{"Document":{"ObjectName":"Scenario::ScenarioDocumentModel","id":1,"BaseScenario":{"ObjectName":"Scenario::BaseScenario","id":0,"Constraint":{"ObjectName":"Scenario::IntervalModel","id":0,"Metadata":{"ScriptingName":"midi-mapping","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Inlet":{"uuid":"a1574bb0-cbd4-4c7d-9417-0c25cfd1187b","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"Audio In","Exposed":"audio in"},"Outlet":{"uuid":"a1d97535-18ac-444a-8417-0cbc1692d897","ObjectName":"Outlet","id":0,"Hidden":false,"Custom":"Audio Out","Exposed":"audio out","Address":"audio:/out/main","GainInlet":{"uuid":"9a13fb32-269a-47bf-99a9-930188c1f19c","ObjectName":"Inlet","id":10000,"Hidden":false,"Custom":"Gain","Exposed":"gain","Value":{},"Init":{},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},"PanInlet":{"uuid":"9a13fb32-269a-47bf-99a9-930188c1f19c","ObjectName":"Inlet","id":10001,"Hidden":false,"Custom":"Pan","Exposed":"pan","Value":{},"Init":{},"Domain":{}},"Gain":1.0,"Pan":[1.0,1.0],"Propagate":true},"Processes":[{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":1,"Metadata":{"ScriptingName":"Triangle Square Twist","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-528.89,-260.389],"Size":[332.0,175.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"// SaturdayShader Week 31 : WaveShapes\n// by Joseph Fiola (http://www.joefiola.com)\n// 2016-03-26\n//modified by Sprohgis\n\n// Based on shader by Shadertoy user smb02dunnal entitiled \"Electro-Prim's\" - https://www.shadertoy.com/view/Mll3WS\n// https://twitter.com/AlexWDunn\n// Sadly it's not working with VDMX. Gan somone please make it work.\n\n\n/*{\n  \"CREDIT\": \"Joseph Fiola\",\n  \"DESCRIPTION\": \"\",\n  \"CATEGORIES\": [\n    \"Generator\"\n  ],\n  \"INPUTS\": [\n    {\n      \"NAME\": \"shape\",\n      \"TYPE\": \"long\",\n      \"VALUES\": [\n        0,\n        1\n      ],\n      \"LABELS\": [\n        \"triangle\",\n        \"square\"\n      ],\n      \"DEFAULT\": 0\n    },\n    {\n      \"NAME\": \"triside1\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 3,\n      \"MIN\": 0,\n      \"MAX\": 3\n    },\n    {\n      \"NAME\": \"squareside1\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 1,\n      \"MIN\": 0,\n      \"MAX\": 10\n    },\n    {\n      \"NAME\": \"zoom\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 1,\n      \"MIN\": 0,\n      \"MAX\": 10\n    },\n    {\n      \"NAME\": \"rotate\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 0,\n      \"MIN\": 0,\n      \"MAX\": 1\n    },\n    {\n      \"NAME\": \"twist\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 0.02,\n      \"MIN\": 0,\n      \"MAX\": 1\n    },\n    {\n      \"NAME\": \"tunnel\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 1.1,\n      \"MIN\": 0.25,\n      \"MAX\": 1.75\n    },\n    {\n      \"NAME\": \"thickness\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 0.003,\n      \"MIN\": 0,\n      \"MAX\": 0.2\n    },\n    {\n      \"NAME\": \"amplitude\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 0,\n      \"MIN\": 0,\n      \"MAX\": 100\n    },\n    {\n      \"NAME\": \"frequency\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 0,\n      \"MIN\": 0,\n      \"MAX\": 50\n    },\n    {\n      \"NAME\": \"band\",\n      \"TYPE\": \"float\",\n      \"DEFAULT\": 0,\n      \"MIN\": -0.5,\n      \"MAX\": 1\n    },\n    {\n      \"NAME\": \"pos\",\n      \"TYPE\": \"point2D\",\n      \"DEFAULT\": [\n        0.5,\n        0.5\n      ],\n      \"MIN\": [\n        0,\n        0\n      ],\n      \"MAX\": [\n        1,\n        1\n      ]\n    }\n  ]\n}*/\n\n// line commented out enabling compile in xLights by Old Salt\n// precision mediump float;\n\n#define PI 3.14159265359\n#define TWO_PI 6.28318530718\n\nfloat electro(vec2 uv, float d, float f, float