Untitled
unknown
plain_text
2 years ago
44 kB
1
Indexable
Never
set cut_paste_input [stack 0]
version 13.1 v2
Roto {
inputs 0
curves {{{v x3f99999a}
{f 0}
{n
{layer Root
{f 2097152}
{t x450b0000 x44c18000}
{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 RectangleCusped1 512 bezier
{{cc
{f 8192}
{px x447a4000
{0 0}
{x45235f0f x45026f0f}
{0 0}
{x42b1c8dd x3f887ffe}
{x450fed17 x45023356}
{xc2b1c8dd xbf88806f}
{0 0}
{x44f40000 x4501f000}
{0 0}
{xbfed3e00 x42bafaa0}
{x44f4cc88 x44cf4866}
{x3fed3e76 xc2bafab3}
{xbf9ccbfa x429ad120}
{x44f6199a x4499f332}
{x3f9ccc5c xc29ad100}
{x39000000 0}
{x44f65503 x445cce54}
{x39000000 0}
{xc2898d08 x3e809b75}
{x451109aa x445c7c89}
{x42898d08 xbe809998}
{0 0}
{x45223b4b x445c3c3c}
{0 0}
{x3e507080 xc2875310}
{x45220001 x44942cce}
{xbe507110 x42875310}
{xbf5fdc46 xc284f552}
{x45221e89 x44c17667}
{x3f5fdc23 x4284f552}
{xc0004c00 xc255a1f0}
{x45228b34 x44e6d99b}
{x40004c00 x4255a1f0}}}
{cc
{f 8192}
{px x447a4000
{0 0}
{0 0}
{0 0}
{x42b1c8dd x3f887ffe}
{0 0}
{xc2b1c8dd xbf88806f}
{0 0}
{0 0}
{0 0}
{xbfed3e00 x42bafaa0}
{0 0}
{x3fed3e76 xc2bafab3}
{xbf9ccbfa x429ad120}
{0 0}
{x3f9ccc5c xc29ad100}
{x39000000 0}
{0 0}
{x39000000 0}
{xc2898d08 x3e809b75}
{0 0}
{x42898d08 xbe809998}
{0 0}
{0 0}
{0 0}
{x3e507080 xc2875310}
{0 0}
{xbe507110 x42875310}
{xbf5fdc46 xc284f552}
{0 0}
{x3f5fdc23 x4284f552}
{xc0004c00 xc255a1f0}
{0 0}
{x40004c00 x4255a1f0}}}}
{tx x447a4000 x45100000 x44bb0000}
{a osw x41200000 osf 0 str 1 spx x450b0000 spy x44c18000 sb 1 ltn x447a4000 ltm x447a4000 tt x41100000}}}}}}
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 }
{ 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 tt 9 }
{ 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 {2224 1548}
colorOverlay {0 0 0 0}
lifetime_type "all frames"
lifetime_start 1001
lifetime_end 1001
motionblur_shutter_offset_type centred
source_black_outside true
name Roto26
selected true
xpos 7791
ypos -17684
}
Roto {
inputs 0
output alpha
curves {{{v x3f99999a}
{f 0}
{n
{layer Root
{f 2097152}
{t x450b0000 x44c18000}
{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
{x447dc000 x44870000}
{{a t
{{x447dc000 1}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{{x450f5667 -}
{x4524099b -}}
{{x43d7c000 -}
{x43fe2664 -}}}
{{a t
{{x447dc000 1}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{{x452b7cce 0 1 x3fea56c5 1}
{x452a866a x3fea56c5 1 0 1}}
{{x44804668 0 1 xbfdcf2a5 1}
{x448a4001 xbfdcf2a5 1 0 1}}}
{{a t
{{x447dc000 1}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{{x4565b002 -}
{x4540ecd0 -}}
{{x44bde002 -}
{x44be4ccf -}}}
{{a t
{{x447dc000 1}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{x45921801}
{x4481e001}}
{{a t
{{x447dc000 x3f4ccccd}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{x458f9001}
{xc3e10001}}
{{a t
{{x447dc000 x3f5182aa}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{x455a7000}
{xc432c000}}
{{a t
{{x447dc000 x3f570a3d}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{x4520cb33}
{xc43aa666}}
{{a t
{{x447dc000 x3f7d70a4}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{x44ed8332}
{xc3707ffc}}}}
{cc
{f 8192}
{px
{x447dc000 x44870000}
{{a t
{{x447dc000 1}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{{xc3d333b4 0 1 xc00b2066 1}
{xc45fb9e4 xc00b2066 1 0 1}}
{{x4392779c 0 1 x3f5a95b9 1}
{x4387d13a x3f5a95b9 1 0 1}}}
{{a t
{{x447dc000 1}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{{xc3fbfeb8 0 1 x40323714 1}
{xc3dd7ec0 x40323714 1 0 1}}
{{x44077ac8 0 1 xbf160de8 1}
{x43efe8cc xbf160de8 1 0 1}}}
{{a t
{{x447dc000 1}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{{xc1a6c600 0 1 xc01e213b 1}
{xc34d7270 xc01e213b 1 0 1}}
{{x44476d20 0 1 xc10659cd 1}
{x435a4e18 xc10659cd 1 0 1}}}
{{a t
{{x447dc000 1}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{x43e91190}
{x43599010}}
{{a t
{{x447dc000 x3f4ccccd}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{x435b9040}
{xc3e89946}}
{{a t
{{x447dc000 x3f5182aa}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{x41ca4980}
{xc3d652de}}
{{a t
{{x447dc000 x3f570a3d}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{xc32a6ca0}
{xc3f2adfd}}
{{a t
{{x447dc000 x3f7d70a4}
{x44870000}} rp
{{x447dc000 1}
{x44870000}} te
{{x447dc000 x40800000}
{x44870000}}}
{{xc461a37c -}
{xc400437c -}}
{{xc350502c -}
{xc21540b0 -}}}}}}
{tx x44870000 x453f9000 x443e0000}
