ToolSets/keyer/positionSelector.nk
ToolSets/keyer/positionSelector.nk
set cut_paste_input [stack 0]
version 9.0 v5
push $cut_paste_input
Group {
name positionSelector
tile_color 0x421010ff
selected true
xpos 409
ypos 137
addUserKnob {20 positionSelector}
addUserKnob {41 in l "input channel" T Shuffle1.in}
addUserKnob {41 selection T sphere.selection}
addUserKnob {4 type M {position color CIE-LCH}}
type color
addUserKnob {4 shape M {sphere cube "" ""}}
addUserKnob {7 start l blackpoint R -10 10}
start 0.9
addUserKnob {7 end l whitepoint R -10 10}
end 1
addUserKnob {7 xSoft}
addUserKnob {7 ySoft}
addUserKnob {7 zSoft}
addUserKnob {4 falloff M {linear plinear smooth0 smooth1 smooth}}
addUserKnob {41 gamma -STARTLINE T Grade1.gamma}
addUserKnob {41 disable_1 l invert -STARTLINE T Invert1.disable}
addUserKnob {26 ""}
addUserKnob {26 lbl l "" +STARTLINE T "positionSelector v1.0"}
addUserKnob {22 btn l DerekVFX.ca T "nuke.tcl('start', 'https://derekvfx.ca')" +STARTLINE}
}
ColorLookup {
inputs 0
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {curve R k 0 s0 l x0.003921568859 6.022699495e-008 x0.007843137719 4.817964623e-007 x0.01176470611 1.626091716e-006 x0.01568627544 3.854631814e-006 x0.01960784383 7.528858987e-006 x0.02352941036 1.300865097e-005 2.065794615e-005 x0.03137255087 3.083708361e-005 x0.03529411927 4.390754475e-005 x0.03921569139 6.023073001e-005 8.016809443e-005 0.000104069084 0.000132317 0.0001652632345 0.0002032691846 x0.06274510175 0.0002466964652 x0.06666667014 0.0002959061821 x0.07058824599 0.0003512600088 0.0004131192691 0.0004818454618 0.0005577999982 0.0006413442898 0.0007327482454 0.0008325265371 0.0009409749764 0.001058454392 0.001185326488 0.001321952092 0.001468692673 0.001625909354 0.001793963136 x0.1254902035 0.001973216189 x0.1294117719 0.002164031146 x0.1333333552 0.002366767731 0.00258178683 0.002809449565 0.003050117521 0.003304151352 0.003571912879 0.003853762988 0.004150062799 0.004461173899 0.00478745671 0.005129273515 0.005486985203 0.005862131715 0.006252844818 0.006660544779 0.007085591555 0.007528347429 0.007989174686 0.008468433283 0.00896648597 0.009483692236 0.01002041437 0.01057701465 0.01115385443 0.01175129414 0.01236969698 0.01300942153 0.01367083192 0.01435428858 0.01506015193 x0.250980407 0.01578786224 x0.2549019754 0.01653958671 x0.2588235736 0.0173145961 0.01811365597 0.01893693022 0.0197845567 0.02065733261 0.0215554107 0.02247890271 0.02342865057 0.0244047828 0.02540738881 0.02643736452 0.02749480307 0.02858006954 0.02969322912 0.03083522618 0.03200612962 0.03320600092 0.03443581238 0.03569561243 0.03698543832 0.03830631077 0.03965825588 0.04104129225 0.04245647788 0.04390382022 0.04538331181 0.04689607024 0.04844206572 0.05002152547 0.05163484067 0.05328274518 0.05496534705 0.05668255314 0.05843561888 0.0602244623 0.06204896793 0.06391043216 0.06580877304 0.06774383038 0.06971696019 0.07172803581 0.07377688587 0.07586493343 0.07799201459 0.08015812188 0.08236411959 0.08461045474 0.08689725399 0.08922428638 0.09159311652 0.09400349855 0.09645516425 0.09894975275 0.101486966 0.1040665358 0.1066901237 0.1093574315 0.112068139 0.1148239821 0.1176246256 0.1204698235 0.1233610809 x0.501960814 0.1262983978 x0.5058823824 0.1292819977 x0.5098038912 0.1323116571 0.1353889853 0.1385136396 0.1416851878 0.1449056268 0.1481744945 0.151491195 0.1548579931 0.1582743078 0.1617395878 0.1652560532 0.1688230634 0.1724391431 0.1761094332 0.179830417 0.1836030632 0.187427789 0.1913059801 0.1952372938 0.1992211342 0.2032598108 0.2073525488 0.2114989609 0.2157013416 0.2199590355 0.2242712677 0.228640601 0.2330663204 0.2375476211 0.2420871705 0.2466842234 0.2513383329 0.2560509443 0.2608225644 0.2656531036 0.2705416381 0.2754910588 0.2805005014 0.2855688632 0.2906993628 0.2958909571 0.3011426032 0.3064574003 0.3118344247 0.3172725141 0.3227749169 0.32834059 0.3339699209 0.3396614194 0.3454190493 0.351241231 0.3571270406 0.3630796373 0.3690981269 0.3751811385 0.3813322484 0.3875502646 0.3938339949 0.4001867175 0.4066074491 0.413094759 0.419652462 0.4262791872 0.4329752624 0.4397394955 0.4465754926 0.4534814358 0.4604575634 0.4675060809 0.4746261835 0.4818162322 0.4890804887 0.4964174032 0.5038254261 0.5113087893 0.5188658237 0.5264949799 0.5342006087 0.5419809818 0.5498318672 0.5577657223 0.5657726526 0.5738544464 0.5820134878 0.5902503133 0.5985645056 0.606954217 0.6154241562 0.6239725947 0.6325976253 0.6413040161 0.6500898004 0.6589531898 0.6678991914 0.6769256592 0.6860307455 0.6952195168 0.7044900656 0.7138405442 0.7232752442 0.7327929735 0.7423938513 0.7520756721 0.7618437409 0.7716960907 0.7816304564 0.7916523814 0.8017596006 0.8119498491 0.8222287893 0.8325940371 0.8430433869 0.8535824418 0.8642088175 0.8749204874 0.8857229948 0.8966140747 0.9075940847 0.9186604619 0.9298192859 0.9410682321 0.9524045587 0.9638345242 0.9753556252 0.986965239 k 1 s0}}
name plinear
xpos -121
ypos 703
