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Colorful Light COMET SIP (Colorful Light_COMET SIP.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="COMET SIP" ShortName="COMET SIP" Company="Colorful Light"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>57e2edd6-c9b9-4eb0-b499-42e14d0cfe4b</Thumbnail> <History Date="30-05-19" Author="Nic Morris" Comment="Created" /> <History Date="31-05-19" Author="Nic Morris" Comment="Added Atlabase ID's." /> <History Date="11-10-19" Author="Nic Morris" Comment="Created from Taurus Light LED Move Strobe 1000 (LMS1000) (identical)" /> <History Date="18-10-19" Author="Nic Morris" Comment="Added Atlabase ID's." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="1363171f-68eb-4e49-8546-41f23097abc5" /> <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="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="Beam_Mode" Name="Beam Mode" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Beam_Duration" Name="Beam Duration" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration" Display="'%.2f Sec',0.00~3.00" Dmx="0~255" /> </Attribute> <Attribute ID="Beam_Macro" Name="Beam Macro" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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="Plate_Shutter" Name="Plate Shutter" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Plate_Macro" Name="Plate Macro" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Plate_Mac_Col" Name="Plate Mac Col" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Plate_Mac_Spd" Name="Plate Mac 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> <Attribute ID="Reserved" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Beam_Master" Name="Beam Master" 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> <Attribute ID="Plate_Master" Name="Plate Master" 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="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> </Control> <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="Head" PanMax="0" TiltMax="185" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="df44de77-e790-4cb6-8fa4-dd1692cc786f" /> <Include /> <Cells> <Master> <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Beam_Mode" Wheel="6" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Plate_Shutter" Wheel="35" /> </Master> <Cell ID="Cell1" Name="Beam" ChannelOffset="2" ModeLink="Beam cell 1" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Beam_Mode" TargetId="Beam_Mode" /> </Cell> <Cell ID="Cell2" Name="Plate" ChannelOffset="4" ModeLink="Plate cell 1" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Plate_Shutter" TargetId="Plate_Shutter" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="14 DMX" Channels="14"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="051fae03-a81a-403a-bf72-f467205dd668" /> <Include /> <Cells> <Master> <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Beam_Mode" Wheel="6" /> <Attribute ID="Beam_Duration" Wheel="34" /> <Attribute ID="Beam_Macro" Wheel="22" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Plate_Shutter" Wheel="35" /> <Attribute ID="Plate_Macro" Wheel="23" /> <Attribute ID="Plate_Mac_Col" Wheel="24" /> <Attribute ID="Plate_Mac_Spd" Wheel="52" /> <Attribute ID="Reserved" ChannelOffset="14" Wheel="28" /> </Master> <Cell ID="Cell1" Name="Beam" ChannelOffset="3" ModeLink="Beam cell 2" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Beam_Mode" TargetId="Beam_Mode" /> <AttributeLink SourceId="Beam_Duration" TargetId="Beam_Duration" /> <AttributeLink SourceId="Beam_Macro" TargetId="Beam_Macro" /> </Cell> <Cell ID="Cell2" Name="Plate" ChannelOffset="7" ModeLink="Plate cell 2" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Plate_Shutter" TargetId="Plate_Shutter" /> <AttributeLink SourceId="Plate_Macro" TargetId="Plate_Macro" /> <AttributeLink SourceId="Plate_Mac_Col" TargetId="Plate_Mac_Col" /> <AttributeLink SourceId="Plate_Mac_Spd" TargetId="Plate_Mac_Spd" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="42 DMX" Channels="42"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="37a42f71-094f-4e79-9a9f-cf35bdb24554" /> <Include /> <Cells> <Master> <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" /> <Attribute ID="Beam_Master" ChannelOffset="3" Wheel="4" /> <Attribute ID="Beam_Mode" ChannelOffset="4" Wheel="6" /> <Attribute ID="Beam_Duration" ChannelOffset="5" Wheel="34" /> <Attribute ID="Beam_Macro" ChannelOffset="6" Wheel="22" /> <Attribute ID="Red_Master" ChannelOffset="7" Wheel="40" /> <Attribute ID="Green_Master" ChannelOffset="8" Wheel="41" /> <Attribute ID="Blue_Master" ChannelOffset="9" Wheel="42" /> <Attribute ID="Plate_Shutter" ChannelOffset="10" Wheel="35" /> <Attribute ID="Plate_Macro" ChannelOffset="11" Wheel="23" /> <Attribute ID="Plate_Mac_Col" ChannelOffset="12" Wheel="24" /> <Attribute ID="Plate_Mac_Spd" ChannelOffset="13" Wheel="52" /> <Attribute ID="Reserved" ChannelOffset="14" Wheel="28" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> </Master> <Cell ID="Cell1" Name="Beam 1" ChannelOffset="15" ModeLink="Dim cell" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Beam 2" ChannelOffset="16" ModeLink="Dim cell" X="1" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Beam 