{a ft x40400000 osw x41200000 osf 0 str 1 spx x450b0000 spy x44c18000 sb 1 ltn x44870000 ltm x44870000 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 {2224 1548}
colorOverlay {0 0 0 0}
lifetime_type "all frames"
lifetime_start 1080
lifetime_end 1080
motionblur_shutter_offset_type centred
feather_type smooth
source_black_outside true
name Roto27
selected true
xpos 7960
ypos -17776
}
CheckerBoard2 {
inputs 0
boxsize 154
name CheckerBoard1
selected true
xpos 7837
ypos -17868
}
Grade {
whitepoint {0.5 0.5 0.5 1}
white {{curve x1001 0.3013904393 x1010 0.306758672 x1020 0.3265365064 0.4617249966 0.4269769192 0.4804878533 0.5944096446 0.6480360031 0.6832859516 0.6655902863} {curve x1001 0.3437869251 x1010 0.3353752196 x1020 0.3689873815 0.5190241337 0.4769990146 0.5266491175 0.6455507874 0.6945441961 0.7299971581 0.7099130154} {curve x1001 0.2261869758 x1010 0.2329320312 x1020 0.2516788542 0.3688724041 0.3360676765 0.3805949092 0.4788121283 0.5340049863 0.5693597198 0.5350804329} {curve x1001 1 x1010 1 x1020 1 1 1 1 1 1 1 1}}
name Grade26
selected true
xpos 7837
ypos -17796
}
Grade {
inputs 1+1
white {{curve x1015 2.60433054 x1030 1.889999986 x1050 2.11783576 x1060 1.783573627 x1080 1.773573518} {curve x1015 2.312330484 x1030 1.63157022 x1050 1.818203807 x1060 1.641573548 x1080 1.661573529} {curve x1015 2.550330639 x1030 1.773970366 x1050 2.088571787 x1060 1.749573588 x1080 1.739573479} {curve x1015 1 x1030 1.179999948 x1050 1.419999957 x1060 1.539999962 x1080 1.539999962}}
name Grade28
selected true
xpos 7837
ypos -17751
}
push $cut_paste_input
Grid {
number 20
size 32.5
name Grid1
selected true
xpos 7671
ypos -17795
}
Grade {
white 0
name Grade27
selected true
xpos 7671
ypos -17771
}
Switch {
inputs 2
which 1
name Switch15
selected true
xpos 7671
ypos -17731
}
Merge2 {
inputs 2
operation multiply
name Merge62
selected true
xpos 7671
ypos -17684
}
GridWarp3 {
toolbar_visibility_src false
divisions 3
source_grid_col {
1 3 3 4 1 0
{default }
{
{ {2 1926 852} { {2 0 210.667} {2 -0 -210.667} {2 120.333 0} {2 -120.333 0} } }
{ {2 2287 852} { {2 0 210.667} {2 -0 -210.667} {2 120.333 0} {2 -120.333 0} } }
{ {2 2648 852} { {2 0 210.667} {2 -0 -210.667} {2 120.333 0} {2 -120.333 0} } }
{ {2 1926 1484} { {2 0 210.667} {2 -0 -210.667} {2 120.333 0} {2 -120.333 0} } }
{ {2 2287 1484} { {2 0 210.667} {2 -0 -210.667} {2 120.333 0} {2 -120.333 0} } }
{ {2 2648 1484} { {2 0 210.667} {2 -0 -210.667} {2 120.333 0} {2 -120.333 0} } }
{ {2 1926 2116} { {2 -0 210.667} {2 0 -210.667} {2 120.333 0} {2 -120.333 0} } }
{ {2 2287 2116} { {2 -0 210.667} {2 0 -210.667} {2 120.333 0} {2 -120.333 0} } }
{ {2 2648 2116} { {2 -0 210.667} {2 0 -210.667} {2 120.333 0} {2 -120.333 0} } }
}
}
destination_grid_col {
1 3 3 4 1 0
{default }
{
{ {1 {curve L x1045 1926 x1055 1926 x1067 1926 x1070 1926 x1081 1926 x1086 1926 x1087 1926 x1089 1926 x1090 1926} {curve L x1045 852 x1055 852 x1067 852 x1070 852 x1081 852 x1086 852 x1087 852 x1089 852 x1090 852}} { {1 {curve L x1001 -0.9549463987 x1045 -0.9549463987 x1055 -3.28825736 x1067 -3.28825736 x1070 -3.28825736 x1081 -7.333259106 x1086 -7.333259106 x1087 -7.333259106 x1089 -7.333259106 x1090 -7.333259106} {curve L x1001 210.6645355 x1045 210.6645355 x1055 210.6646118 x1067 210.6646118 x1070 210.6646118 x1081 212.664505 x1086 212.664505 x1087 212.664505 x1089 212.664505 x1090 212.664505}} {1 {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0} {curve L x1001 -0 x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1086 -0 x1087 -0 x1089 -0 x1090 0}} {1 {curve L x1045 120.3321304 x1055 120.3321304 x1067 120.3321304 x1070 120.3321304 x1081 120.3321304 x1086 120.3321304 x1087 120.3321304 x1089 120.3321304 x1090 120.3321304} {curve L x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0}} {1 {curve L x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1086 -0 x1087 -0 x1089 -0 x1090 0} {curve L x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1086 -0 x1087 -0 x1089 -0 x1090 0}} } }