disable {{"parent.falloff != 1"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {curve R k 0 s0 x0.003921568859 3.066859063e-005 s0 l x0.007843137719 0.0001224346488 x0.01176470611 0.0002749357081 x0.01568627544 0.0004878292675 x0.01960784383 0.0007607445004 x0.02352941036 0.001093237312 0.001485098153 x0.03137255087 0.00193589658 x0.03529411927 0.002445271006 x0.03921569139 0.003012860194 0.003638302675 0.004320909269 0.005060947035 0.005857754499 0.006710969843 x0.06274510175 0.007620232645 x0.06666667014 0.008585179225 x0.07058824599 0.009605448693 0.01068068016 0.01181051135 0.01299458276 0.01423253119 0.01552273426 0.01686701551 0.01826407202 0.01971353777 0.02121505141 0.0227682516 0.0243727807 0.02602827549 0.02773437649 x0.1254902035 0.02949072234 x0.1294117719 0.03129697591 x0.1333333552 0.03315275162 0.03505768999 0.03701142967 0.03901360556 0.04106386006 0.0431618318 0.0453071557 0.04749947414 0.04973842576 0.05202364922 0.05435478315 0.0567314662 0.05916087329 0.06162818149 0.0641399771 0.06669589877 0.0692955628 0.07193864137 0.07462473959 0.07735352963 0.08012461662 0.08293766528 0.08579229563 0.0886881575 0.0916248858 0.0946021229 0.09761949629 0.1006766558 0.1037732363 0.1069088802 x0.250980407 0.1100792438 x0.2549019754 0.1132918224 x0.2588235736 0.1165415347 0.1198296845 0.1231550947 0.126516521 0.1299153417 0.1333503425 0.136820212 0.1403264403 0.1438677758 0.1474428624 0.1510532796 0.1546976715 0.1583756804 0.16208601 0.1658302248 0.1696069837 0.1734149605 0.1772557497 0.1811279953 0.1850303262 0.1889644414 0.1929289103 0.1969223768 0.2009465396 0.2049999833 0.2090813369 0.2131923139 0.2173314691 0.2214981467 0.2256919891 0.2299136519 0.2341620922 0.2384358197 0.242736727 0.2470633239 0.2514141202 0.2557909787 0.2601924241 0.2646169662 0.2690665424 0.2735396624 0.2780347764 0.282553792 0.2870952785 0.2916581035 0.2962429821 0.3008495569 0.3054771721 0.3101242185 0.3147926927 0.3194811046 0.324187845 0.3289149702 0.3336609006 0.3384240866 0.3432065845 0.3480067849 0.352823168 0.3576577902 0.362509042 0.3673755229 0.372258842 x0.501960814 0.377158016 x0.5058823824 0.3820724785 x0.5098038912 0.3870007992 0.3919447362 0.3969027698 0.4018733203 0.4068585336 0.4118567705 0.4168662727 0.4218895435 0.4269247353 0.4319702089 0.4370282888 0.442097187 0.4471739531 0.4522648752 0.4573642313 0.4624724388 0.4675893188 0.4727158546 0.4778507054 0.4829922915 0.4881427884 0.4933003485 0.4984636605 0.5036348104 0.5088121891 0.5139939785 0.5191825628 0.5243761539 0.5295732617 0.5347759724 0.5399827361 0.5451923013 0.5504055023 0.5556221008 0.5608413219 0.5660613179 0.5712845922 0.5765092373 0.5817335844 0.5869601369 0.592187047 0.5974126458 0.6026393175 0.607865274 0.6130887866 0.6183122396 0.6235339642 0.6287536025 0.6339690089 0.6391832232 0.6443941593 0.6496001482 0.6548035741 0.6600025892 0.6651957035 0.6703851223 0.6755691171 0.6807460785 0.6859182119 0.6910838485 0.6962413192 0.701392889 0.7065368891 0.7116730213 0.7167995572 0.7219188213 0.7270285487 0.7321285009 0.7372196317 0.7423006296 0.7473698258 0.7524295449 0.7574780583 0.7625137568 0.7675389051 0.772551775 0.7775507569 0.7825379968 0.7875119448 0.7924692035 0.7974170446 0.8023487329 0.8072648048 0.8121660948 0.8170523047 0.8219226599 0.8267754912 0.8316130042 0.8364335895 0.8412356973 0.8460212946 0.8507887721 0.8555366993 0.8602670431 0.8649782538 0.8696687818 0.8743406534 0.8789923191 0.8836224079 0.8882324696 0.8928213716 0.8973886371 0.9019325972 0.9064554572 0.9109554887 0.9154313207 0.9198848605 0.9243145585 0.9287189245 0.9330999255 0.9374559522 0.941785574 0.9460907578 0.9503698349 0.9546215534 0.9588475823 0.9630465508 0.9672180414 0.971360743 0.9754763246 0.9795633554 0.9836205244 0.9876493812 0.9916487336 0.9956170917 k 1 s0}}
name smooth0
xpos -121
ypos 741
disable {{"parent.falloff != 2"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {curve R k 0 s0 l x0.003921568859 0.003935050219 x0.007843137719 0.007900506258 x0.01176470611 0.01189594436 x0.01568627544 0.01592133567 x0.01960784383 0.01997601241 x0.02352941036 0.02405868098 0.02817084268 x0.03137255087 0.03231121227 x0.03529411927 0.03647941723 x0.03921569139 0.04067511111 0.04489791766 0.04914552346 0.05342147127 0.05772346258 0.06205112487 x0.06274510175 0.06640410423 x0.06666667014 0.07078202814 x0.07058824599 0.07518454641 0.07961128652 0.08406189829 0.08853601664 0.09303326905 0.09754897654 0.1020904705 0.1066540107 0.1112392396 0.1158457994 0.1204733327 0.1251214743 0.1297898293 0.1344781071 x0.1254902035 0.1391859055 x0.1294117719 0.1439129263 x0.1333333552 0.1486587524 0.1534229964 0.1582053453 0.1630054116 0.167822808 0.1726572216 0.1775082499 0.1823755652 0.1872587949 0.1921575665 0.1970715076 0.2020003051 0.2069588304 0.2119171917 0.216889292 0.2218747884 0.2268732935 0.2318844646 0.236907959 0.2419433743 0.2469903827 0.2520485818 0.2571176589 0.2621972561 0.2672869265 0.2723864019 0.2774953246 0.2826132476 0.2877398431 0.2928747833 x0.250980407 0.2980112731 x0.2549019754 0.3031617105 x0.2588235736 0.3083180487 0.3134825826 0.3186536729 0.3238295615 0.3290125728 0.3342010379 0.3393931985 0.3445914686 0.3497940302 0.354999274 0.3602094948 0.3654229343 0.3706393242 0.3758568764 0.3810780048 0.3863009214 0.3915239871 0.3967494667 0.4019756913 0.4072009325 0.4124275446 0.4176537991 0.4228779674 0.4281024933 0.4333254993 0.4385454357 0.4437645376 0.4489811361 0.4541943073 0.4594039321 0.464610815 0.4698137343 0.4750109911 0.4802048802 0.4853937626 0.4905759096 0.4957535565 0.5009251237 0.5060888529 0.5112470984 0.5163981318 0.5215401649 0.5266757011 0.5318029523 0.5369206071 0.5420296788 0.5471297503 0.5522202253 0.5572991967 0.562368989 0.5674279928 0.5724745989 0.5775107741 0.5825352073 0.5875459909 0.5925454497 0.5975319147 0.6025036573 0.6074630618 0.6124083996 0.6173381209 0.6222540736 x0.501960814 0.6271550059 x0.5058823824 0.6320406199 x0.5098038912 0.636909306 0.6417628527 0.6465998292 0.6514186263 0.6562212706 0.6610061526 0.6657717824 0.6705201864 0.6752499342 0.6799592376 0.6846503019 0.6893215179 0.6939700842 0.6986017823 