o, float a, float b)\n{\n    \n    float theta = atan(uv.y,uv.x);\n    \n    float amp = smoothstep(0.0, 1.0, (sin(theta + TIME * PI)*0.5+0.5)-b)*a;\n    float phase = d + sin(theta * f + o + TIME * PI) * amp;\n    \n    return sin(clamp(phase, 0.0, PI*2.0) + PI/2.0) + 1.0005;\n}\n\nmat2 rotate2d(float _angle){\n    return mat2(cos(_angle),-sin(_angle),\n                sin(_angle),cos(_angle));\n}\n\nvoid main() \n{\n   const float radius = 0.1;\n    \n  \tvec2 uv = isf_FragNormCoord;\n\tuv -= vec2(pos);\n\tuv.x *= RENDERSIZE.x/RENDERSIZE.y;\n       \n   uv = rotate2d(rotate*-TWO_PI) * uv;\n   uv *= zoom;\n   \n   float grey = 0.0;\n   float alpha = 1.0;\n\n\tfor(int i = 0; i < 20; i++) {\n\t\n   \t\tfloat d = 0.0;\n\t\t\n\t\t//triangle\n\t\tif (shape == 0){\n\t\t\tfloat root2 = sqrt(triside1);\n\t\t\td =  dot(uv, vec2(0.0,-2.0));\n    \t\td = max(d, dot(uv, vec2(-root2,1.0)));\n    \t\td = max(d, dot(uv, vec2( root2,1.0)));\n\t\t}\n\t\t\n\t\t//square\n\t\tif (shape == 1){\n\t    \td = max(abs(uv).x*squareside1, abs(uv).y);\n\t\t}\n\n\t\tgrey += 1.0 - smoothstep(0.0, thickness, electro(uv, d/radius, frequency, 0.0 * PI, amplitude, band));\n    \tgrey += 1.0 - smoothstep(0.0, thickness, electro(uv, d/radius, frequency, 0.5 * PI, amplitude, band));\n    \tgrey += 1.0 - smoothstep(0.0, thickness, electro(uv, d/radius, frequency, 1.0 * PI, amplitude, band));\n   \t\n    \t\n    \t//tunnel\n    \tuv *= tunnel;\n    \t\n    \t//twist\n    \tuv = rotate2d(twist*-TWO_PI) * uv;\n   \t}\n   \t\n\n   gl_FragColor = vec4(vec3(grey),1.0);\n}\n\n","Root":"<LIBRARY>:packages/default/Presets/GLSL_shaders/basic/generator/Triangle Square Twist.fs","Inlets":[{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"shape","Exposed":"shape","Value":{"Int":0},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,1]}},"Values":[["triangle",{"Int":0}],["square",{"Int":1}]],"FolderPort":"","FileExtensions":""},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"triside1","Exposed":"triside1","Address":"MIDI In:/10/on/36","Value":{"Float":3.0},"Init":{"Float":3.0},"Domain":{"Float":{"Min":0.0,"Max":3.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"squareside1","Exposed":"squareside1","Value":{"Float":0.7669380903244019},"Init":{"Float":1.0},"Domain":{"Float":{"Min":0.0,"Max":10.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"zoom","Exposed":"zoom","Address":"MIDI In:/1/control/1","Value":{"Float":1.0},"Init":{"Float":1.0},"Domain":{"Float":{"Min":0.0,"Max":10.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"rotate","Exposed":"rotate","Address":"MIDI In:/1/pitchbend","Value":{"Float":0.2856021821498871},"Init":{"Float":0.0},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":5,"Hidden":true,"Custom":"twist","Exposed":"twist","Value":{"Float":1.0},"Init":{"Float":0.019999999552965164},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":6,"Hidden":true,"Custom":"tunnel","Exposed":"tunnel","Value":{"Float":1.0499999523162842},"Init":{"Float":1.100000023841858},"Domain":{"Float":{"Min":0.25,"Max":1.75}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":7,"Hidden":true,"Custom":"thickness","Exposed":"thickness","Value":{"Float":0.20000000298023224},"Init":{"Float":0.003000000026077032},"Domain":{"Float":{"Min":0.0,"Max":0.20000000298023224}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":8,"Hidden":true,"Custom":"amplitude","Exposed":"amplitude","Address":"MIDI In:/1/pitchbend","Value":{"Float":10.0},"Init":{"Float":0.0},"Domain":{"Float":{"Min":0.0,"Max":100.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":9,"Hidden":true,"Custom":"frequency","Exposed":"frequency","Value":{"Float":5.703709602355957},"Init":{"Float":0.0},"Domain":{"Float":{"Min":0.0,"Max":50.