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FOS Linear Zoom (FOS_Linear Zoom.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Linear Zoom" ShortName="Linear Zm" Company="FOS" Version="2"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>21961844-9e83-400b-aa92-3201ed4a8704</Thumbnail> <History Date="25-05-21" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="17-06-22" Author="Nic Morris" Comment="Created from Unknown LH-E029 18x40w stage light (identical)" Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="e4de4e91-5793-47aa-8e76-1fced312515b" /> <Control> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Zoom_1" Name="Zoom 1" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Zoom_2" Name="Zoom 2" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="20~255" /> </Attribute> <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="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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~170" Colour="255,255,255" /> <Function ID="3" Name="All Full" Display="'RGB Full'" Dmx="171~200" Colour="255,255,255" /> <Function ID="4" Name="Colour 1" Display="'Colour 1'" Dmx="201~205" Colour="255,255,255" /> <Function ID="5" Name="Colour 2" Display="'Colour 2'" Dmx="206~210" Colour="255,255,255" /> <Function ID="6" Name="Colour 3" Display="'Colour 3'" Dmx="211~215" Colour="255,255,255" /> <Function ID="7" Name="Colour 4" Display="'Colour 4'" Dmx="216~220" Colour="255,255,255" /> <Function ID="8" Name="Colour 5" Display="'Colour 5'" Dmx="221~225" Colour="255,255,255" /> <Function ID="9" Name="Colour 6" Display="'Colour 6'" Dmx="226~230" Colour="255,255,255" /> <Function ID="10" Name="Colour 7" Display="'Colour 7'" Dmx="231~235" Colour="255,255,255" /> <Function ID="11" Name="Colour 8" Display="'Colour 8'" Dmx="236~240" Colour="255,255,255" /> <Function ID="12" Name="Colour 9" Display="'Colour 9'" Dmx="241~245" Colour="255,255,255" /> <Function ID="13" Name="Colour 10" Display="'Colour 10'" Dmx="246~250" Colour="255,255,255" /> <Function ID="14" Name="Colour 11" Display="'Colour 11'" Dmx="251~255" Colour="255,255,255" /> </Attribute> <Attribute ID="FG_Dimmer" Name="FG Dimmer" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="BG_Colour" Name="BG Colour" 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" Display="'Colour %.1f%%',0.0~100.0" Dmx="11~255" Colour="255,255,255" /> </Attribute> <Attribute ID="BG_Dimmer" Name="BG Dimmer" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Show" Name="Show" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="11~15" /> <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="16~20" /> <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="21~25" /> <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="26~30" /> <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="31~35" /> <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="36~40" /> <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="41~45" /> <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="46~50" /> <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="51~55" /> <Function ID="11" Name="Show 10" Display="'Show 10'" Dmx="56~60" /> <Function ID="12" Name="Show 11" Display="'Show 11'" Dmx="61~65" /> <Function ID="13" Name="Show 12" Display="'Show 12'" Dmx="66~70" /> <Function ID="14" Name="Show 13" Display="'Show 13'" Dmx="71~75" /> <Function ID="15" Name="Show 14" Display="'Show 14'" Dmx="76~80" /> <Function ID="16" Name="Show 15" Display="'Show 15'" Dmx="81~85" /> <Function ID="17" Name="Show 16" Display="'Show 16'" Dmx="86~90" /> <Function ID="18" Name="Show 17" Display="'Show 17'" Dmx="91~95" /> <Function ID="19" Name="Show 18" Display="'Show 18'" Dmx="96~100" /> <Function ID="20" Name="Show 19" Display="'Show 19'" Dmx="101~105" /> <Function ID="21" Name="Show 20" Display="'Show 20'" Dmx="106~110" /> <Function ID="22" Name="Show 21" Display="'Show 21'" Dmx="111~115" /> <Function ID="23" Name="Show 22" Display="'Show 22'" Dmx="116~120" /> <Function ID="24" Name="Show 23" Display="'Show 23'" Dmx="121~125" /> <Function ID="25" Name="Show 24" Display="'Show 24'" Dmx="126~130" /> <Function ID="26" Name="Show 25" Display="'Show 25'" Dmx="131~135" /> <Function ID="27" Name="Show 26" Display="'Show 26'" Dmx="136~140" /> <Function ID="28" Name="Show 27" Display="'Show 27'" Dmx="141~145" /> <Function ID="29" Name="Show 28" Display="'Show 28'" Dmx="146~150" /> <Function ID="30" Name="Show 29" Display="'Show 29'" Dmx="151~155" /> <Function ID="31" Name="Show 30" Display="'Show 30'" Dmx="156~160" /> <Function ID="32" Name="Show 31" Display="'Show 