0.7032111287 0.707798779 0.7123644352 0.7169088721 0.7214308381 0.7259290218 0.7304052114 0.734857738 0.7392854095 0.7436901331 0.7480701804 0.7524241805 0.7567540407 0.7610582709 0.765335381 0.7695872188 0.773812294 0.7780095935 0.7821797729 0.7863225937 0.7904371619 0.7945221663 0.7985793352 0.8026072383 0.8066043258 0.8105726242 0.8145105839 0.8184167743 0.8222929239 0.8261376619 0.8299496174 0.8337303996 0.8374786973 0.8411941528 0.8448752165 0.8485237956 0.8521384001 0.8557177782 0.8592633605 0.8627738953 0.8662481308 0.8696875572 0.8730908036 0.8764567375 0.8797867298 0.88307935 0.886333704 0.8895508051 0.8927296996 0.8958699107 0.8989704251 0.9020322561 0.905054152 0.9080355763 0.9109771252 0.9138779044 0.9167366624 0.9195545912 0.9223306179 0.9250637293 0.927754879 0.9304030538 0.9330071807 0.9355682731 0.9380853176 0.940556407 0.9429850578 0.9453676343 0.9477043152 0.9499952793 0.952240169 0.9544385672 0.9565893412 0.9586933851 0.9607497454 0.9627575278 0.9647174478 0.9666284919 0.9684898853 0.970302403 0.9720650315 0.9737769365 0.9754386544 0.9770494699 0.9786087275 0.9801165462 0.9815723896 0.9829758406 0.9843261242 0.9856237173 0.9868678451 0.9880577326 0.9891938567 0.9902753234 0.9913016558 0.9922729135 0.9931886196 0.994048059 0.9948512912 0.995597899 0.9962871075 0.9969191551 0.9974933267 0.9980093241 0.9984667301 0.9988653064 0.9992046356 0.9994843006 0.9997040033 0.9998633265 0.9999619722 k 0.9999995828 s0}}
name smooth1
xpos -121
ypos 779
disable {{"parent.falloff != 3"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {curve R k 0 s0 l x0.003921568859 4.597276711e-005 x0.007843137719 0.0001834110881 x0.01176470611 0.000411590474 x0.01568627544 0.0007298165583 x0.01960784383 0.001137352316 x0.02352941036 0.001633351669 0.002217318397 x0.03137255087 0.00288842665 x0.03529411927 0.003645953024 x0.03921569139 0.004489175044 0.005417369772 0.006429329049 0.007525262423 0.008704001084 0.009964819998 x0.06274510175 0.01130700111 x0.06666667014 0.01272981428 x0.07058824599 0.0142325433 0.01581445895 0.01747484505 0.0192129761 0.0210281238 0.02291772701 0.02488426119 0.02692561783 0.02904107608 0.03122991323 0.03349140286 0.0358248204 0.03822946176 0.04070457816 x0.1254902035 0.0432494767 x0.1294117719 0.04586344957 x0.1333333552 0.04854574427 0.05129564553 0.05411241576 0.05699535087 0.05994370952 0.06295678765 0.06603384763 0.0691741854 0.07237705588 0.07564174384 0.07896754146 0.08235370368 0.08581023663 0.08931586146 0.09287969768 0.09650105238 0.1001791805 0.1039133817 0.107702896 0.111547038 0.1154450849 0.1193962917 0.1233999208 0.127455309 0.1315616816 0.1357183158 0.1399245411 0.1441795826 0.148482725 0.1528332382 x0.250980407 0.1572249383 x0.2549019754 0.1616679281 x0.2588235736 0.1661549807 0.1706876904 0.1752641648 0.1798824966 0.1845443547 0.1892478019 0.1939908862 0.198775351 0.2035992742 0.2084605992 0.2133612186 0.2182991058 0.2232734859 0.2282824218 0.2333277315 0.2384074181 0.2435194403 0.2486657053 0.2538441718 0.2590527534 0.2642934918 0.2695642114 0.2748629749 0.2801915705 0.2855480909 0.2909303308 0.2963404357 0.3017762005 0.3072364628 0.3127205372 0.318229109 0.3237604499 0.3293124735 0.334887296 0.3404827416 0.3460966647 0.3517311811 0.3573842347 0.3630535603 0.3687413931 0.3744455278 0.3801637292 0.3858982623 0.3916469216 0.397408098 0.4031823874 0.4089691043 0.4147671759 0.4205741286 0.4263924658 0.4322198927 0.4380541742 0.4438975751 0.4497478306 0.4556027949 0.4614647925 0.4673314691 0.4732007086 0.4790747464 0.4849512875 0.4908283949 0.4967077374 x0.501960814 0.5025877953 x0.5058823824 0.5084676147 x0.5098038912 0.5143453479 0.5202226639 0.5260973573 0.5319674015 0.5378350019 0.5436979532 0.5495538116 0.5554053187 0.5612499118 0.5670855641 0.5729144216 0.5787342787 0.5845413208 0.5903425813 0.5961310863 0.6019070745 0.6076701283 0.6134207845 0.6191573739 0.6248778701 0.6305842996 0.6362742782 0.6419460773 0.6476015449 0.6532387137 0.6588552594 0.6644534469 0.6700310707 0.6755861044 0.6811203957 0.6866320372 0.69211936 0.6975828409 0.703021884 0.7084354162 0.7138211727 0.7191812992 0.7245136499 0.7298160195 0.7350904942 0.7403351068 0.7455477118 0.7507301569 0.7558806539 0.7609968781 0.7660809159 0.771130681 0.7761454582 0.7811228633 0.7860653996 0.7909705639 0.7958367467 0.8006653786 0.8054548502 0.8102028966 0.8149114847 0.8195785284 0.8242022395 0.8287839293 0.8333220482 0.8378145099 0.8422629833 0.8466656804 0.8510219455 0.8553296328 0.8595904708 0.863802135 0.8679640293 0.8720763922 0.8761377931 0.8801465034 0.8841040134 0.8880084157 0.8918579817 0.8956540823 0.8993948102 0.9030786753 0.9067066908 0.9102773666 0.9137877822 0.9172426462 0.9206367731 0.9239700437 0.9272423983 0.9304533005 0.9336016774 0.9366860986 0.9397073388 0.9426640868 0.9455547333 0.9483799338 0.9511383772 0.9538285136 0.9564509988 0.959004581 0.9614877701 0.9639011025 0.9662434459 0.9685133696 0.9707111716 0.97283566 0.9748861194 0.9768611789 0.9787613153 0.9805850983 0.982331574 0.9840009809 0.985591948 0.9871034622 0.9885355234 0.9898869395 0.9911566973 0.9923449159 0.9934502244 0.9944719076 0.9954097867 0.9962628484 0.997030139 0.9977110028 0.9983049035 0.9988109469 0.9992284179 0.9995567799 0.9997951984 0.9999428988 k 0.9999994636 s0}}
name smooth
xpos -119
ypos 817
disable {{"parent.falloff != 4"}}
}
Grade {
channels alpha
whitepoint {{parent.wht}}
white_clamp true
name Grade1
xpos -119
ypos 864
}
Invert {
name Invert1
xpos -119
ypos 902
disable true
}
Input {
inputs 0
name Input1
