t l "" +STARTLINE T "PxF_KillSpill 2.5.2 - (c) 2011 - Xavier Bourque - www.pixelfudger.com"}
}
Input {
inputs 0
name mask
xpos -228
ypos 853
number 1
}
Input {
inputs 0
name img
xpos -496
ypos -217
}
Dot {
name Dot3
xpos -462
ypos -140
}
set Nb2a5f800 [stack 0]
Dot {
name Dot2
xpos -689
ypos 208
}
Dot {
name Dot4
xpos -729
ypos 756
}
push $Nb2a5f800
Dot {
name Dot1
xpos -156
ypos 744
}
push $Nb2a5f800
push $Nb2a5f800
Shuffle {
red blue
green blue
alpha black
name Blue
xpos 187
ypos 28
}
set Nb2a5e800 [stack 0]
push $Nb2a5f800
Shuffle {
red green
blue green
alpha black
name Green
xpos 76
ypos 26
}
set Nb2a5e400 [stack 0]
push $Nb2a5f800
Shuffle {
green red
blue red
alpha black
name Red
xpos -17
ypos 27
}
set Nb2a5e000 [stack 0]
Switch {
inputs 3
which {{back_color i}}
name High
xpos -17
ypos 132
}
push $Nb2a5e400
push $Nb2a5e000
Switch {
inputs 2
which {{"back_color == 0 ? 1 : back_color == 1 ? 0 : 0" i}}
name LowA
xpos 76
ypos 132
}
Multiply {
value {{"1 - supp" i}}
name Multiply1
xpos 76
ypos 190
}
push $Nb2a5e800
push $Nb2a5e400
push 0
Switch {
inputs 3
which {{"back_color == 0 ? 2 : back_color == 1 ? 2 : 1" i}}
name LowB
xpos 187
ypos 140
}
Multiply {
value {{supp i}}
name Multiply2
xpos 187
ypos 187
}
Merge2 {
inputs 2
operation plus
name Merge1
xpos 138
ypos 299
}
Multiply {
value {{masterMult i}}
name Multiply3
xpos 138
ypos 327
}
Merge2 {
inputs 2
operation min
name Merge10
xpos -17
ypos 371
}
set Nae787c00 [stack 0]
ShuffleCopy {
inputs 2
red red
green green
name ShuffleBlue
xpos -426
ypos 371
}
push $Nb2a5f800
push $Nae787c00
ShuffleCopy {
inputs 2
red red
blue blue
name ShuffleGreen
xpos -526
ypos 369
}
push $Nb2a5f800
push $Nae787c00
ShuffleCopy {
inputs 2
green green
blue blue
name ShuffleRed
xpos -630
ypos 369
}
Switch {
inputs 3
which {{back_color i}}
name Switch1
xpos -526
ypos 424
}
set Nae786c00 [stack 0]
push $Nb2a5f800
push $Nae786c00
Merge2 {
inputs 2
operation minus
name Merge9
xpos -338
ypos 547
}
Saturation {
saturation 0
name Saturation1
xpos -338
ypos 586
}
ColorCorrect {
gain {{SpillTweak.r i} {SpillTweak.g i} {SpillTweak.b i} {1 i}}
name ColorCorrect1
xpos -338
ypos 655
}
Merge2 {
inputs 2
operation plus
name Merge11
xpos -526
ypos 655
}
ShuffleCopy {
inputs 2
name ShuffleCopy1
xpos -526
ypos 740
}
Keymix {
inputs 3
invertMask true
bbox A
name Keymix1
selected true
xpos -526
ypos 875
disable {{"\[exists parent.input1] ? 0 : 1" i}}
}
set Nae785400 [stack 0]
Viewer {
input_process false
name Viewer1
xpos 95
ypos 454
}
push $Nae785400
Output {
name Output1
xpos -526
ypos 980
}
end_group
Switch {
inputs 2
which 1
name Switch1
selected true
xpos -1217
ypos 130
}
Grade {
inputs 1+1
white 0.6
name Grade5
selected true
xpos -1217
ypos 170
}
Premult {
name Premult2
selected true
xpos -1217
ypos 202
}
Merge2 {
inputs 2
operation under
name Merge3
selected true
xpos -1217
ypos 244
}