31'" Dmx="161~165" /> <Function ID="33" Name="Show 32" Display="'Show 32'" Dmx="166~170" /> <Function ID="34" Name="Show 33" Display="'Show 33'" Dmx="171~175" /> <Function ID="35" Name="Show 34" Display="'Show 34'" Dmx="176~180" /> <Function ID="36" Name="Show 35" Display="'Show 35'" Dmx="181~185" /> <Function ID="37" Name="Show 36" Display="'Show 36'" Dmx="186~190" /> <Function ID="38" Name="Show 37" Display="'Show 37'" Dmx="191~195" /> <Function ID="39" Name="Show 38" Display="'Show 38'" Dmx="196~200" /> <Function ID="40" Name="Show 39" Display="'Show 39'" Dmx="201~205" /> <Function ID="41" Name="Show 40" Display="'Show 40'" Dmx="206~210" /> <Function ID="42" Name="Show 41" Display="'Show 41'" Dmx="211~215" /> <Function ID="43" Name="Show 42" Display="'Show 42'" Dmx="216~220" /> <Function ID="44" Name="Show 43" Display="'Show 43'" Dmx="221~235" /> <Function ID="45" Name="Sound 1" Display="'Sound 1'" Dmx="236~245" /> <Function ID="46" Name="Sound 2" Display="'Sound 2'" Dmx="246~255" /> </Attribute> <Attribute ID="Show_Spd" Name="Show Spd" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Speed w/Tilt" Display="'Speed w/Tilt %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Speed no Tilt" Display="'Speed no Tilt %.1f%%',0.0~100.0" Dmx="128~254" /> <Function ID="3" Name="Reset" Display="'Reset'" Dmx="255~255" /> </Attribute> <Attribute ID="Colour1" Name="Colour" 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="Red" Display="'Red'" Dmx="11~25" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="26~40" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="41~55" Colour="0,0,255" /> <Function ID="5" Name="White" Display="'White'" Dmx="56~70" Colour="255,255,255" /> <Function ID="6" Name="R+G" Display="'R+G'" Dmx="71~85" Colour="255,255,255" /> <Function ID="7" Name="R+B" Display="'R+B'" Dmx="86~100" Colour="255,255,255" /> <Function ID="8" Name="G+B" Display="'G+B'" Dmx="101~115" Colour="255,255,255" /> <Function ID="9" Name="R+W" Display="'R+W'" Dmx="116~130" Colour="255,255,255" /> <Function ID="10" Name="G+W" Display="'G+W'" Dmx="131~145" Colour="255,255,255" /> <Function ID="11" Name="B+W" Display="'B+W'" Dmx="146~160" Colour="255,255,255" /> <Function ID="12" Name="R+G+W" Display="'R+G+W'" Dmx="161~175" Colour="255,255,255" /> <Function ID="13" Name="R+B+W" Display="'R+B+W'" Dmx="176~190" Colour="255,255,255" /> <Function ID="14" Name="G+B+W" Display="'G+B+W'" Dmx="191~205" Colour="255,255,255" /> <Function ID="15" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="206~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" /> </Attribute> <Attribute ID="White_Master" Name="White Master" 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I"> <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="16 DMX" Channels="16"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="205" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="6b89e480-430d-42e6-b1d4-45f464a2827b" /> <Include> <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" /> <Attribute ID="Zoom_1" ChannelOffset="3" Wheel="19" /> <Attribute ID="Zoom_2" ChannelOffset="4" Wheel="20" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Red" ChannelOffset="7" Wheel="10" /> <Attribute ID="Green" ChannelOffset="8" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="9" Wheel="12" /> <Attribute ID="White" ChannelOffset="10" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="11" Wheel="7" /> <Attribute ID="FG_Dimmer" ChannelOffset="12" Wheel="6" /> <Attribute ID="BG_Colour" ChannelOffset="13" Wheel="9" /> <Attribute ID="BG_Dimmer" ChannelOffset="14" Wheel="34" /> <Attribute ID="Show" ChannelOffset="15" Wheel="22" /> <Attribute ID="Show_Spd" ChannelOffset="16" Wheel="23" /> </Include> </Mode> <Mode Name="27 DMX" Channels="27"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="205" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="69872330-8388-47b0-aeb0-f57acb82fb20" /> <Include /> <Cells> <Master> <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" /> <Attribute ID="Zoom_1" ChannelOffset="3" Wheel="19" /> <Attribute ID="Zoom_2" ChannelOffset="4" Wheel="20" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Colour1" Wheel="8" /> <Attribute ID="BG_Dimmer" ChannelOffset="25" Wheel="34" /> <Attribute ID="Show" ChannelOffset="26" Wheel="22" /> <Attribute ID="Show_Spd" ChannelOffset="27" Wheel="23" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="7" ModeLink="Colour cell" X="0" Y="0"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="Colour cell" X="0" Y="1"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Colour