xpos 341
ypos 295
}
set N457d7800 [stack 0]
Shuffle {
in rgb
name Shuffle1
xpos 232
ypos 317
}
set N457d7400 [stack 0]
Colorspace {
colorspace_out Cineon
name Colorspace3
xpos 170
ypos 355
disable true
}
set N457d7000 [stack 0]
Colorspace {
colorspace_out CIE-LCH
name Colorspace2
xpos 74
ypos 395
}
push $N457d7000
Colorspace {
colorspace_out HSV
name Colorspace1
xpos 170
ypos 394
}
push $N457d7400
Switch {
inputs 3
name Switch1
xpos 232
ypos 491
}
NoOp {
name NoOp1
xpos 232
ypos 531
}
set N457d6000 [stack 0]
Expression {
temp_name2 cub
temp_expr2 max(abs(selection.r-r),abs(selection.g-g),abs(selection.b-b))
expr3 smoothstep(start,end,1-cub)
name cube
xpos 105
ypos 624
addUserKnob {20 User}
addUserKnob {18 selection}
selection {{sphere.selection.r} {sphere.selection.g} {sphere.selection.b}}
addUserKnob {6 selection_panelDropped l "panel dropped state" -STARTLINE +HIDDEN}
}
set N50e83c00 [stack 0]
push $N457d6000
Expression {
temp_name1 rader
temp_expr1 "sqrt(input.width**2 + input.height**2)*radius"
temp_name2 sph
temp_expr2 "sqrt( (r-selection.r)**2 + (g-selection.g)**2 + (b-selection.b)**2 )"
expr3 smoothstep(start,end,1-sph)
name sphere
xpos 232
ypos 611
addUserKnob {20 User}
addUserKnob {18 selection}
selection {0.412542522 0.3231431842 0.2232279181}
addUserKnob {6 selection_panelDropped l "panel dropped state" -STARTLINE +HIDDEN}
}
Switch {
inputs 2
which {{parent.shape}}
name Switch2
xpos 232
ypos 694
}
push $N457d7800
Dot {
name Dot75
xpos 375
ypos 517
}
Copy {
inputs 2
from0 rgba.alpha
to0 rgba.alpha
name Copy1
xpos 341
ypos 843
}
Premult {
name Premult1
xpos 341
ypos 891
disable true
}
Output {
name Output1
xpos 341
ypos 934
}
push $N457d6000
Expression {
temp_name1 rader
temp_expr1 "sqrt(input.width**2 + input.height**2)*radius"
temp_name2 sph
temp_expr2 "sqrt( (r-selection.r)**2 + (g-selection.g)**2 + (b-selection.b)**2 )"
temp_name3 cube
temp_expr3 (1-abs((selection.r-r)*(selection.g-g)*(selection.b-b))/rader)
expr0 cube
expr1 selection.r
expr3 1-(sph/rader)
name Expression2
xpos -33
ypos 525
addUserKnob {20 User}
addUserKnob {18 selection}
selection {-156.875 147.625 -480}
addUserKnob {6 selection_panelDropped l "panel dropped state" -STARTLINE +HIDDEN}
}
Group {
inputs 0
name cubeKey
tile_color 0x421010ff
xpos 78
ypos 772
addUserKnob {20 user l cubeKey}
addUserKnob {41 in l "input channel" T Shuffle4.in}
addUserKnob {41 size_1 l "pre blur" T Blur1.size}
addUserKnob {6 preLog l log -STARTLINE}
addUserKnob {41 cube T Cube1.cube}
addUserKnob {4 colorspacer l "color space" M {HSV L*a*b* Position CIE-LCH ""}}
colorspacer CIE-LCH
addUserKnob {7 softenx l "soften x"}
softenx 0.3
addUserKnob {4 rampx l "" -STARTLINE M {linear plinear smooth0 smooth1 smooth "" "" "" ""}}
rampx plinear
addUserKnob {7 softeny l "soften y"}
softeny 0.3
addUserKnob {4 rampy l "" -STARTLINE M {linear plinear smooth0 smooth1 smooth ""}}
rampy plinear
addUserKnob {7 softenz l "soften z"}
softenz 0.3
addUserKnob {4 rampz l "" -STARTLINE M {linear plinear smooth0 smooth1 smooth "" ""}}
rampz plinear
addUserKnob {7 gamma R 0 4}
gamma 1
addUserKnob {41 size l blur T Blur6.size}
addUserKnob {6 invertMask l invert +STARTLINE}
invertMask true
addUserKnob {6 outputColorSpace l "out color space" +STARTLINE}
addUserKnob {6 zebra l "zebra stripes" +STARTLINE}
addUserKnob {26 ""}
addUserKnob {6 renderCube l "Render Cube" +STARTLINE}
addUserKnob {41 detail l "point detail" T PositionToPoints3.detail}
addUserKnob {41 pointSize l "point size" T PositionToPoints3.pointSize}
addUserKnob {26 ""}
addUserKnob {26 lbl l "" +STARTLINE T "Cube Key v1.5"}
addUserKnob {22 btn l DerekVFX.ca T "nuke.tcl('start', 'https://derekvfx.ca')" +STARTLINE}
}
Axis2 {
inputs 0
translate {0.5 0 0.5}
rotate {0 45 0}
name Axis1
xpos -43
ypos 554
}
Camera2 {
rot_order XYZ
translate {0 2.81999989 2.859999895}
rotate {-45 0 0}
focal 30.2
name Camera1
xpos -43
ypos 647
}
Dot {
name Dot1
xpos -19
ypos 763
}
Cube {
inputs 0
display wireframe
selectable false
render_mode off
cast_shadow false
receive_shadow false
rows 1
columns 1
cube {{"(parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)+abs((parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r))/2-(abs((parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r))/2)*(1-softenx)"} {"(parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)+abs((parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t))/2-(abs((parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t))/2)*(1-softeny)"} {"(parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)+abs((parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f))/2-(abs((parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f))/2)*(1-softenz)"} {"(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-abs((parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r))/2+(abs((parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r))/2)*(1-softenx)"} {"(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-abs((parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t))/2+(abs((parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t))/2)*(1-softeny)"} {"(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-abs((parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f))/2+(abs((parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f))/2)*(1-softenz)"}}
name Cube2
tile_color 0xd7fa9ff
gl_color 0xd7fa9ff
xpos 1130
ypos -356
}
Cube {
inputs 0
display wireframe
render_mode off
rows 1
columns 1
cube {0 0.2720000148 0 1 1 1}
name Cube1
xpos 1006
ypos -300