{ {1 {curve L x1045 2287 x1055 2287 x1067 2287 x1070 2287 x1081 2287 x1086 2287 x1087 2287 x1089 2287 x1090 2287} {curve L x1045 852 x1055 852 x1067 852 x1070 852 x1081 852 x1086 852 x1087 852 x1089 852 x1090 852}} { {1 {curve L x1001 0 x1045 0 x1055 -2.333309889 x1067 -2.333309889 x1070 -2.333309889 x1081 -2.333309889 x1086 -2.333309889 x1087 -2.333309889 x1089 -2.333309889 x1090 -2.333309889} {curve L x1001 210.664566 x1045 210.664566 x1055 210.6645508 x1067 210.6645508 x1070 210.6645508 x1081 210.6645508 x1086 210.6645508 x1087 210.6645508 x1089 210.6645508 x1090 210.6645508}} {1 {curve L x1001 -0 x1045 -0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0} {curve L x1001 -0 x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1086 -0 x1087 -0 x1089 -0 x1090 0}} {1 {curve L x1045 120.3321304 x1055 120.3321304 x1067 120.3321304 x1070 120.3321304 x1081 129.6653748 x1086 129.6653748 x1087 134.3319855 x1089 134.3319855 x1090 134.3319855} {curve L x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0}} {1 {curve L x1045 -120.3321304 x1055 -120.3321304 x1067 -120.3321304 x1070 -120.3321304 x1081 -120.3321304 x1086 -120.3321304 x1087 -120.3321304 x1089 -120.3321304 x1090 -120.3321304} {curve L x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1086 -0 x1087 -0 x1089 -0 x1090 0}} } }
{ {1 {curve L x1045 2648 x1055 2648 x1067 2648 x1070 2648 x1081 2676 x1086 2676 x1087 2690 x1089 2690 x1090 2692} {curve L x1045 852 x1055 852 x1067 852 x1070 852 x1081 852 x1086 852 x1087 852 x1089 852 x1090 852}} { {1 {curve L x1001 0 x1045 0 x1055 -2.333309889 x1067 -2.333309889 x1070 -2.333309889 x1081 -21.99978065 x1086 -21.99978065 x1087 -26.66640282 x1089 -26.66640282 x1090 -26.66640282} {curve L x1001 210.664566 x1045 210.664566 x1055 210.6645508 x1067 210.6645508 x1070 210.6645508 x1081 209.9979095 x1086 209.9979095 x1087 209.9979095 x1089 209.9979095 x1090 209.9979095}} {1 {curve L x1001 -0 x1045 -0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0} {curve L x1001 -0 x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1086 -0 x1087 -0 x1089 -0 x1090 0}} {1 {curve L x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0} {curve L x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0}} {1 {curve L x1045 -120.3321304 x1055 -120.3321304 x1067 -120.3321304 x1070 -120.3321304 x1081 -129.6653748 x1086 -129.6653748 x1087 -134.3319855 x1089 -134.3319855 x1090 -134.3319855} {curve L x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1086 -0 x1087 -0 x1089 -0 x1090 0}} } }
{ {1 {curve L x1001 1923.135132 x1045 1923.135132 x1055 1916.135132 x1067 1916.135132 x1070 1916.135132 x1081 1904 x1086 1904 x1087 1904 x1089 1904 x1090 1904} {curve L x1001 1484 x1045 1484 x1055 1484 x1067 1484 x1070 1484 x1081 1490 x1086 1490 x1087 1490 x1089 1490 x1090 1490}} { {1 {curve L x1001 -4.618614674 x1045 -4.618614674 x1055 1.39762187 x1067 1.597100377 x1070 1.597100377 x1081 20.72476959 x1085 26.05855179 x1086 33.85250473 42.24643707 x1089 47.31204605 x1090 47.31204605} {curve L x1001 210.7447968 x1045 210.7447968 x1055 204.030365 x1067 202.442627 x1070 202.442627 x1081 196.2115936 x1085 209.4706726 x1086 217.4767151 220.2355194 x1089 227.9098816 x1090 227.9098816}} {1 {curve L x1001 4.615098476 x1045 4.615098476 x1055 -1.44284451 x1067 -1.66165638 x1070 -1.66165638 x1081 -22.13385201 x1085 -25.94093323 x1086 -32.14683533 -39.08607101 x1089 -42.020401 x1090 -42.020401} {curve L x1001 -210.5843658 x1045 -210.5843658 x1055 -210.6321564 x1067 -210.6255341 x1070 -210.6255341 x1081 -209.5520935 x1085 -208.5251923 x1086 -206.5190582 -203.7601776 x1089 -202.4191742 x1090 -202.4191742}} {1 {curve L x1001 121.2870789 x1045 121.2870789 x1055 121.2870789 x1067 121.2870789 x1070 121.2870789 x1081 125.3320694 x1086 125.3320694 x1087 125.3320694 x1089 125.3320694 x1090 125.3320694} {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 -1.999979734 x1086 -1.999979734 x1087 -1.999979734 x1089 -1.999979734 x1090 -1.999979734}} {1 {curve L x1001 -0 x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1086 -0 x1087 -0 x1089 -0 x1090 0} {curve L x1001 -0 x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0}} } }