cell" X="0" Y="2"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Colour cell" X="0" Y="3"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="11" ModeLink="Colour cell" X="0" Y="4"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="12" ModeLink="Colour cell" X="0" Y="5"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell7" Name="Cell 7" ChannelOffset="13" ModeLink="Colour cell" X="0" Y="6"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell8" Name="Cell 8" ChannelOffset="14" ModeLink="Colour cell" X="0" Y="7"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell9" Name="Cell 9" ChannelOffset="15" ModeLink="Colour cell" X="0" Y="8"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell10" Name="Cell 10" ChannelOffset="16" ModeLink="Colour cell" X="0" Y="9"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell11" Name="Cell 11" ChannelOffset="17" ModeLink="Colour cell" X="0" Y="10"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell12" Name="Cell 12" ChannelOffset="18" ModeLink="Colour cell" X="0" Y="11"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell13" Name="Cell 13" ChannelOffset="19" ModeLink="Colour cell" X="0" Y="12"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell14" Name="Cell 14" ChannelOffset="20" ModeLink="Colour cell" X="0" Y="13"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell15" Name="Cell 15" ChannelOffset="21" ModeLink="Colour cell" X="0" Y="14"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell16" Name="Cell 16" ChannelOffset="22" ModeLink="Colour cell" X="0" Y="15"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell17" Name="Cell 17" ChannelOffset="23" ModeLink="Colour cell" X="0" Y="16"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> <Cell ID="Cell18" Name="Cell 18" ChannelOffset="24" ModeLink="Colour cell" X="0" Y="17"> <AttributeLink SourceId="Colour1" TargetId="Colour1" /> </Cell> </Cells> </Mode> <Mode Name="76 DMX" Channels="76"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="205" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="a8b9f891-6831-4440-97f0-ea6ccfabfddf" /> <Include /> <Cells> <Master> <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" /> <Attribute ID="Zoom_1" ChannelOffset="3" Wheel="19" /> <Attribute ID="Zoom_2" ChannelOffset="4" Wheel="20" /> <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" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="RGBW 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="9" ModeLink="RGBW 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="13" ModeLink="RGBW 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="17" ModeLink="RGBW 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> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="21" ModeLink="RGBW cell" X="0" Y="4"> <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="Cell6" Name="Cell 6" ChannelOffset="25" ModeLink="RGBW cell" X="0" Y="5"> <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="Cell7" Name="Cell 7" ChannelOffset="29" ModeLink="RGBW cell" X="0" Y="6"> <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="Cell8" Name="Cell 8" ChannelOffset="33" ModeLink="RGBW cell" X="0" Y="7"> <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="Cell9" Name="Cell 9" ChannelOffset="37" ModeLink="RGBW cell" X="0" Y="8"> <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="Cell10" Name="Cell 10" ChannelOffset="41" ModeLink="RGBW cell" X="0" Y="9"> <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="Cell11" Name="Cell 11" ChannelOffset="45" ModeLink="RGBW cell" X="0" Y="10"> <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="Cell12" Name="Cell 12" ChannelOffset="49" ModeLink="RGBW cell" X="0" Y="11"> <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="Cell13" Name="Cell 13" ChannelOffset="53" ModeLink="RGBW cell" X="0" Y="12"> <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="Cell14" Name="Cell 14" ChannelOffset="57" ModeLink="RGBW cell" X="0" Y="13"> <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="Cell15" Name="Cell 15" ChannelOffset="61" ModeLink="RGBW cell" X="0" Y="14"> <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="Cell16" Name="Cell 16" ChannelOffset="65" ModeLink="RGBW cell" X="0" Y="15"> <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="Cell17" Name="Cell 17" ChannelOffset="69" ModeLink="RGBW cell" X="0" Y="16"> <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="Cell18" Name="Cell 18" ChannelOffset="73" ModeLink="RGBW cell" X="0" Y="17"> <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="88 DMX" Channels="88"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>