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":10,"Hidden":true,"Custom":"band","Exposed":"band","Value":{"Float":0.0},"Init":{"Float":0.0},"Domain":{"Float":{"Min":-0.5,"Max":1.0}}},{"uuid":"0adbbdda-fda4-451e-91cc-1da731bde9d5","ObjectName":"Inlet","id":11,"Hidden":true,"Custom":"pos","Exposed":"pos","Value":{"Vec2f":[1.0,0.0]},"Init":{"Vec2f":[0.5,0.5]},"Domain":{"Vec2f":{"Min":[0.0,0.0],"Max":[1.0,1.0],"Values":[[],[]]}},"Integral":false}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out","Address":"Window:/"}]},{"uuid":"7be51631-fb4b-4152-9ca7-86fdafa8a989","ObjectName":"Display","id":2,"Metadata":{"ScriptingName":"Text Box","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-988.5587021488057,-574.5369176226575],"Size":[499.0,333.0],"Loops":false,"FoldMode":0,"Inlets":[{"uuid":"9ae797ea-d94c-4792-acec-9ec1932bae5d","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"in","Exposed":"in","Value":{"String":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\">\n<html><head><meta name=\"qrichtext\" content=\"1\" /><meta charset=\"utf-8\" /><style type=\"text/css\">\np, li { white-space: pre-wrap; }\nhr { height: 1px; border-width: 0; }\nli.unchecked::marker { content: \"\\2610\"; }\nli.checked::marker { content: \"\\2612\"; }\n</style></head><body style=\" font-family:'Ubuntu'; font-size:12px; font-weight:400; font-style:normal;\">\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\">This example showcases how to map midi controller parameters </p>\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\">to for instance visual effects.<br /></p>\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\">Right now a few controls are available: if you want to use your <br />own controller, right-click on th MIDI In and press &quot;Learn&quot; &amp; move <br />them : score will list the ones it discovers. <br />If you don't see any, try editing the device and selecting your actual <br />MIDI device instead.<br /><br />Once you see your controls moving in the explorer, you can assign<br />them to any controls of any shader, effect, etc.<br /><br />Here, the modulation wheel CC1 is assigned to &quot;zoom&quot; and the pitch<br />whel to amplitude and rotation.<br />The velocity of Note ON 36 (C2) is assigned to triside1.<br /><br />To add or change controls, either click on the port and select one or type its address,<br />or drag it from the explorer to the port (the little green circle will become larger if it can <br />handle this address.<br /><br />Since MIDI controls have known min / max (0-127) and this shader's controls <br />too, score automatically maps the range of one to another.<br />To have more control, use Micromap objects which allow to add simple <br />math expressions.<br /></p></body></html>"},"Init":{"String":"(Double-click to edit)"},"Domain":{}}],"Outlets":[]},{"uuid":"f66d6cf7-693a-47d4-a249-5978cc946e43","ObjectName":"avnd_helpers_midifilter","id":3,"Metadata":{"ScriptingName":"Last note index","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-1445.626715171394,-48.27708867112783],"Size":[521.0,175.0],"Loops":false,"FoldMode":0,"Inlets":[{"uuid":"c18adc77-e0e0-4ddf-a46c-43cb0719a890","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"MIDI messages","Exposed":"midi messages","Address":"MIDI In:/"},{"uuid":"8b1d76c4-3838-4ac0-9b9c-c12bc5db8e8a","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"Filter type","Exposed":"filter type","Value":{"String":"NoteAny"},"Init":{"String":"CC"},"Domain":{"String":{"Values":["CC","PitchBend","AfterTouch","PolyPressure","NoteOn","NoteOff","NoteAny","NoteRunning"]}},"Values":["CC","PitchBend","AfterTouch","PolyPressure","NoteOn","NoteOff","NoteAny","NoteRunning"],"Pixmaps":[]},{"uuid":"238399a0-7e81-47e3-896f-08e8856e2973","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"Channel","Exposed":"channel","Description":"Channel (0 = ALL)","Value":{"Int":0},"Init":{"Int":0},"Domain":{"Int":{"Min":0,"Max":16}}},{"uuid":"238399a0-7e81-47e3-896f-08e8856e2973","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"Index","Exposed":"index","Description":"Filter (0 = ALL)","Value":{"Int":0},"Init":{"Int":0},"Domain":{"Int":{"Min":0,"Max":128}}},{"uuid":"8b1d76c4-3838-4ac0-9b9c-c12bc5db8e8a","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"Mode","Exposed":"mode","Value":{"String":"Index"},"Init":{"String":"Index"},"Domain":{"String":{"Values":["Index","Value","Both"]}},"Values":["Index","Value","Both"],"Pixmaps":[]},{"uuid":"fb27e4cb-ea7f-41e2-ad92-2354498c1b6b","ObjectName":"Inlet","id":5,"Hidden":true,"Custom":"Note off to zero","Exposed":"note off to zero","Value":{"Bool":false},"Init":{"Bool":false},"Domain":{"Bool":null}},{"uuid":"fb27e4cb-ea7f-41e2-ad92-2354498c1b6b","ObjectName":"Inlet","id":6,"Hidden":true,"Custom":"Zero to note off","Exposed":"zero to note off","Value":{"Bool":false},"Init":{"Bool":false},"Domain":{"Bool":null}}],"Outlets":[{"uuid":"d8a3ed3d-b9c2-46f2-bdb3-d282a48481c6","ObjectName":"Outlet","id":0,"Hidden":false,"Custom":"MIDI messages","Exposed":"midi messages"},{"uuid":"cff96158-cc72-46d7-99dc-b6038171375b","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Raw Output","Exposed":"raw output"},{"uuid":"cff96158-cc72-46d7-99dc-b6038171375b","ObjectName":"Outlet","id":2,"Hidden":false,"Custom":"Normalized value","Exposed":"normalized value"},{"uuid":"cff96158-cc72-46d7-99dc-b6038171375b","ObjectName":"Outlet","id":3,"Hidden":false,"Custom":"Raw poly output","Exposed":"raw poly output"}]},{"uuid":"25c64b87-a44a-4fed-9f60-0a48906fd3ec","ObjectName":"MicroMapping","id":6,"Metadata":{"ScriptingName":"Micromap","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-888.4834851874043,-28.993238591075283],"Size":[184.0,35.5],"Loops":false,"FoldMode":0,"Inlets":[{"uuid":"769dd38a-bfb3-4dc6-b52a-b6abb7afe2a3","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"in","Exposed":"in"},{"uuid":"9ae797ea-d94c-4792-acec-9ec1932bae5d","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"Expression","Exposed":"expression","Value":{"String":" x/127"},"Init":{"String":"x / 127"},"Domain":{}}],"Outlets":[{"uuid":"cff96158-cc72-46d7-99dc-b6038171375b","ObjectName":"Outlet","id":0,"Hidden":false,"Custom":"out","Exposed":"out"}]},{"uuid":"7be51631-fb4b-4152-9ca7-86fdafa8a989","ObjectName":"Display","id":7,"Metadata":{"ScriptingName":"Text Box.1","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-1440.2742287992132,-141.90910629663335],"Size":[425.0,60.0],"Loops":false,"FoldMode":0,"Inlets":[{"uuid":"9ae797ea-d94c-4792-acec-9ec1932bae5d","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"in","Exposed":"in","Value":{"String":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\">\n<html><head><meta name=\"qrichtext\" content=\"1\" /><meta charset=\"utf-8\" /><style type=\"text/css\">\np, li { white-space: pre-wrap; }\nhr { height: 1px; border-width: 0; }\nli.unchecked::marker { content: \"\\2610\"; }\nli.checked::marker { content: \"\\2612\"; }\n</style></head><body style=\" font-family:'Ubuntu'; font-size:12px; font-weight:400; font-style:normal;\">\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\">The MIDI filter object can be used to get more control<br />and extract more data than just the direct MIDI value of things.