}
Input {
inputs 0
name Input1
xpos 258
ypos -1173
}
set N50eed800 [stack 0]
Shuffle {
name Shuffle4
xpos 345
ypos -1113
}
push $N50eed800
Copy {
inputs 2
channels rgb
name Copy2
xpos 258
ypos -1063
}
set N50eed000 [stack 0]
Dot {
name Dot4
xpos 1272
ypos -1047
}
Colorspace {
colorspace_out SLog
name Colorspace2
xpos 1238
ypos -964
disable {{"parent.preLog != 1"}}
}
set N50eec800 [stack 0]
Blur {
channels rgb
name Blur1
xpos 804
ypos -801
disable {{"size == 0"}}
}
set N50eec400 [stack 0]
Colorspace {
colorspace_out CIE-LCH
name Colorspace5
xpos 1095
ypos -687
}
Shuffle {
red blue
blue red
name Shuffle3
xpos 1095
ypos -661
}
push $N50eec400
Colorspace {
name Colorspace4
xpos 996
ypos -683
}
push $N50eec400
Colorspace {
colorspace_out CIE-Lab
name Colorspace3
xpos 899
ypos -682
}
Shuffle {
red blue
blue red
name Shuffle2
xpos 899
ypos -656
}
push $N50eec400
Colorspace {
colorspace_out HSV
name Colorspace1
xpos 804
ypos -678
}
Switch {
inputs 4
which {{parent.colorspacer}}
name Switch1
xpos 804
ypos -569
}
set N50f28800 [stack 0]
push $N50eec800
PositionToPoints2 {
inputs 2
display textured
render_mode textured
N_channel rgba
detail 0.017
pointSize 2
name PositionToPoints3
xpos 1238
ypos -569
}
Scene {
inputs 3
name Scene1
xpos 1248
ypos -320
}
Dot {
name Dot3
xpos 1272
ypos 763
}
push $N50f28800
Dot {
name Dot2
xpos 838
ypos -285
}
set N50f69800 [stack 0]
Keyer {
input {-rgba.red -rgba.green rgba.blue}
operation "blue keyer"
range {{"parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f" x1083 0.05799999833} {"(parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)+abs((parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f))/2-(abs((parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f))/2)*(1-softenz)"} {"(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-abs((parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f))/2+(abs((parent.Cube1.cube.n < parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f)-(parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f))/2)*(1-softenz)"} {"parent.Cube1.cube.n > parent.Cube1.cube.f ? parent.Cube1.cube.n : parent.Cube1.cube.f" x1083 0.4699999988}}
name Keyer3
xpos 1006
ypos -192
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {plinear.lut.alpha}}
name plinear2
xpos 1006
ypos -154
disable {{"parent.rampz != 1"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {smooth0.lut.alpha}}
name smooth5
xpos 1006
ypos -116
disable {{"parent.rampz != 2"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {smooth1.lut.alpha}}
name smooth6
xpos 1006
ypos -78
disable {{"parent.rampz != 3"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {smooth.lut.alpha}}
name smooth7
xpos 1006
ypos -40
disable {{"parent.rampz != 4"}}
}
push 0
push $N50f69800
Keyer {
input {-rgba.red rgba.green -rgba.blue}
operation "green keyer"
range {{"parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t" x1083 0.05999999866} {"(parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)+abs((parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t))/2-(abs((parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t))/2)*(1-softeny)"} {"(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-abs((parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t))/2+(abs((parent.Cube1.cube.y < parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t)-(parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t))/2)*(1-softeny)"} {"parent.Cube1.cube.y > parent.Cube1.cube.t ? parent.Cube1.cube.y : parent.Cube1.cube.t" x1083 0.6259999871}}
name Keyer2
xpos 901
ypos -189
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {plinear.lut.alpha}}
name plinear1
xpos 901
ypos -151
disable {{"parent.rampy != 1"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {smooth0.lut.alpha}}
name smooth2
xpos 901
ypos -113
disable {{"parent.rampy != 2"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {smooth1.lut.alpha}}
name smooth3
xpos 901
ypos -75
disable {{"parent.rampy != 3"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {smooth.lut.alpha}}
name smooth4
xpos 901
ypos -37
disable {{"parent.rampy != 4"}}
}
push $N50f69800
Keyer {
input {rgba.red -rgba.green -rgba.blue}
operation "red keyer"
range {{"parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r" x1083 0.336499989} {"(parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)+abs((parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r))/2-(abs((parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r))/2)*(1-softenx)"} {"(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-abs((parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r))/2+(abs((parent.Cube1.cube.x < parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r)-(parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r))/2)*(1-softenx)"} {"parent.Cube1.cube.x > parent.Cube1.cube.r ? parent.Cube1.cube.x : parent.Cube1.cube.r" x1083 0.4524999857}}
name Keyer1
xpos 804
ypos -188