3" ChannelOffset="17" ModeLink="Dim cell" X="2" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Beam 4" ChannelOffset="18" ModeLink="Dim cell" X="3" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Plate 1" ChannelOffset="19" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Plate 2" ChannelOffset="22" ModeLink="RGB cell" X="1" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="Plate 3" ChannelOffset="25" ModeLink="RGB cell" X="2" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="Plate 4" ChannelOffset="28" ModeLink="RGB cell" X="3" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="Plate 5" ChannelOffset="31" ModeLink="RGB cell" X="0" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell10" Name="Plate 6" ChannelOffset="34" ModeLink="RGB cell" X="1" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell11" Name="Plate 7" ChannelOffset="37" ModeLink="RGB cell" X="2" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell12" Name="Plate 8" ChannelOffset="40" ModeLink="RGB cell" X="3" Y="2"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Beam cell 1" Channels="2" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Beam_Mode" ChannelOffset="2" Wheel="6" /> </Include> </Mode> <Mode Name="Plate cell 1" Channels="4" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" 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="Plate_Shutter" ChannelOffset="4" Wheel="35" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="Beam cell 2" Channels="4" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Beam_Mode" ChannelOffset="2" Wheel="6" /> <Attribute ID="Beam_Duration" ChannelOffset="3" Wheel="34" /> <Attribute ID="Beam_Macro" ChannelOffset="4" Wheel="22" /> </Include> </Mode> <Mode Name="Plate cell 2" Channels="7" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" 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="Plate_Shutter" ChannelOffset="4" Wheel="35" /> <Attribute ID="Plate_Macro" ChannelOffset="5" Wheel="23" /> <Attribute ID="Plate_Mac_Col" ChannelOffset="6" Wheel="24" /> <Attribute ID="Plate_Mac_Spd" ChannelOffset="7" Wheel="52" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="Dim cell" Channels="1" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> </Include> </Mode> <Mode Name="RGB cell" Channels="3" Hidden="True"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" 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="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="42 DMX (master part, patch 1st)" Channels="14"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include /> <Cells> <Master> <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Beam_Mode" Wheel="6" /> <Attribute ID="Beam_Duration" Wheel="34" /> <Attribute ID="Beam_Macro" Wheel="22" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Plate_Shutter" Wheel="35" /> <Attribute ID="Plate_Macro" Wheel="23" /> <Attribute ID="Plate_Mac_Col" Wheel="24" /> <Attribute ID="Plate_Mac_Spd" Wheel="52" /> <Attribute ID="Reserved" ChannelOffset="14" Wheel="28" /> </Master> <Cell ID="Cell1" Name="Beam" ChannelOffset="3" ModeLink="Beam cell 2" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Beam_Mode" TargetId="Beam_Mode" /> <AttributeLink SourceId="Beam_Duration" TargetId="Beam_Duration" /> <AttributeLink SourceId="Beam_Macro" TargetId="Beam_Macro" /> </Cell> <Cell ID="Cell2" Name="Plate" ChannelOffset="7" ModeLink="Plate cell 2" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Plate_Shutter" TargetId="Plate_Shutter" /> <AttributeLink SourceId="Plate_Macro" TargetId="Plate_Macro" /> <AttributeLink SourceId="Plate_Mac_Col" TargetId="Plate_Mac_Col" /> <AttributeLink SourceId="Plate_Mac_Spd" TargetId="Plate_Mac_Spd" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="42 DMX (beam part, patch 2nd)" Channels="4"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include /> <Cells> <Master> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Beam 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Beam 2" ChannelOffset="2" ModeLink="Dim cell" X="1" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Beam 3" ChannelOffset="3" ModeLink="Dim cell" X="2" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Beam 4" ChannelOffset="4" ModeLink="Dim cell" X="3" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="42 DMX (plate part, patch 3rd)" Channels="24"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="185" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Plate 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Plate 2" ChannelOffset="4" ModeLink="RGB cell" X="1" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Plate 3" ChannelOffset="7" ModeLink="RGB cell" X="2" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Plate 4" ChannelOffset="10" ModeLink="RGB cell" X="3" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Plate 5" ChannelOffset="13" ModeLink="RGB cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Plate 6" ChannelOffset="16" ModeLink="RGB cell" X="1" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="Plate 7" ChannelOffset="19" ModeLink="RGB cell" X="2" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="Plate 8" ChannelOffset="22" ModeLink="RGB cell" X="3" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>