<br />Here, we use the note index to play with the twist parameter of the shader: <br />play it like a piano</p></body></html>"},"Init":{"String":"(Double-click to edit)"},"Domain":{}}],"Outlets":[]},{"uuid":"971739ae-14a3-4283-b0a0-96dbd367ce66","ObjectName":"avnd_expsmooth","id":8,"Metadata":{"ScriptingName":"Exp Smoothing","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-682.8031427634542,-33.81420111108842],"Size":[145.0,55.0],"Loops":false,"FoldMode":0,"Inlets":[{"uuid":"769dd38a-bfb3-4dc6-b52a-b6abb7afe2a3","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"Input","Exposed":"input"},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"Alpha","Exposed":"alpha","Value":{"Float":0.009999999776482582},"Init":{"Float":0.5},"Domain":{"Float":{"Min":0.00009999999747378752,"Max":1.0}}}],"Outlets":[{"uuid":"cff96158-cc72-46d7-99dc-b6038171375b","ObjectName":"Outlet","id":0,"Hidden":false,"Custom":"Output","Exposed":"output"}]}],"SmallViewRack":[{"Processes":[1,2,3,6,7,8],"Process":null,"Height":200.0,"Nodal":true}],"FullViewRack":[{"Process":0,"Nodal":true}],"DefaultDuration":10584000000,"MinDuration":10584000000,"MaxDuration":11113200000,"GuiDuration":11642400000,"Speed":0.136,"Rigidity":false,"MinNull":false,"MaxInf":true,"Signatures":[[0,[4,4]]],"StartState":0,"EndState":1,"StartDate":0,"HeightPercentage":0.0,"NodalSlotHeight":100.0,"QuantizationRate":-1.0,"Zoom":7519756.737436818,"Center":4685539534,"NodalCenter":[-856.4060718160623,-246.15786204813077],"NodalScale":1.0122289398747848,"ViewMode":1,"SmallViewShown":true,"HasSignature":true},"StartTimeNode":{"ObjectName":"Scenario::TimeSyncModel","id":0,"Metadata":{"ScriptingName":"Sync.start","Comment":"","Color":"Gray","Label":"","Touched":true},"Date":0,"Events":[0],"MusicalSync":-1.0,"AutoTrigger":false,"Start":true,"Active":false,"Expression":" { true == false } "},"EndTimeNode":{"ObjectName":"Scenario::TimeSyncModel","id":1,"Metadata":{"ScriptingName":"Sync.end","Comment":"","Color":"Gray","Label":"","Touched":true},"Date":10584000000,"Events":[1],"MusicalSync":-1.0,"AutoTrigger":false,"Start":false,"Active":true,"Expression":" { true == false } "},"StartEvent":{"ObjectName":"Scenario::EventModel","id":0,"Metadata":{"ScriptingName":"Event.start","Comment":"","Color":"Emphasis4","Label":"","Touched":true},"TimeNode":0,"States":[0],"Condition":"","Date":0,"Offset":0},"EndEvent":{"ObjectName":"Scenario::EventModel","id":1,"Metadata":{"ScriptingName":"Event.end","Comment":"","Color":"Emphasis4","Label":"","Touched":true},"TimeNode":1,"States":[1],"Condition":"","Date":10584000000,"Offset":0},"StartState":{"ObjectName":"Scenario::StateModel","id":0,"Metadata":{"ScriptingName":"State.start","Comment":"","Color":"Base1","Label":"","Touched":true},"Event":0,"PreviousConstraint":null,"NextConstraint":0,"HeightPercentage":0.0,"Messages":{"Name":"","Accessors":[],"Unit":"none","Previous":[],"Following":[],"User":null,"Priorities":[1,2,0]},"Controls":[],"StateProcesses":[]},"EndState":{"ObjectName":"Scenario::StateModel","id":1,"Metadata":{"ScriptingName":"State.end","Comment":"","Color":"Base1","Label":"","Touched":true},"Event":1,"PreviousConstraint":0,"NextConstraint":null,"HeightPercentage":0.0,"Messages":{"Name":"","Accessors":[],"Unit":"none","Previous":[],"Following":[],"User":null,"Priorities":[1,2,0]},"Controls":[],"StateProcesses":[]}},"Speed":0.136,"Cables":[{"ObjectName":"Process::Cable","id":3,"Type":0,"Source":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"avnd_helpers_midifilter","ObjectId":3},{"ObjectName":"Outlet","ObjectId":1}],"Sink":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"MicroMapping","ObjectId":6},{"ObjectName":"Inlet","ObjectId":0}]},{"ObjectName":"Process::Cable","id":4,"Type":0,"Source":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"MicroMapping","ObjectId":6},{"ObjectName":"Outlet","ObjectId":0}],"Sink":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"avnd_expsmooth","ObjectId":8},{"ObjectName":"Inlet","ObjectId":0}]},{"ObjectName":"Process::Cable","id":5,"Type":0,"Source":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"avnd_expsmooth","ObjectId":8},{"ObjectName":"Outlet","ObjectId":0}],"Sink":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"gfxProcess","ObjectId":1},{"ObjectName":"Inlet","ObjectId":5}]}],"BusIntervals":[]},"Plugins":[{"uuid":"aac1402f-6851-4a1a-ab50-5f213acd1262","Name":"midi