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ADJ Starbar Wash (ADJ_Starbar Wash.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Starbar Wash" ShortName="Starbar Ws" Company="ADJ" Version="1"> <Copyright Notice="© Avolites Ltd. 2025" /> <Thumbnail>24e7470c-d0df-4c63-976e-2f1b53d77870</Thumbnail> <History Date="20-09-23" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_Starbar Wash.d4 to ADJ_Starbar Wash.d4." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="d898a0ab-c8ff-4f7b-b075-4ef251513e55" /> <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="White" Name="White" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </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> <Attribute ID="Fade" Name="Fade" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Fade In" Display="'Fade In %.1f%%',0.0~100.0" Dmx="11~133" /> <Function ID="3" Name="Fade Out" Display="'Fade Out %.1f%%',0.0~100.0" Dmx="134~255" /> </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="0,0,0" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" 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="Shutter" /> <Function ID="2" Name="Col Change" Display="'Col Change'" Dmx="10~109" Update="Shutter" /> <Function ID="3" Name="Col Fade" Display="'Col Fade'" Dmx="110~209" Update="Shutter" /> <Function ID="4" Name="Sound" Display="'Sound'" Dmx="210~255" Update="Shutter" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Else ID="1,2,3,4" /> <Condition Name="Speed" ID="5" If="'Program'==2||'Program'==3" /> <Condition Name="Sound" ID="6,7" If="'Program'==4" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="10~109" /> <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="210~255" /> <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="110~209" /> <Function ID="5" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="6" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="7" Name="Sensitivity" Display="'Sensitivity %.1f%%',0.0~100.0" Dmx="11~255" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="4 DMX" Channels="4" Id="9e77fb93-5324-4249-86ab-a2cbf5ddbba7"> <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="efea60aa-6674-4379-aaa8-19197256a93e" /> <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="5 DMX" Channels="5" Id="46e6c9c6-1064-4a4e-ac65-7fd9d48a2691"> <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="58228b5e-8c8e-4336-878a-6f8c58763fac" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> </Include> </Mode> <Mode Name="6 DMX" Channels="6" Id="bd0fd5b9-bf46-436f-969d-f8af986cbd29"> <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="32b244c7-f501-4334-9886-e8abd60cf798" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="40" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Fade" ChannelOffset="6" Wheel="22" /> </Include> </Mode> <Mode Name="17 DMX" Channels="17" Id="f891fcd0-6619-4b4f-b6a2-641fb3080511"> <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="bc8d8c5c-83fa-4e3b-b300-b36f268424a8" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Colour_Macro" ChannelOffset="17" Wheel="7" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="19 DMX" Channels="19" Id="407062fb-eba0-49b6-add7-eee9bf235db3"> <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="71f7bb6d-b9f8-4816-8bce-2ae21309fb18" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Master_Dimmer" ChannelOffset="17" Wheel="4" /> <Attribute ID="Program" ChannelOffset="18" Wheel="23" /> <Attribute ID="Shutter" ChannelOffset="19" Wheel="5" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Cell" Channels="4" Hidden="True" Id="6ff1c076-2d86-4e75-8932-efd162835c84"> <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="White" 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:1" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" /> <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:4:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:4:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>