{ {1 {curve L x1001 2287 x1045 2287 x1055 2280 x1067 2280 x1070 2280 x1081 2280 x1086 2280 x1087 2280 x1089 2280 x1090 2280} {curve L x1001 1484 x1045 1484 x1055 1484 x1067 1484 x1070 1484 x1081 1484 x1086 1484 x1087 1484 x1089 1484 x1090 1484}} { {1 {curve L x1001 0 x1045 0 x1055 2.911860704 x1067 5.934588432 x1070 5.934588432 x1081 17.5825901 x1086 30.00026894 x1087 36.1360054 x1089 38.70705032 x1090 38.70705032} {curve L x1001 210.664566 x1045 210.664566 x1055 210.7370148 x1067 217.8841858 x1070 217.8841858 x1081 219.5263062 x1086 229.8266296 x1087 231.3697052 x1089 236.9445496 x1090 236.9445496}} {1 {curve L x1001 -0 x1045 -0 x1055 -2.909858465 x1067 -5.731962204 x1070 -5.731962204 x1081 -16.75040436 x1086 -26.99915504 x1087 -32.0631752 x1089 -33.45882416 x1090 -33.45882416} {curve L x1001 -210.664566 x1045 -210.664566 x1055 -210.5921173 x1067 -210.4449158 x1070 -210.4449158 x1081 -209.1361084 x1086 -206.8356323 x1087 -205.2923889 x1089 -204.817627 x1090 -204.817627}} {1 {curve L x1001 120.3321152 x1045 120.3321152 x1055 120.3321152 x1067 120.3321152 x1070 120.3321152 x1081 109.9923325 x1086 109.9923325 x1087 109.9923325 x1089 109.9923325 x1090 109.9923325} {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 -1.246372104 x1086 -1.246372104 x1087 -1.246372104 x1089 -1.246372104 x1090 -1.246372104}} {1 {curve L x1001 -121.2870636 x1045 -121.2870636 x1055 -121.2870636 x1067 -121.2870636 x1070 -121.2870636 x1081 -125.3386536 x1086 -125.3386536 x1087 -125.3386536 x1089 -125.3386536 x1090 -125.3386536} {curve L x1001 -0 x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 1.420268059 x1086 1.420268059 x1087 1.420268059 x1089 1.420268059 x1090 1.420268059}} } }
{ {1 {curve L x1001 2648 x1045 2648 x1055 2641 x1067 2641 x1070 2641 x1081 2610 x1086 2610 x1087 2610 x1089 2610 x1090 2610} {curve L x1001 1484 x1045 1484 x1055 1484 x1067 1484 x1070 1484 x1081 1482 x1086 1482 x1087 1482 x1089 1482 x1090 1482}} { {1 {curve L x1001 4.655902386 x1045 4.655902386 x1055 7.554607868 x1067 14.46033287 x1070 14.46033287 x1081 17.37999535 x1085 22.73125458 x1086 26.9733448 30.73767662 x1089 33.2934494 x1090 35.1060791} {curve L x1001 216.0289459 x1045 216.0289459 x1055 216.2692261 x1067 235.5976257 x1070 235.5976257 x1081 246.5787048 x1085 243.1883698 x1086 247.4986725 249.056366 x1089 254.718338 x1090 251.6551819}} {1 {curve L x1001 -4.538180828 x1045 -4.538180828 x1055 -7.347014904 x1067 -12.87272644 x1070 -12.87272644 x1081 -14.61968708 x1085 -19.2683239 x1086 -22.35949135 -25.12829399 x1089 -26.53919792 x1090 -28.22661781} {curve L x1001 -210.5667877 x1045 -210.5667877 x1055 -210.3263702 x1067 -209.7312469 x1070 -209.7312469 x1081 -207.4168091 x1085 -206.1404877 x1086 -205.1634521 -203.6055603 x1089 -203.0435486 x1090 -202.3403015}} {1 {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0} {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 -0 x1086 -0 x1087 -0 x1089 -0 x1090 0}} {1 {curve L x1001 -120.3321304 x1045 -120.3321304 x1055 -120.3321304 x1067 -120.3321304 x1070 -120.3321304 x1081 -109.9988861 x1086 -109.9988861 x1087 -109.9988861 x1089 -109.9988861 x1090 -109.9988861} {curve L x1001 -0 x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 0.6666599512 x1086 0.6666599512 x1087 0.6666599512 x1089 0.6666599512 x1090 0.6666599512}} } }
{ {1 {curve L x1001 1898.298584 x1045 1898.298584 x1055 1934.521484 x1067 1935.776367 x1070 1935.776367 x1081 2054.577148 x1085 2082 x1086 2124 2170 x1089 2194 x1090 2200} {curve L x1001 2116 x1045 2116 x1055 2096 x1067 2091.216797 x1070 2091.216797 x1081 2069.303223 x1085 2106 x1086 2124 2124 x1089 2143 x1090 2143}} { {1 {curve L x1001 -0 x1045 -0 x1055 0 x1067 0 x1070 0 x1081 0 x1085 0 x1086 0 0 x1089 0 x1090 0} {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1085 0 x1086 0 0 x1089 0 x1090 0}} {1 {curve L x1001 8.278766632 x1045 8.278766632 x1055 -6.128722668 x1067 -6.547013283 x1070 -6.547013283 x1081 -50.19188309 x1085 -59.33273697 x1086 -73.33259583 -88.66578674 x1089 -96.66569519 x1090 -96.66569519} {curve L x1001 -210.664566 x1045 -210.664566 x1055 -203.9979553 x1067 -202.4035797 x1070 -202.4035797 x1081 -193.0991516 x1085 -205.3312683 x1086 -211.3312073 -211.3312378 x1089 -217.6644745 x1090 -217.6644745}} {1 {curve L x1001 129.5658417 x1045 129.5658417 x1055 123.3134003 x1067 128.7399139 x1070 128.7399139 x1081 111.8065033 x1085 120.7987442 x1086 111.3322144 107.1988068 x1089 103.1655655 x1090 103.1655655} {curve L x1001 0 x1045 0 x1055 6.666600704 x1067 15.26091385 x1070 15.26091385 x1081 22.89869881 x1085 17.06647873 x1086 12.66654015 12.66637897 x1089 11.433074 x1090 11.433074}} {1 {curve L x1001 -0 x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1085 -0 x1086 -0 -0 x1089 -0 x1090 0} {curve L x1001 -0 x1045 -0 x1055 -0 x1067 -0 x1070 -0 x1081 -0 x1085 -0 x1086 -0 -0 x1089 -0 x1090 0}} } }