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {curve R k 0 s0 l x0.003921568859 6.022699495e-008 x0.007843137719 4.817964623e-007 x0.01176470611 1.626091716e-006 x0.01568627544 3.854631814e-006 x0.01960784383 7.528858987e-006 x0.02352941036 1.300865097e-005 2.065794615e-005 x0.03137255087 3.083708361e-005 x0.03529411927 4.390754475e-005 x0.03921569139 6.023073001e-005 8.016809443e-005 0.000104069084 0.000132317 0.0001652632345 0.0002032691846 x0.06274510175 0.0002466964652 x0.06666667014 0.0002959061821 x0.07058824599 0.0003512600088 0.0004131192691 0.0004818454618 0.0005577999982 0.0006413442898 0.0007327482454 0.0008325265371 0.0009409749764 0.001058454392 0.001185326488 0.001321952092 0.001468692673 0.001625909354 0.001793963136 x0.1254902035 0.001973216189 x0.1294117719 0.002164031146 x0.1333333552 0.002366767731 0.00258178683 0.002809449565 0.003050117521 0.003304151352 0.003571912879 0.003853762988 0.004150062799 0.004461173899 0.00478745671 0.005129273515 0.005486985203 0.005862131715 0.006252844818 0.006660544779 0.007085591555 0.007528347429 0.007989174686 0.008468433283 0.00896648597 0.009483692236 0.01002041437 0.01057701465 0.01115385443 0.01175129414 0.01236969698 0.01300942153 0.01367083192 0.01435428858 0.01506015193 x0.250980407 0.01578786224 x0.2549019754 0.01653958671 x0.2588235736 0.0173145961 0.01811365597 0.01893693022 0.0197845567 0.02065733261 0.0215554107 0.02247890271 0.02342865057 0.0244047828 0.02540738881 0.02643736452 0.02749480307 0.02858006954 0.02969322912 0.03083522618 0.03200612962 0.03320600092 0.03443581238 0.03569561243 0.03698543832 0.03830631077 0.03965825588 0.04104129225 0.04245647788 0.04390382022 0.04538331181 0.04689607024 0.04844206572 0.05002152547 0.05163484067 0.05328274518 0.05496534705 0.05668255314 0.05843561888 0.0602244623 0.06204896793 0.06391043216 0.06580877304 0.06774383038 0.06971696019 0.07172803581 0.07377688587 0.07586493343 0.07799201459 0.08015812188 0.08236411959 0.08461045474 0.08689725399 0.08922428638 0.09159311652 0.09400349855 0.09645516425 0.09894975275 0.101486966 0.1040665358 0.1066901237 0.1093574315 0.112068139 0.1148239821 0.1176246256 0.1204698235 0.1233610809 x0.501960814 0.1262983978 x0.5058823824 0.1292819977 x0.5098038912 0.1323116571 0.1353889853 0.1385136396 0.1416851878 0.1449056268 0.1481744945 0.151491195 0.1548579931 0.1582743078 0.1617395878 0.1652560532 0.1688230634 0.1724391431 0.1761094332 0.179830417 0.1836030632 0.187427789 0.1913059801 0.1952372938 0.1992211342 0.2032598108 0.2073525488 0.2114989609 0.2157013416 0.2199590355 0.2242712677 0.228640601 0.2330663204 0.2375476211 0.2420871705 0.2466842234 0.2513383329 0.2560509443 0.2608225644 0.2656531036 0.2705416381 0.2754910588 0.2805005014 0.2855688632 0.2906993628 0.2958909571 0.3011426032 0.3064574003 0.3118344247 0.3172725141 0.3227749169 0.32834059 0.3339699209 0.3396614194 0.3454190493 0.351241231 0.3571270406 0.3630796373 0.3690981269 0.3751811385 0.3813322484 0.3875502646 0.3938339949 0.4001867175 0.4066074491 0.413094759 0.419652462 0.4262791872 0.4329752624 0.4397394955 0.4465754926 0.4534814358 0.4604575634 0.4675060809 0.4746261835 0.4818162322 0.4890804887 0.4964174032 0.5038254261 0.5113087893 0.5188658237 0.5264949799 0.5342006087 0.5419809818 0.5498318672 0.5577657223 0.5657726526 0.5738544464 0.5820134878 0.5902503133 0.5985645056 0.606954217 0.6154241562 0.6239725947 0.6325976253 0.6413040161 0.6500898004 0.6589531898 0.6678991914 0.6769256592 0.6860307455 0.6952195168 0.7044900656 0.7138405442 0.7232752442 0.7327929735 0.7423938513 0.7520756721 0.7618437409 0.7716960907 0.7816304564 0.7916523814 0.8017596006 0.8119498491 0.8222287893 0.8325940371 0.8430433869 0.8535824418 0.8642088175 0.8749204874 0.8857229948 0.8966140747 0.9075940847 0.9186604619 0.9298192859 0.9410682321 0.9524045587 0.9638345242 0.9753556252 0.986965239 k 1 s0}}
name plinear
xpos 804
ypos -150
disable {{"parent.rampx != 1"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {curve R k 0 s0 x0.003921568859 3.066859063e-005 s0 l x0.007843137719 0.0001224346488 x0.01176470611 0.0002749357081 x0.01568627544 0.0004878292675 x0.01960784383 0.0007607445004 x0.02352941036 0.001093237312 0.001485098153 x0.03137255087 0.00193589658 x0.03529411927 0.002445271006 x0.03921569139 0.003012860194 0.003638302675 0.004320909269 0.005060947035 0.005857754499 0.006710969843 x0.06274510175 0.007620232645 x0.06666667014 0.008585179225 x0.07058824599 0.009605448693 0.01068068016 0.01181051135 0.01299458276 0.01423253119 0.01552273426 0.01686701551 0.01826407202 0.01971353777 0.02121505141 0.0227682516 0.0243727807 0.02602827549 0.02773437649 x0.1254902035 0.02949072234 x0.1294117719 0.03129697591 x0.1333333552 0.03315275162 0.03505768999 0.03701142967 0.03901360556 0.04106386006 0.0431618318 0.0453071557 0.04749947414 0.04973842576 0.05202364922 0.05435478315 0.0567314662 0.05916087329 0.06162818149 0.0641399771 0.06669589877 0.0692955628 0.07193864137 0.07462473959 0.07735352963 0.08012461662 0.08293766528 0.08579229563 0.0886881575 0.0916248858 0.0946021229 0.09761949629 0.1006766558 0.1037732363 0.1069088802 x0.250980407 0.1100792438 x0.2549019754 0.1132918224 x0.2588235736 0.1165415347 0.1198296845 0.1231550947 0.126516521 0.1299153417 0.1333503425 0.136820212 0.1403264403 0.1438677758 0.1474428624 0.1510532796 0.1546976715 0.1583756804 0.16208601 0.1658302248 0.1696069837 0.1734149605 0.1772557497 0.1811279953 0.1850303262 0.1889644414 0.1929289103 0.1969223768 0.2009465396 0.2049999833 0.2090813369 0.2131923139 0.2173314691 0.2214981467 0.2256919891 0.2299136519 0.2341620922 0.2384358197 0.242736727 0.2470633239 0.2514141202 0.2557909787 0.2601924241 0.2646169662 0.2690665424 0.2735396624 0.2780347764 0.282553792 0.2870952785 0.2916581035 0.2962429821 0.3008495569 0.3054771721 0.3101242185 0.3147926927 0.3194811046 0.324187845 0.3289149702 0.3336609006 0.3384240866 0.3432065845 0.3480067849 0.352823168 0.3576577902 0.362509042 0.3673755229 0.372258842 x0.501960814 0.377158016 x0.5058823824 0.3820724785 x0.5098038912 0.3870007992 0.3919447362 0.3969027698 