{"Document":{"ObjectName":"Scenario::ScenarioDocumentModel","id":1,"BaseScenario":{"ObjectName":"Scenario::BaseScenario","id":0,"Constraint":{"ObjectName":"Scenario::IntervalModel","id":0,"Metadata":{"ScriptingName":"video-mapping-multi-projector","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 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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;\">ossia score supports multi-projector mapping and blending.<br />The mental model is: <br />- score produces one texture<br />- you have N projectors / screens, and you want each scren to show a part of that texture.<br /><br />This is configured in the &quot;Multi-window&quot; mode of the Window device.<br /><br />It supports edge blending (double-clic on the dashed line near borders) <br />and perspective transforms (double-click in a zone).<br /><br />Use the various test cards to set-up your mapping.<br />Combined with rect-mapper, the other video mapping example, you can put any content you want on <br />any display supported.<br />There's no limit to the displays supported, the resolution, etc. other than your GPU power.</p></body></html>"},"Init":{"String":"(Double-click to edit)"},"Domain":{}}],"Outlets":[]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":2,"Metadata":{"ScriptingName":"Circular","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-262.90999999999997,-24.390999999999963],"Size":[228.0,238.0],"Loops":false,"FoldMode":0,"Vertex":"","Fragment":"/*{\n\t\"CREDIT\" : \"Circular by r1\",\n\t\"CATEGORIES\" : [\n\t\t\"ci\"\n\t],\n\t\"DESCRIPTION\": \"\",\n\t\"INPUTS\": [\n\t\t{\n\t\t\t\"NAME\": \"inputImage\",\n\t\t\t\"TYPE\" : \"image\"\n\t\t},\n\t\t{\n\t\t\t\"NAME\": \"iZoom\",\n\t\t\t\"TYPE\" : \"float\",\n\t\t\t\"MIN\" : 0.0,\n\t\t\t\"MAX\" : 1.0,\n\t\t\t\"DEFAULT\" : 1.0\n\t\t},\n\t\t{\n\t\t\t\"NAME\": \"iSteps\",\n\t\t\t\"TYPE\" : \"float\",\n\t\t\t\"MIN\" : 2.0,\n\t\t\t\"MAX\" : 75.0,\n\t\t\t\"DEFAULT\" : 19.0\n\t\t},\n\t\t{\n\t\t\t\"NAME\" :\"iMouse\",\n\t\t\t\"TYPE\" : \"point2D\",\n\t\t\t\"DEFAULT\" : [0.0, 0.0],\n\t\t\t\"MAX\" : [640.0, 480.0],\n\t\t\t\"MIN\" : [0.0, 0.0]\n\t\t},\n\t\t{\n\t\t\t\"NAME\": \"iColor\", \n\t\t\t\"TYPE\" : \"color\", \n\t\t\t\"DEFAULT\" : [\n\t\t\t\t0.9, \n\t\t\t\t0.6, \n\t\t\t\t0.0, \n\t\t\t\t1.0\n\t\t\t]\n\t\t}\n\t]\n}\n*/\n// https://www.shadertoy.com/view/XslSRj\nvoid main(void){\n\tfloat d = distance(gl_FragCoord.xy, RENDERSIZE.xy * vec2(0.5,0.5).xy);\n\tfloat x = sin(5.0+0.1*d + TIME*-4.0) * 5.0;\n\tx = clamp( x, 0.0, 1.0 );\n\tgl_FragColor = vec4(x, x, x, 1.0);\n}","Root":"<LIBRARY>:packages/default/Presets/GLSL_shaders/sophia-digital-art/Circular.fs","Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"inputImage","Exposed":"inputimage","Format":0,"Filter":2,"AddressMode":1},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"iZoom","Exposed":"izoom","Value":{"Float":1.0},"Init":{"Float":1.0},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"iSteps","Exposed":"isteps","Value":{"Float":19.0},"Init":{"Float":19.0},"Domain":{"Float":{"Min":2.0,"Max":75.0}}},{"uuid":"0adbbdda-fda4-451e-91cc-1da731bde9d5","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"iMouse","Exposed":"imouse","Value":{"Vec2f":[0.0,0.0]},"Init":{"Vec2f":[0.0,0.0]},"Domain":{"Vec2f":{"Min":[0.0,0.0],"Max":[640.0,480.0],"Values":[[],[]]}},"Integral":false},{"uuid":"8f38638e-9f9f-48b0-ae36-1cba86ef5703","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"iColor","Exposed":"icolor","Value":{"Vec4f":[0.8999999761581421,0.6000000238418579,0.0,1.0]},"Init":{"Vec4f":[0.8999999761581421,0.6000000238418579,0.0,1.0]},"Domain":{}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture 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"},"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":1.0,"Cables":[],"BusIntervals":[]},"Plugins":[{"uuid":"aac1402f-6851-4a1a-ab50-5f213acd1262","Name":"video mapping multi projector","Author":"","Description":"Maps one texture across several projectors with edge blending, configured in the Window device's multi-window mode.","Url":"","Created":"2026-09-08T14:44:38.014Z","LastSaved":"2026-09-08T15:09:24.794Z","Thumbnail":"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