{ {1 {curve L x1045 2287 x1055 2304.465332 x1067 2322 x1070 2322 x1081 2390 x1086 2458 x1087 2491.599609 x1089 2503.499756 x1090 2509.499756} {curve L x1045 2116 x1055 2116 x1067 2137 x1070 2137 x1081 2138 x1086 2162 x1087 2161.999512 x1089 2177.299561 x1090 2177.299561}} { {1 {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0} {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1086 0 x1087 0 x1089 0 x1090 0}} {1 {curve L x1001 -0 x1045 -0 x1055 -8.155028343 x1067 -13.99985981 x1070 -13.99985981 x1081 -36.66630554 x1086 -59.33274841 x1087 -70.53250122 x1089 -74.49916077 x1090 -74.49916077} {curve L x1001 -210.664566 x1045 -210.664566 x1055 -210.6645508 x1067 -217.6644745 x1070 -217.6644745 x1081 -217.9978485 x1086 -225.9977722 x1087 -225.9975891 x1089 -231.0975037 x1090 -231.0975037}} {1 {curve L x1001 129.5797272 x1045 129.5797272 x1055 129.3722839 x1067 136.0499268 x1070 136.0499268 x1081 127.2645416 x1085 119.032547 x1086 122.1212158 122.0900726 x1089 122.1351929 x1090 125.4214554} {curve L x1001 2.633959293 x1045 2.633959293 x1055 6.108679771 x1067 16.57889175 x1070 16.57889175 x1081 25.66794205 x1085 15.5403595 x1086 15.00346279 15.27005863 x1089 14.88034916 x1090 12.98093796}} {1 {curve L x1001 -129.5123291 x1045 -129.5123291 x1055 -123.3531494 x1067 -128.6885986 x1070 -128.6885986 x1081 -111.8740463 x1085 -120.9650726 x1086 -111.2098236 -107.1075287 x1089 -103.0291824 x1090 -103.2429276} {curve L x1001 -2.63258934 x1045 -2.63258934 x1055 -5.82446909 x1067 -15.68184948 x1070 -15.68184948 x1081 -22.56383896 x1085 -15.79266167 x1086 -13.66292095 -13.39616108 x1089 -12.55256748 x1090 -10.68549347}} } }
{ {1 {curve L x1001 2675.58252 x1045 2675.58252 x1055 2692.705322 x1067 2730 x1070 2730 x1081 2772 x1085 2802 x1086 2824 2857.599609 x1089 2869.499756 x1090 2880} {curve L x1001 2131.799805 x1045 2131.799805 x1055 2131.799805 x1067 2188 x1070 2188 x1081 2214 x1085 2200 x1086 2210 2209.999512 x1089 2225.299561 x1090 2214}} { {1 {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1085 0 x1086 0 0 x1089 0 x1090 0} {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1085 0 x1086 0 0 x1089 0 x1090 0}} {1 {curve L x1001 -9.19408226 x1045 -9.19408226 x1055 -17.23493767 x1067 -29.66637039 x1070 -29.66637039 x1081 -53.99945068 x1085 -63.99936295 x1086 -71.33263397 -82.53237152 x1089 -86.49904633 x1090 -86.00009155} {curve L x1001 -215.9311371 x1045 -215.9311371 x1055 -215.9311371 x1067 -234.6643372 x1070 -234.6643372 x1081 -243.9975128 x1085 -239.3309326 x1086 -242.6642761 -242.6640625 x1089 -247.7640228 x1090 -230.0000458}} {1 {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1085 0 x1086 0 0 x1089 0 x1090 0} {curve L x1001 0 x1045 0 x1055 0 x1067 0 x1070 0 x1081 0 x1085 0 x1086 0 0 x1089 0 x1090 0}} {1 {curve L x1001 -129.5262146 x1045 -129.5262146 x1055 -129.4120331 x1067 -135.9986572 x1070 -135.9986572 x1081 -127.3320618 x1085 -119.1988602 x1086 -121.9987869 -121.9987869 x1089 -121.9987869 x1090 -125.4988251} {curve L x1001 -5.26654911 x1045 -5.26654911 x1055 -5.266548634 x1067 -16.99983215 x1070 -16.99983215 x1081 -25.33308029 x1085 -14.26654148 x1086 -15.99984169 -15.99984169 x1089 -15.99984169 x1090 -12.23335648}} } }
}
}
grids_manually_moved true
background "on bg"
source_grid_transform_center {2287 1484}
destination_grid_transform_center {2287 1484}
name GridWarp3_8
selected true
xpos 7671
ypos -17650
}
CornerPin2D {
to1 {{curve x1001 1970.52 1968.8 1969.36 1971.1 1973.17 1976.5 1980.36 1984.35 1989.25 1995.97 2004.72 2015.64 2028.4 2042.02 2052.61 2058.78 2059.3 2055.67 2047.98 2033.99 2013.73 1989.21 1959.93 1926.19 1888.01 1846.5 1803.46 1758.99 1712.6 1664.96 1617.92 1572.91 1528.27 1485.91 1448.58 1412.91 1378.94 1350.02 1330.06 1317.83 1308.09 1301.41 1299.45 1301.78 1307.42 1314.95 1323.3 1331.6 1340.89 1352.94 1366.96 1380.55 1393.41 1407.34 1423.34 1441.39 1459.93 1478.75 1497.97 1517.25 1535.78 1552.58 1568.35 1583.49 1598.51 1613.1 1626.52 1639.76 1653.14 1665.48 1677.02 1688.03 1698.9 1709.91 1720.21 1730.44 1741.7 1754.24 1768.07 1783.11 1797.49 1812.93 1828.28 1841.83 1852.69 1863.58 1876.06 1887.91 1899.41 1912.2 1928.5 1945.45 1960.96 1976.94 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63} {curve x1001 878.703 876.806 876.265 877.753 881.048 886.116 893.483 902.316 912.772 925.081 938.716 953.356 