0.4018733203 0.4068585336 0.4118567705 0.4168662727 0.4218895435 0.4269247353 0.4319702089 0.4370282888 0.442097187 0.4471739531 0.4522648752 0.4573642313 0.4624724388 0.4675893188 0.4727158546 0.4778507054 0.4829922915 0.4881427884 0.4933003485 0.4984636605 0.5036348104 0.5088121891 0.5139939785 0.5191825628 0.5243761539 0.5295732617 0.5347759724 0.5399827361 0.5451923013 0.5504055023 0.5556221008 0.5608413219 0.5660613179 0.5712845922 0.5765092373 0.5817335844 0.5869601369 0.592187047 0.5974126458 0.6026393175 0.607865274 0.6130887866 0.6183122396 0.6235339642 0.6287536025 0.6339690089 0.6391832232 0.6443941593 0.6496001482 0.6548035741 0.6600025892 0.6651957035 0.6703851223 0.6755691171 0.6807460785 0.6859182119 0.6910838485 0.6962413192 0.701392889 0.7065368891 0.7116730213 0.7167995572 0.7219188213 0.7270285487 0.7321285009 0.7372196317 0.7423006296 0.7473698258 0.7524295449 0.7574780583 0.7625137568 0.7675389051 0.772551775 0.7775507569 0.7825379968 0.7875119448 0.7924692035 0.7974170446 0.8023487329 0.8072648048 0.8121660948 0.8170523047 0.8219226599 0.8267754912 0.8316130042 0.8364335895 0.8412356973 0.8460212946 0.8507887721 0.8555366993 0.8602670431 0.8649782538 0.8696687818 0.8743406534 0.8789923191 0.8836224079 0.8882324696 0.8928213716 0.8973886371 0.9019325972 0.9064554572 0.9109554887 0.9154313207 0.9198848605 0.9243145585 0.9287189245 0.9330999255 0.9374559522 0.941785574 0.9460907578 0.9503698349 0.9546215534 0.9588475823 0.9630465508 0.9672180414 0.971360743 0.9754763246 0.9795633554 0.9836205244 0.9876493812 0.9916487336 0.9956170917 k 1 s0}}
name smooth0
xpos 804
ypos -112
disable {{"parent.rampx != 2"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {curve R k 0 s0 l x0.003921568859 0.003935050219 x0.007843137719 0.007900506258 x0.01176470611 0.01189594436 x0.01568627544 0.01592133567 x0.01960784383 0.01997601241 x0.02352941036 0.02405868098 0.02817084268 x0.03137255087 0.03231121227 x0.03529411927 0.03647941723 x0.03921569139 0.04067511111 0.04489791766 0.04914552346 0.05342147127 0.05772346258 0.06205112487 x0.06274510175 0.06640410423 x0.06666667014 0.07078202814 x0.07058824599 0.07518454641 0.07961128652 0.08406189829 0.08853601664 0.09303326905 0.09754897654 0.1020904705 0.1066540107 0.1112392396 0.1158457994 0.1204733327 0.1251214743 0.1297898293 0.1344781071 x0.1254902035 0.1391859055 x0.1294117719 0.1439129263 x0.1333333552 0.1486587524 0.1534229964 0.1582053453 0.1630054116 0.167822808 0.1726572216 0.1775082499 0.1823755652 0.1872587949 0.1921575665 0.1970715076 0.2020003051 0.2069588304 0.2119171917 0.216889292 0.2218747884 0.2268732935 0.2318844646 0.236907959 0.2419433743 0.2469903827 0.2520485818 0.2571176589 0.2621972561 0.2672869265 0.2723864019 0.2774953246 0.2826132476 0.2877398431 0.2928747833 x0.250980407 0.2980112731 x0.2549019754 0.3031617105 x0.2588235736 0.3083180487 0.3134825826 0.3186536729 0.3238295615 0.3290125728 0.3342010379 0.3393931985 0.3445914686 0.3497940302 0.354999274 0.3602094948 0.3654229343 0.3706393242 0.3758568764 0.3810780048 0.3863009214 0.3915239871 0.3967494667 0.4019756913 0.4072009325 0.4124275446 0.4176537991 0.4228779674 0.4281024933 0.4333254993 0.4385454357 0.4437645376 0.4489811361 0.4541943073 0.4594039321 0.464610815 0.4698137343 0.4750109911 0.4802048802 0.4853937626 0.4905759096 0.4957535565 0.5009251237 0.5060888529 0.5112470984 0.5163981318 0.5215401649 0.5266757011 0.5318029523 0.5369206071 0.5420296788 0.5471297503 0.5522202253 0.5572991967 0.562368989 0.5674279928 0.5724745989 0.5775107741 0.5825352073 0.5875459909 0.5925454497 0.5975319147 0.6025036573 0.6074630618 0.6124083996 0.6173381209 0.6222540736 x0.501960814 0.6271550059 x0.5058823824 0.6320406199 x0.5098038912 0.636909306 0.6417628527 0.6465998292 0.6514186263 0.6562212706 0.6610061526 0.6657717824 0.6705201864 0.6752499342 0.6799592376 0.6846503019 0.6893215179 0.6939700842 0.6986017823 0.7032111287 0.707798779 0.7123644352 0.7169088721 0.7214308381 0.7259290218 0.7304052114 0.734857738 0.7392854095 0.7436901331 0.7480701804 0.7524241805 0.7567540407 0.7610582709 0.765335381 0.7695872188 0.773812294 0.7780095935 0.7821797729 0.7863225937 0.7904371619 0.7945221663 0.7985793352 0.8026072383 0.8066043258 0.8105726242 0.8145105839 0.8184167743 0.8222929239 0.8261376619 0.8299496174 0.8337303996 0.8374786973 0.8411941528 0.8448752165 0.8485237956 0.8521384001 0.8557177782 0.8592633605 0.8627738953 0.8662481308 0.8696875572 0.8730908036 0.8764567375 0.8797867298 0.88307935 0.886333704 0.8895508051 0.8927296996 0.8958699107 0.8989704251 0.9020322561 0.905054152 0.9080355763 0.9109771252 0.9138779044 0.9167366624 0.9195545912 0.9223306179 0.9250637293 0.927754879 0.9304030538 0.9330071807 0.9355682731 0.9380853176 0.940556407 0.9429850578 0.9453676343 0.9477043152 0.9499952793 0.952240169 0.9544385672 0.9565893412 0.9586933851 0.9607497454 0.9627575278 0.9647174478 0.9666284919 0.9684898853 0.970302403 0.9720650315 0.9737769365 0.9754386544 0.9770494699 0.9786087275 0.9801165462 0.9815723896 0.9829758406 0.9843261242 0.9856237173 0.9868678451 0.9880577326 0.9891938567 0.9902753234 0.9913016558 0.9922729135 0.9931886196 0.994048059 0.9948512912 0.995597899 0.9962871075 0.9969191551 0.9974933267 0.9980093241 0.9984667301 0.9988653064 0.9992046356 0.9994843006 0.9997040033 0.9998633265 0.9999619722 k 0.9999995828 s0}}
name smooth1
xpos 804
ypos -74
disable {{"parent.rampx != 3"}}
}
ColorLookup {
channels alpha
lut {master {}
red {}
green {}
blue {}
