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LEDJ Q Colour HEX (LEDJ_Q Colour HEX.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Q Colour HEX" ShortName="Q Col HEX" Company="LEDJ" Version="1"> <Copyright Notice="© Avolites Ltd. 2021" /> <Thumbnail>a6c3b2a5-3299-4d34-bb50-daec76701c84</Thumbnail> <History Date="16-07-21" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="20-07-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="ed5c62f0-19f5-4449-a592-5cbd196875f7" /> <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="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="UV" Name="UV" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" /> </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="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" WheelPosition="1" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" WheelPosition="2" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" WheelPosition="3" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" WheelPosition="4" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" WheelPosition="5" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" WheelPosition="6" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" WheelPosition="7" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" WheelPosition="8" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" WheelPosition="9" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" WheelPosition="10" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" WheelPosition="11" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" WheelPosition="12" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" WheelPosition="13" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" WheelPosition="14" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" WheelPosition="15" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" WheelPosition="16" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" WheelPosition="17" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" WheelPosition="18" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" WheelPosition="19" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" WheelPosition="20" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" WheelPosition="21" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" WheelPosition="22" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" WheelPosition="23" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" WheelPosition="24" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" WheelPosition="25" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" WheelPosition="26" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" WheelPosition="27" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" WheelPosition="28" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" WheelPosition="29" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" WheelPosition="30" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" WheelPosition="31" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" WheelPosition="32" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" WheelPosition="33" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" WheelPosition="34" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" WheelPosition="35" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" WheelPosition="36" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" WheelPosition="37" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" WheelPosition="38" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" WheelPosition="39" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" WheelPosition="40" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" WheelPosition="41" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" WheelPosition="42" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" WheelPosition="43" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" WheelPosition="44" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" WheelPosition="45" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" WheelPosition="46" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" WheelPosition="47" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" WheelPosition="48" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" WheelPosition="49" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" WheelPosition="50" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" WheelPosition="51" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" WheelPosition="52" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" WheelPosition="53" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" WheelPosition="54" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" WheelPosition="55" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" WheelPosition="56" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" WheelPosition="57" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" WheelPosition="58" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" WheelPosition="59" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" WheelPosition="60" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" WheelPosition="61" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" WheelPosition="62" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" WheelPosition="63" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" WheelPosition="64" Colour="0,0,0" /> </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> <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" /> <Function ID="2" Name="1 - RGB Fade" Display="'1 - RGB Fade'" Dmx="8~26" /> <Function ID="3" Name="2 - RGBW Fade" Display="'2 - RGBW Fade'" Dmx="27~45" /> <Function ID="4" Name="3 - RGBA Fade" Display="'3 - RGBA Fade'" Dmx="46~64" /> <Function ID="5" Name="4 - RGBUV Fade" Display="'4 - RGBUV Fade'" Dmx="65~83" /> <Function ID="6" Name="5 - RGBWAUV Fade" Display="'5 - RGBWAUV Fade'" Dmx="84~102" /> <Function ID="7" Name="6 - 6 Col Change" Display="'6 - 6 Col Change'" Dmx="103~121" /> <Function ID="8" Name="7 - 12 Col Change" Display="'7 - 12 Col Change'" Dmx="122~140" /> <Function ID="9" Name="8 - RGB Fade In/Out" Display="'8 - RGB Fade In/Out'" Dmx="141~159" /> <Function ID="10" Name="9 - RGBW Fade In/Out" Display="'9 - RGBW Fade In/Out'" Dmx="160~178" /> <Function ID="11" Name="10 - RGBA Fade In/Out" Display="'10 - RGBA Fade In/Out'" Dmx="179~197" /> <Function ID="12" Name="11 - RGBUV Fade In/Out" Display="'11 - RGBUV Fade In/Out'" Dmx="198~216" /> <Function ID="13" Name="12 - RGBWAUV Fade In/Out" Display="'12 - RGBWAUV Fade In/Out'" Dmx="217~235" /> <Function ID="14" Name="13 - 12 Col Fade In/Out" Display="'13 - 12 Col Fade In/Out'" Dmx="236~255" /> </Attribute> <Attribute ID="Program_Spd" Name="Program Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> </Control> <Mode Name="3 DMX" Channels="3"> <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="e34cb7b1-eb39-41f1-882e-fe39e8e110fe" /> <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="Dimmer" Wheel="1" /> </Include> </Mode> <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="f642bce4-1419-469f-a931-1161050b7102" /> <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"> <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="acce7853-75a1-4e69-93b9-8c321de479e8" /> <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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="6 DMX" Channels="6"> <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="b4ee36e1-b053-4ae7-82ba-3b3b0df642fa" /> <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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8"> <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="ccafc287-f56d-4ac2-97d6-65c13503e03f" /> <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="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" /> </Include> </Mode> <Mode Name="11 DMX" Channels="11"> <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="e46a5daf-1764-4e7a-b56c-0c98e6980fda" /> <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="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" /> <Attribute ID="Program" ChannelOffset="10" Wheel="22" /> <Attribute ID="Program_Spd" ChannelOffset="11" Wheel="23" /> </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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>