966.772 977.272 988.196 1002.21 1016.34 1030.12 1047.96 1070.96 1096.58 1121.8 1148.03 1176.55 1209.05 1243.27 1277 1308.57 1337.31 1362.12 1385.23 1407.82 1430.29 1450.97 1467.16 1481.35 1494.9 1504.07 1506.23 1505.41 1503.96 1498.72 1490.48 1480.72 1470.23 1459.01 1447.11 1434.09 1422 1413.02 1404.4 1394.83 1386.84 1382.67 1382.05 1385.11 1391.09 1399.56 1410.33 1422.82 1437.14 1452.6 1468.07 1482.04 1494.25 1505.83 1516.7 1527.12 1536.97 1546.14 1553.9 1560.69 1567.65 1574.5 1579.51 1583.79 1588.87 1594.42 1598.8 1603.59 1609.67 1614.29 1618.72 1624.84 1631.86 1638.4 1644.56 1651.29 1658.45 1664.42 1668.88 1672.19 1676.86 1681.7 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61}}
to2 {{curve x1001 2599.98 2597.91 2597.67 2598.27 2598.89 2600.11 2600.89 2600.65 2599.85 2598.77 2597.54 2596.77 2596.39 2595.18 2589.56 2577.77 2560.39 2536.9 2507.68 2470.49 2425.74 2377.22 2324.98 2269.33 2210.13 2149.02 2087.56 2026.33 1964.95 1904.27 1845.86 1790.4 1736.76 1686.32 1641.91 1600.43 1560.71 1526.57 1501.89 1485.06 1471.13 1460.55 1455.2 1454.53 1457.33 1462.22 1468.28 1474.5 1481.75 1491.32 1502.67 1513.99 1525 1536.84 1550.35 1565.88 1582.88 1600.49 1618.35 1636 1652.81 1668.59 1683.02 1696.78 1710.7 1724.45 1737 1749.04 1761.1 1772.57 1783.21 1793.38 1803.35 1813.23 1822.52 1831.81 1842.23 1853.75 1866.35 1880.12 1893.57 1907.63 1921.7 1933.94 1943.99 1953.89 1964.44 1975.02 1985.42 1996.4 2009.76 2024.02 2034.62 2044.74 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88} {curve x1001 878.497 876.46 875.583 876.94 880.236 885.174 892.283 901.358 911.763 924.197 937.714 951.716 964.387 974.699 985.247 1000.09 1014.28 1028.02 1047 1072.55 1101.95 1131.22 1160.43 1191.45 1227.47 1265.57 1302.71 1337.15 1367.62 1391.96 1413.9 1435.48 1457.98 1478.09 1491.09 1502.02 1513.12 1519.93 1519.14 1517.72 1516.01 1509.91 1500.92 1490.8 1481.15 1470.99 1459.61 1446.81 1435.67 1429.72 1424.58 1417.69 1411.47 1409.08 1410.51 1414.93 1421.46 1429.03 1438.62 1450.04 1462.86 1476.59 1490.9 1504.09 1515.5 1526.03 1535.93 1545.69 1555.08 1563.35 1570.43 1576.86 1583.42 1590.08 1594.79 1598.39 1603.21 1608.8 1612.91 1617.36 1622.63 1626.82 1630.58 1635.99 1643.03 1650.82 1657.69 1665.03 1673.01 1680.49 1687.09 1691.49 1697.55 1704.51 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97}}
to3 {{curve x1001 2611.5 2608.98 2608.76 2609.4 2609.75 2611.04 2612.27 2611.73 2610.91 2609.95 2609.34 2610.06 2611.83 2612.68 2609.71 2598.18 2578.42 2553.16 2520.64 2478.46 2427.06 2371.92 2315.08 2255.49 2190.62 2122.97 2055.69 1989.28 1924.16 1863.56 1806.55 1752.29 1696.74 1645.44 1605.93 1568.99 1530.8 1498.09 1477.34 1460.9 1446.59 1437.06 1433.58 1434.52 1436.73 1440.58 1446.24 1452.71 1458.82 1464 1470.61 1478.38 1486.97 1496.38 1507.75 1522.26 1540.03 1560.39 1581.05 1600.97 1620.16 1638.66 1654.62 1669.17 1684.04 1698.81 1712.62 1725.82 1738.74 1751.17 1762.85 1773.82 1784.28 1794.14 1804.36 1815.2 1826.21 1837.74 1850.91 1865.28 1879.29 1894.33 1909.81 1922.98 1932.69 1940.03 1948.44 1957.75 1966.73 1976.39 1988.12 2002.82 2017.71 2030.58 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2} {curve x1001 2084.23 2081.3 2078.74 2077.62 2078.07 2079 2080.32 2081.48 2081.15 2078.82 2073.16 2064.64 2052.09 2033.57 2011.79 1990.93 1966.82 1938.44 1911.57 1889.34 1869.22 1850.65 1834.27 1821.77 1816.57 1816.66 1819.29 1822.26 1824.85 1824.5 1824.49 1826.17 1831.26 1835.5 1834.5 1833.33 1834.61 1832.26 1822.65 1812.97 1805.14 1793.28 1778.57 1762.81 1747.57 1732.41 1716.64 1699.93 1684.88 1674.88 1665.62 1654.73 1645.07 1639.47 1637.27 1638.29 1642.63 1648.51 1656.18 1665.35 1675.77 1688.29 1701.2 1712.74 1722.65 1731.84 1740.41 1748.48 1756.17 1763.14 1768.58 1773.29 1777.91 1782.59 1785.17 1786.7 1789.65 1793.17 1795.3 1798.43 1802.76 1805.38 1808 1812.68 1818.12 1821.83 1827.23 1832.08 1837.74 1843.44 1849.46 1855.27 1861.89 1867.94 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87}}
