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ADJ Profile Panel RGBA (ADJ_Profile Panel RGBA.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Profile Panel RGBA" ShortName="Panel RGBA" Company="ADJ" Version="2"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>0dbd63b2-3413-4378-a2dd-9867057d5fbb</Thumbnail> <History Date="27-08-19" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_Profile Panel RGBA.d4 to ADJ_Profile Panel RGBA.d4." Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="4558d807-5d24-41a0-aea0-470c45b32de8" /> <Control> <Attribute ID="Red" Name="Red" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" /> </Attribute> <Attribute ID="Amber" Name="Amber" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="21~25" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="26~30" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="31~35" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="36~40" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="41~45" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="46~50" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="51~55" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="56~60" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="61~65" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="66~70" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="71~75" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="76~80" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="81~85" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="86~90" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="91~95" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="96~100" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="101~105" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="106~110" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="111~115" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="116~120" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="121~125" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="126~130" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="131~135" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="136~140" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="141~145" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="146~150" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="151~155" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="156~160" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="161~165" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="166~170" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="171~175" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="176~180" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="181~185" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="186~190" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="191~195" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="196~200" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="201~205" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="206~210" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="211~215" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="216~220" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="221~225" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="226~230" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="231~235" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="236~240" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="241~245" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="246~250" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="251~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Program" Name="Program" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" Update="Program_Spd" /> <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="16~25" Update="Program_Spd" /> <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="26~35" Update="Program_Spd" /> <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="36~45" Update="Program_Spd" /> <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="46~55" Update="Program_Spd" /> <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="56~65" Update="Program_Spd" /> <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="66~75" Update="Program_Spd" /> <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="76~85" Update="Program_Spd" /> <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="86~95" Update="Program_Spd" /> <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="96~105" Update="Program_Spd" /> <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="106~115" Update="Program_Spd" /> <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="116~125" Update="Program_Spd" /> <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="126~135" Update="Program_Spd" /> <Function ID="14" Name="Program 13" Display="'Program 13'" Dmx="136~145" Update="Program_Spd" /> <Function ID="15" Name="Program 14" Display="'Program 14'" Dmx="146~155" Update="Program_Spd" /> <Function ID="16" Name="Program 15" Display="'Program 15'" Dmx="156~165" Update="Program_Spd" /> <Function ID="17" Name="Program 16" Display="'Program 16'" Dmx="166~175" Update="Program_Spd" /> <Function ID="18" Name="Program 17" Display="'Program 17'" Dmx="176~185" Update="Program_Spd" /> <Function ID="19" Name="Program 18" Display="'Program 18'" Dmx="186~195" Update="Program_Spd" /> <Function ID="20" Name="Program 19" Display="'Program 19'" Dmx="196~205" Update="Program_Spd" /> <Function ID="21" Name="Program 20" Display="'Program 20'" Dmx="206~215" Update="Program_Spd" /> <Function ID="22" Name="Program 21" Display="'Program 21'" Dmx="216~225" Update="Program_Spd" /> <Function ID="23" Name="Program 22" Display="'Program 22'" Dmx="226~235" Update="Program_Spd" /> <Function ID="24" Name="Auto" Display="'Auto'" Dmx="236~245" Update="Program_Spd" /> <Function ID="25" Name="Sound" Display="'Sound'" Dmx="246~255" Update="Program_Spd" /> </Attribute> <Attribute ID="Program_Spd" Name="Program Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Condition Name="Sensitivity" ID="2" If="'Program'==25" /> <Else ID="1" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="4 DMX" Channels="4"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="2570f99e-cc67-4e84-b8ca-d5502afc27df" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="7 DMX" Channels="7"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="becae09e-bba6-4d9e-8084-2d26f567af29" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> </Include> </Mode> <Mode Name="9 DMX" Channels="9"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="724915b8-e7a0-49b3-b183-51d7d2e715a3" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="Program" ChannelOffset="6" Wheel="22" /> <Attribute ID="Program_Spd" ChannelOffset="7" Wheel="23" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" /> </Include> </Mode> <Mode Name="32 DMX" Channels="32"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="198a2b0a-409d-488a-a908-25d800382295" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Amber" Wheel="40" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="3" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="2" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="1" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="1" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="Cell 7" ChannelOffset="25" ModeLink="Cell" X="2" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="Cell 8" ChannelOffset="29" ModeLink="Cell" X="3" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Cell" Channels="4" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> 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