mapping","Author":"","Description":"Maps MIDI controller parameters onto visual effects, using Learn to discover the controls of your own device.","Url":"","Created":"2026-09-08T16:34:42.457Z","LastSaved":"2026-09-08T16:58:14.799Z","Thumbnail":"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","AutomaticThumbnail":true},{"uuid":"1f923578-08c3-49be-9ba9-69c144ee2e32","Refresh":false,"Reconnect":false,"MidiRatio":1.0},{"uuid":"6e610e1f-9de2-4c36-90dd-0ef570002a21","RootNode":{},"Children":[{"Device":{"Name":"MIDI In","Protocol":"f5e04ef0-16dd-4997-8f81-f5a04b8702bc","API":0,"IO":0,"Port":18446744073709551615,"CreateWholeTree":false,"VirtualPort":false,"VelocityZeroIsNoteOff":false},"Children":[{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"1"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Tuple":[{"Int":1},{"Int":64}]},"Domain":{"Tuple":{"Min":[{"Int":0},{"Int":0}],"Max":[{"Int":127},{"Int":127}],"Values":[]}},"Name":"control"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":2},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"74"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":66},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"112"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":61},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"114"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":11},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"18"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":125},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"71"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":127},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"19"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":125},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"76"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":113},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"16"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":127},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"77"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":48},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"17"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":78},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"93"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"91"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":127},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"73"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":88},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"79"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"72"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":127},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"75"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":64},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"1"}}]},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":8192},"Domain":{"Int":{"Min":0,"Max":16384}},"Name":"pitchbend"}}]},{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"10"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Tuple":[{"Int":36},{"Int":99}]},"Domain":{"Tuple":{"Min":[{"Int":0},{"Int":0}],"Max":[{"Int":127},{"Int":127}],"Values":[]}},"Name":"on"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":54},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"37"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":99},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"36"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":13},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"43"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":12},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"38"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