to4 {{curve x1001 1951.05 1948.86 1949.35 1951.15 1953.04 1956.35 1960.69 1964.35 1969.33 1976.36 1986.1 1999.25 2014.96 2031.43 2045.53 2053.03 2054.92 2053.02 2045.37 2029.45 2005.47 1976.55 1944.24 1907.82 1864.79 1817.25 1768.55 1718.75 1668.58 1621.18 1575.82 1531.8 1485.01 1442.53 1410.82 1379.65 1346.99 1319.71 1304.35 1292.52 1282.21 1276.6 1276.56 1280.78 1286.1 1292.85 1301.08 1309.86 1318.15 1325.62 1334.76 1345.02 1355.67 1367.26 1381.32 1398.71 1418.66 1440.85 1463.55 1485.85 1507.26 1527.02 1544.52 1560.77 1576.95 1592.51 1607.13 1621.6 1635.98 1649.25 1661.9 1673.87 1685.51 1696.82 1708.53 1720.62 1732.85 1745.92 1761.07 1776.69 1791.69 1808.36 1825.46 1839.71 1851.25 1861.3 1871.28 1882.67 1893.67 1905.4 1919.59 1936.36 1955.48 1974.57 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89} {curve x1001 2083.24 2080.18 2077.71 2076.56 2076.96 2077.86 2079.36 2080.18 2079.85 2077.53 2072.2 2064.59 2053.17 2035.17 2014.02 1992.58 1967.38 1938.3 1909.82 1885.24 1861.88 1840.15 1821.64 1807.35 1799.74 1796.83 1796.66 1797.13 1798.15 1798.24 1799.48 1802.29 1807.19 1811.32 1813.01 1815.16 1818.77 1818.49 1811.67 1802.6 1794.98 1783.85 1769.97 1754.62 1738.69 1722.51 1705.96 1688.95 1672.8 1660.02 1647.68 1634.57 1623.52 1616.59 1613.17 1613.44 1618.03 1625.59 1635.18 1646.13 1658.54 1672.62 1686.74 1699.02 1709.62 1719.64 1729.08 1737.78 1745.92 1753.6 1759.79 1765.21 1770.55 1775.79 1779.03 1781.53 1784.99 1788.99 1791.62 1795.32 1800.54 1803.2 1805.66 1810.17 1815.12 1817.9 1822.41 1826.2 1830.97 1835.69 1839.84 1843.96 1849.48 1852.07 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69}}
invert false
motionblur 8
shutteroffset centred
from1 {1970.52 878.703}
from2 {2599.98 878.497}
from3 {2611.5 2084.23}
from4 {1951.05 2083.24}
name CornerPin2D7
selected true
xpos 7671
ypos -17607
}
Read {
inputs 0
file_type exr
file D:/CG/cazino_fonbet/sources/hires/fon_0060_hires_v001/denoise/fon_0060_denoise_v001_####.exr
format "4448 3096 0 0 4448 3096 1 4448_3096"
first 1001
last 1136
origfirst 1001
origlast 1136
origset true
colorspace "Input - ARRI - V3 LogC (EI800) - Wide Gamut"
auto_alpha true
name Read14
selected true
xpos 7466
ypos -17751
}
Merge2 {
inputs 2
name Merge45
selected true
xpos 7466
ypos -17607
}
CornerPin2D {
to1 {{curve x1001 1970.52 1968.8 1969.36 1971.1 1973.17 1976.5 1980.36 1984.35 1989.25 1995.97 2004.72 2015.64 2028.4 2042.02 2052.61 2058.78 2059.3 2055.67 2047.98 2033.99 2013.73 1989.21 1959.93 1926.19 1888.01 1846.5 1803.46 1758.99 1712.6 1664.96 1617.92 1572.91 1528.27 1485.91 1448.58 1412.91 1378.94 1350.02 1330.06 1317.83 1308.09 1301.41 1299.45 1301.78 1307.42 1314.95 1323.3 1331.6 1340.89 1352.94 1366.96 1380.55 1393.41 1407.34 1423.34 1441.39 1459.93 1478.75 1497.97 1517.25 1535.78 1552.58 1568.35 1583.49 1598.51 1613.1 1626.52 1639.76 1653.14 1665.48 1677.02 1688.03 1698.9 1709.91 1720.21 1730.44 1741.7 1754.24 1768.07 1783.11 1797.49 1812.93 1828.28 1841.83 1852.69 1863.58 1876.06 1887.91 1899.41 1912.2 1928.5 1945.45 1960.96 1976.94 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63 2000.63} {curve x1001 878.703 876.806 876.265 877.753 881.048 886.116 893.483 902.316 912.772 925.081 938.716 953.356 966.772 977.272 988.196 1002.21 1016.34 1030.12 1047.96 1070.96 1096.58 1121.8 1148.03 1176.55 1209.05 1243.27 1277 1308.57 1337.31 1362.12 1385.23 1407.82 1430.29 1450.97 1467.16 1481.35 1494.9 1504.07 1506.23 1505.41 1503.96 1498.72 1490.48 1480.72 1470.23 1459.01 1447.11 1434.09 1422 1413.02 1404.4 1394.83 1386.84 1382.67 1382.05 1385.11 1391.09 1399.56 1410.33 1422.82 1437.14 1452.6 1468.07 1482.04 1494.25 1505.83 1516.7 1527.12 1536.97 1546.14 1553.9 1560.69 1567.65 1574.5 1579.51 1583.79 1588.87 1594.42 1598.8 1603.59 1609.67 1614.29 1618.72 1624.84 1631.86 1638.4 1644.56 1651.29 1658.45 1664.42 1668.88 1672.19 1676.86 1681.7 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61 1687.61}}
to2 {{curve x1001 2599.98 2597.91 2597.67 2598.27 2598.89 2600.11 2600.89 2600.65 2599.85 2598.77 2597.54 2596.77 2596.39 2595.18 2589.56 2577.77 2560.39 2536.9 2507.68 2470.49 2425.74 2377.22 2324.98 2269.33 2210.13 2149.02 2087.56 2026.33 1964.95 1904.27 1845.86 1790.4 1736.76 1686.32 1641.91 1600.43 1560.71 1526.57 1501.89 1485.06 1471.13 1460.55 1455.2 1454.53 1457.33 1462.22 1468.28 1474.5 1481.75 1491.32 1502.67 1513.99 1525 1536.84 1550.35 1565.88 1582.88 1600.49 1618.35 1636 1652.81 1668.59 1683.02 1696.78 1710.7 1724.45 1737 1749.04 1761.1 1772.57 1783.21 1793.38 1803.35 1813.23 1822.52 1831.81 1842.23 1853.75 1866.35 1880.12 1893.57 1907.63 1921.7 1933.94 1943.99 1953.89 1964.44 1975.02 1985.42 1996.4 2009.76 2024.02 2034.62 2044.74 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88 