alpha {curve R k 0 s0 l x0.003921568859 4.597276711e-005 x0.007843137719 0.0001834110881 x0.01176470611 0.000411590474 x0.01568627544 0.0007298165583 x0.01960784383 0.001137352316 x0.02352941036 0.001633351669 0.002217318397 x0.03137255087 0.00288842665 x0.03529411927 0.003645953024 x0.03921569139 0.004489175044 0.005417369772 0.006429329049 0.007525262423 0.008704001084 0.009964819998 x0.06274510175 0.01130700111 x0.06666667014 0.01272981428 x0.07058824599 0.0142325433 0.01581445895 0.01747484505 0.0192129761 0.0210281238 0.02291772701 0.02488426119 0.02692561783 0.02904107608 0.03122991323 0.03349140286 0.0358248204 0.03822946176 0.04070457816 x0.1254902035 0.0432494767 x0.1294117719 0.04586344957 x0.1333333552 0.04854574427 0.05129564553 0.05411241576 0.05699535087 0.05994370952 0.06295678765 0.06603384763 0.0691741854 0.07237705588 0.07564174384 0.07896754146 0.08235370368 0.08581023663 0.08931586146 0.09287969768 0.09650105238 0.1001791805 0.1039133817 0.107702896 0.111547038 0.1154450849 0.1193962917 0.1233999208 0.127455309 0.1315616816 0.1357183158 0.1399245411 0.1441795826 0.148482725 0.1528332382 x0.250980407 0.1572249383 x0.2549019754 0.1616679281 x0.2588235736 0.1661549807 0.1706876904 0.1752641648 0.1798824966 0.1845443547 0.1892478019 0.1939908862 0.198775351 0.2035992742 0.2084605992 0.2133612186 0.2182991058 0.2232734859 0.2282824218 0.2333277315 0.2384074181 0.2435194403 0.2486657053 0.2538441718 0.2590527534 0.2642934918 0.2695642114 0.2748629749 0.2801915705 0.2855480909 0.2909303308 0.2963404357 0.3017762005 0.3072364628 0.3127205372 0.318229109 0.3237604499 0.3293124735 0.334887296 0.3404827416 0.3460966647 0.3517311811 0.3573842347 0.3630535603 0.3687413931 0.3744455278 0.3801637292 0.3858982623 0.3916469216 0.397408098 0.4031823874 0.4089691043 0.4147671759 0.4205741286 0.4263924658 0.4322198927 0.4380541742 0.4438975751 0.4497478306 0.4556027949 0.4614647925 0.4673314691 0.4732007086 0.4790747464 0.4849512875 0.4908283949 0.4967077374 x0.501960814 0.5025877953 x0.5058823824 0.5084676147 x0.5098038912 0.5143453479 0.5202226639 0.5260973573 0.5319674015 0.5378350019 0.5436979532 0.5495538116 0.5554053187 0.5612499118 0.5670855641 0.5729144216 0.5787342787 0.5845413208 0.5903425813 0.5961310863 0.6019070745 0.6076701283 0.6134207845 0.6191573739 0.6248778701 0.6305842996 0.6362742782 0.6419460773 0.6476015449 0.6532387137 0.6588552594 0.6644534469 0.6700310707 0.6755861044 0.6811203957 0.6866320372 0.69211936 0.6975828409 0.703021884 0.7084354162 0.7138211727 0.7191812992 0.7245136499 0.7298160195 0.7350904942 0.7403351068 0.7455477118 0.7507301569 0.7558806539 0.7609968781 0.7660809159 0.771130681 0.7761454582 0.7811228633 0.7860653996 0.7909705639 0.7958367467 0.8006653786 0.8054548502 0.8102028966 0.8149114847 0.8195785284 0.8242022395 0.8287839293 0.8333220482 0.8378145099 0.8422629833 0.8466656804 0.8510219455 0.8553296328 0.8595904708 0.863802135 0.8679640293 0.8720763922 0.8761377931 0.8801465034 0.8841040134 0.8880084157 0.8918579817 0.8956540823 0.8993948102 0.9030786753 0.9067066908 0.9102773666 0.9137877822 0.9172426462 0.9206367731 0.9239700437 0.9272423983 0.9304533005 0.9336016774 0.9366860986 0.9397073388 0.9426640868 0.9455547333 0.9483799338 0.9511383772 0.9538285136 0.9564509988 0.959004581 0.9614877701 0.9639011025 0.9662434459 0.9685133696 0.9707111716 0.97283566 0.9748861194 0.9768611789 0.9787613153 0.9805850983 0.982331574 0.9840009809 0.985591948 0.9871034622 0.9885355234 0.9898869395 0.9911566973 0.9923449159 0.9934502244 0.9944719076 0.9954097867 0.9962628484 0.997030139 0.9977110028 0.9983049035 0.9988109469 0.9992284179 0.9995567799 0.9997951984 0.9999428988 k 0.9999994636 s0}}
name smooth
xpos 806
ypos -36
disable {{"parent.rampx != 4"}}
}
Merge2 {
inputs 3+1
operation mask
output {-rgba.red -rgba.green -rgba.blue rgba.alpha}
name Merge17
xpos 806
ypos 70
}
Invert {
channels alpha
name Invert1
xpos 806
ypos 121
disable {{"parent.invertMask != 1"}}
}
Gamma {
channels alpha
value {{parent.gamma}}
name Gamma1
xpos 806
ypos 180
}
Blur {
channels alpha
name Blur6
xpos 806
ypos 447
}
Dot {
name Dot5
xpos 545
ypos 457
}
set N5305e800 [stack 0]
Dot {
name Dot6
xpos 545
ypos 573
}
set N5305e400 [stack 0]
Dot {
name Dot7
xpos 545
ypos 662
}
push $N5305e800
push $N50eed000
AddChannels {
channels alpha
name AddChannels1
xpos 258
ypos -754
}
Multiply {
channels alpha
value 0
name Multiply1
xpos 258
ypos -716
}
Add {
channels alpha
value 1
name Add1
xpos 258
ypos -678
}
Merge2 {
inputs 2
operation mask
name Merge18
xpos 258
ypos 453
}
set N53093000 [stack 0]
Remove {
name Remove1
xpos 119
ypos 519
}
Expression {
expr0 "(sin((x-y)/2)+1)/2 > .5 ? .5 : .05"
expr1 "(sin((x-y)/2)+1)/2 > .5 ? .5 : .05"
expr2 "(sin((x-y)/2)+1)/2 > .5 ? .5 : .05"
expr3 1
name Expression4
xpos 119
ypos 612
}
push $N5305e400
push $N53093000
Switch {
inputs 2
which {{parent.outputColorSpace}}
name Switch2
xpos 258
ypos 569
}
Merge2 {
inputs 2+1
output {rgba.red rgba.green rgba.blue -rgba.alpha}
invert_mask true
name Merge2
xpos 258
ypos 658
disable {{"parent.zebra == 0"}}
}
ScanlineRender {
inputs 3
overscan 50
motion_vectors_type off
MB_channel none
name ScanlineRender1
xpos 258
ypos 759
disable {{"parent.renderCube == 0"}}
}
Output {
name Output1
xpos 258
ypos 903
}
end_group
push $N50e83c00
Viewer {
frame_range 1-100
colour_sample_bbox {-0.181250006 0.07291666418 -0.1802083403 0.07395832986}
samplepoints {{-0.7458333373 -0.3479166627}
}
input_process false
name Viewer1
xpos -149
ypos 636
}
end_group