":17},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"39"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":14},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"40"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":24},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"41"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":16},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"42"}}]},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Tuple":[{"Int":36},{"Int":0}]},"Domain":{"Tuple":{"Min":[{"Int":0},{"Int":0}],"Max":[{"Int":127},{"Int":127}],"Values":[]}},"Name":"off"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"36"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"37"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"38"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"43"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"39"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"40"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"41"}},{"Address":{"ioType":"<->","ClipMode":"Clip","RepetitionFilter":false,"Value":{"Int":0},"Domain":{"Int":{"Min":0,"Max":127}},"Name":"42"}}]}]}]},{"Device":{"Name":"Window","Protocol":"5a181207-7d40-4ad8-814e-879fcdf8cc31","Mode":1,"Outputs":[],"InputWidth":1920,"InputHeight":1080,"SwapchainFlag":0,"SwapchainFormat":0},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[1261.0,963.0]},"Domain":{},"Name":"size"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[0.0,0.0]},"Domain":{},"Name":"rendersize"}},{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"cursor"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[0.0,0.0]},"Domain":{"Float":{"Min":0.0,"Max":1.0}},"Name":"scaled"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[0.0,0.0]},"Domain":{"Float":{"Min":0.0,"Max":1.0}},"Name":"gl"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[12.0,959.0]},"Domain":{"Vec2f":{"Min":[0.0,0.0],"Max":[1261.0,995.0],"Values":[[],[]]}},"Name":"absolute"}}]},{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"tablet"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[0.0,0.0]},"Domain":{"Float":{"Min":0.0,"Max":1.0}},"Name":"scaled"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[0.0,0.0]},"Domain":{"Vec2f":{"Min":[0.0,0.0],"Max":[1261.0,995.0],"Values":[[],[]]}},"Name":"absolute"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Int":0},"Domain":{},"Name":"z"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{},"Name":"pressure"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{"Float":{"Min":-1.0,"Max":1.0}},"Name":"tangential"}},{"Address":{"ioType":"<->","ClipMode":"Free","Unit":"angle.degree","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{"Float":{"Min":-180.0,"Max":180.0}},"Name":"rotation"}},{"Address":{"ioType":"<->","ClipMode":"Free","Unit":"angle.degree","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{"Float":{"Min":-60.0,"Max":60.0}},"Name":"tilt_x"}},{"Address":{"ioType":"<->","ClipMode":"Free","Unit":"angle.degree","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{"Float":{"Min":-60.0,"Max":60.0}},"Name":"tilt_y"}}]},{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"key"},"Children":[{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"press"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Int":0},"Domain":{},"Name":"code"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"String":""},"Domain":{},"Name":"text"}}]},{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"release"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Int":0},"Domain":{},"Name":"code"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"String":""},"Domain":{},"Name":"text"}}]}]}]}]},{"uuid":"05e72689-e02c-4c9d-a0bf-fe84c32d3d96","Data":""}],"Version":4,"Commit":"1d56cfd1f967adb450195c915818a98bf869c047","Tag":"3.8.2"}