2057.88} {curve x1001 878.497 876.46 875.583 876.94 880.236 885.174 892.283 901.358 911.763 924.197 937.714 951.716 964.387 974.699 985.247 1000.09 1014.28 1028.02 1047 1072.55 1101.95 1131.22 1160.43 1191.45 1227.47 1265.57 1302.71 1337.15 1367.62 1391.96 1413.9 1435.48 1457.98 1478.09 1491.09 1502.02 1513.12 1519.93 1519.14 1517.72 1516.01 1509.91 1500.92 1490.8 1481.15 1470.99 1459.61 1446.81 1435.67 1429.72 1424.58 1417.69 1411.47 1409.08 1410.51 1414.93 1421.46 1429.03 1438.62 1450.04 1462.86 1476.59 1490.9 1504.09 1515.5 1526.03 1535.93 1545.69 1555.08 1563.35 1570.43 1576.86 1583.42 1590.08 1594.79 1598.39 1603.21 1608.8 1612.91 1617.36 1622.63 1626.82 1630.58 1635.99 1643.03 1650.82 1657.69 1665.03 1673.01 1680.49 1687.09 1691.49 1697.55 1704.51 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97 1713.97}}
to3 {{curve x1001 2611.5 2608.98 2608.76 2609.4 2609.75 2611.04 2612.27 2611.73 2610.91 2609.95 2609.34 2610.06 2611.83 2612.68 2609.71 2598.18 2578.42 2553.16 2520.64 2478.46 2427.06 2371.92 2315.08 2255.49 2190.62 2122.97 2055.69 1989.28 1924.16 1863.56 1806.55 1752.29 1696.74 1645.44 1605.93 1568.99 1530.8 1498.09 1477.34 1460.9 1446.59 1437.06 1433.58 1434.52 1436.73 1440.58 1446.24 1452.71 1458.82 1464 1470.61 1478.38 1486.97 1496.38 1507.75 1522.26 1540.03 1560.39 1581.05 1600.97 1620.16 1638.66 1654.62 1669.17 1684.04 1698.81 1712.62 1725.82 1738.74 1751.17 1762.85 1773.82 1784.28 1794.14 1804.36 1815.2 1826.21 1837.74 1850.91 1865.28 1879.29 1894.33 1909.81 1922.98 1932.69 1940.03 1948.44 1957.75 1966.73 1976.39 1988.12 2002.82 2017.71 2030.58 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2 2047.2} {curve x1001 2084.23 2081.3 2078.74 2077.62 2078.07 2079 2080.32 2081.48 2081.15 2078.82 2073.16 2064.64 2052.09 2033.57 2011.79 1990.93 1966.82 1938.44 1911.57 1889.34 1869.22 1850.65 1834.27 1821.77 1816.57 1816.66 1819.29 1822.26 1824.85 1824.5 1824.49 1826.17 1831.26 1835.5 1834.5 1833.33 1834.61 1832.26 1822.65 1812.97 1805.14 1793.28 1778.57 1762.81 1747.57 1732.41 1716.64 1699.93 1684.88 1674.88 1665.62 1654.73 1645.07 1639.47 1637.27 1638.29 1642.63 1648.51 1656.18 1665.35 1675.77 1688.29 1701.2 1712.74 1722.65 1731.84 1740.41 1748.48 1756.17 1763.14 1768.58 1773.29 1777.91 1782.59 1785.17 1786.7 1789.65 1793.17 1795.3 1798.43 1802.76 1805.38 1808 1812.68 1818.12 1821.83 1827.23 1832.08 1837.74 1843.44 1849.46 1855.27 1861.89 1867.94 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87 1879.87}}
to4 {{curve x1001 1951.05 1948.86 1949.35 1951.15 1953.04 1956.35 1960.69 1964.35 1969.33 1976.36 1986.1 1999.25 2014.96 2031.43 2045.53 2053.03 2054.92 2053.02 2045.37 2029.45 2005.47 1976.55 1944.24 1907.82 1864.79 1817.25 1768.55 1718.75 1668.58 1621.18 1575.82 1531.8 1485.01 1442.53 1410.82 1379.65 1346.99 1319.71 1304.35 1292.52 1282.21 1276.6 1276.56 1280.78 1286.1 1292.85 1301.08 1309.86 1318.15 1325.62 1334.76 1345.02 1355.67 1367.26 1381.32 1398.71 1418.66 1440.85 1463.55 1485.85 1507.26 1527.02 1544.52 1560.77 1576.95 1592.51 1607.13 1621.6 1635.98 1649.25 1661.9 1673.87 1685.51 1696.82 1708.53 1720.62 1732.85 1745.92 1761.07 1776.69 1791.69 1808.36 1825.46 1839.71 1851.25 1861.3 1871.28 1882.67 1893.67 1905.4 1919.59 1936.36 1955.48 1974.57 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89 1996.89} {curve x1001 2083.24 2080.18 2077.71 2076.56 2076.96 2077.86 2079.36 2080.18 2079.85 2077.53 2072.2 2064.59 2053.17 2035.17 2014.02 1992.58 1967.38 1938.3 1909.82 1885.24 1861.88 1840.15 1821.64 1807.35 1799.74 1796.83 1796.66 1797.13 1798.15 1798.24 1799.48 1802.29 1807.19 1811.32 1813.01 1815.16 1818.77 1818.49 1811.67 1802.6 1794.98 1783.85 1769.97 1754.62 1738.69 1722.51 1705.96 1688.95 1672.8 1660.02 1647.68 1634.57 1623.52 1616.59 1613.17 1613.44 1618.03 1625.59 1635.18 1646.13 1658.54 1672.62 1686.74 1699.02 1709.62 1719.64 1729.08 1737.78 1745.92 1753.6 1759.79 1765.21 1770.55 1775.79 1779.03 1781.53 1784.99 1788.99 1791.62 1795.32 1800.54 1803.2 1805.66 1810.17 1815.12 1817.9 1822.41 1826.2 1830.97 1835.69 1839.84 1843.96 1849.48 1852.07 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69 1858.69}}
invert true
shutteroffset centred
from1 {1970.52 878.703}
from2 {2599.98 878.497}
from3 {2611.5 2084.23}
from4 {1951.05 2083.24}
name CornerPin2D8
selected true
xpos 7466
ypos -17560
}