View Personality

FOS IQ 28x12 (FOS_IQ 28x12.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="IQ 28x12" ShortName="IQ 28x12" Company="FOS" Version="1"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>0bb4cb8c-5a4e-4bb7-a656-5786a77f3858</Thumbnail> <History Date="13-04-22" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="21-06-22" Author="Nic Morris" Comment="Created from HighLine Forte 2810 MVL (identical)" Version="1" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="123383fd-f275-42b0-ab75-aac7df708dc8" /> <Control> <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="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="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <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="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> </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="Zoom" Name="Zoom" 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="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="Red" Display="'Red'" Dmx="16~31" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" Colour="0,0,255" /> <Function ID="5" Name="White" Display="'White'" Dmx="64~79" Colour="255,255,255" /> <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" Colour="255,255,255" /> <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" Colour="255,255,255" /> <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" Colour="255,255,255" /> <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" Colour="255,255,255" /> <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" Colour="255,255,255" /> <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" Colour="255,255,255" /> <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" Colour="255,255,255" /> <Function ID="13" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="192~207" Colour="255,255,255" /> <Function ID="14" Name="2700K" Display="'2700K'" Dmx="208~212" Colour="255,255,255" /> <Function ID="15" Name="3200K" Display="'3200K'" Dmx="213~217" Colour="255,255,255" /> <Function ID="16" Name="3500K" Display="'3500K'" Dmx="218~222" Colour="255,255,255" /> <Function ID="17" Name="5000K" Display="'5000K'" Dmx="223~227" Colour="255,255,255" /> <Function ID="18" Name="5500K" Display="'5500K'" Dmx="228~232" Colour="255,255,255" /> <Function ID="19" Name="6000K" Display="'6000K'" Dmx="233~237" Colour="255,255,255" /> <Function ID="20" Name="6500K" Display="'6500K'" Dmx="238~242" Colour="255,255,255" /> <Function ID="21" Name="7000K" Display="'7000K'" Dmx="243~247" Colour="255,255,255" /> <Function ID="22" Name="8000K" Display="'8000K'" Dmx="248~255" Colour="255,255,255" /> </Attribute> <Attribute ID="CTO" Name="CTO" 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="<3200K" Display="'<3200K'" Dmx="16~45" Colour="255,255,255" /> <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="46~75" Colour="255,255,255" /> <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="255,255,255" /> <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="255,255,255" /> <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="255,255,255" /> <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="255,255,255" /> <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~225" Colour="255,255,255" /> <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="226~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Macro" Name="Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~31" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="128~143" /> <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="144~159" /> <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="160~175" /> <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="176~191" /> <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="192~207" /> <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="208~223" /> <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="224~239" /> <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="240~255" /> </Attribute> <Attribute ID="Macro_Spd" Name="Macro 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="Dynamic" Name="Dynamic" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Dynamic 1" Display="'Dynamic 1'" Dmx="16~31" /> <Function ID="3" Name="Dynamic 2" Display="'Dynamic 2'" Dmx="32~47" /> <Function ID="4" Name="Dynamic 3" Display="'Dynamic 3'" Dmx="48~63" /> <Function ID="5" Name="Dynamic 4" Display="'Dynamic 4'" Dmx="64~79" /> <Function ID="6" Name="Dynamic 5" Display="'Dynamic 5'" Dmx="80~95" /> <Function ID="7" Name="Dynamic 6" Display="'Dynamic 6'" Dmx="96~111" /> <Function ID="8" Name="Dynamic 7" Display="'Dynamic 7'" Dmx="112~127" /> <Function ID="9" Name="Dynamic 8" Display="'Dynamic 8'" Dmx="128~143" /> <Function ID="10" Name="Dynamic 9" Display="'Dynamic 9'" Dmx="144~159" /> <Function ID="11" Name="Dynamic 10" Display="'Dynamic 10'" Dmx="160~175" /> <Function ID="12" Name="Dynamic 11" Display="'Dynamic 11'" Dmx="176~191" /> <Function ID="13" Name="Dynamic 12" Display="'Dynamic 12'" Dmx="192~207" /> <Function ID="14" Name="Dynamic 13" Display="'Dynamic 13'" Dmx="208~223" /> <Function ID="15" Name="Dynamic 14" Display="'Dynamic 14'" Dmx="224~239" /> <Function ID="16" Name="Dynamic 15" Display="'Dynamic 15'" Dmx="240~255" /> </Attribute> <Attribute ID="Dynamic_Spd" Name="Dynamic 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="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Power Saving On" Display="'Power Saving On'" Dmx="40~59" /> <Function ID="3" Name="Power Saving Off" Display="'Power Saving Off'" Dmx="60~79" /> <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="5" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~94" /> <Function ID="6" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="95~99" /> <Function ID="7" Name="Program 1" Display="'Program 1'" Dmx="100~119" /> <Function ID="8" Name="Program 2" Display="'Program 2'" Dmx="120~139" /> <Function ID="9" Name="Program 3" Display="'Program 3'" Dmx="140~159" /> <Function ID="10" Name="Program 4" Display="'Program 4'" Dmx="160~179" /> <Function ID="11" Name="Program 5" Display="'Program 5'" Dmx="180~199" /> <Function ID="12" Name="Program 6" Display="'Program 6'" Dmx="200~219" /> <Function ID="13" Name="Program 7" Display="'Program 7'" Dmx="220~239" /> <Function ID="14" Name="Sound" Display="'Sound'" Dmx="240~255" /> </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> <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> </Control> <Mode Name="19 DMX" Channels="19"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="45476e1f-c4cc-4fd0-b013-a41488e1d804" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Pan" ChannelOffset="3,4" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="5,6" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="7" Wheel="25" /> <Attribute ID="Red" ChannelOffset="8" Wheel="10" /> <Attribute ID="Green" ChannelOffset="9" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="10" Wheel="12" /> <Attribute ID="White" ChannelOffset="11" Wheel="40" /> <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" /> <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="14" Wheel="9" /> <Attribute ID="Macro" ChannelOffset="15" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="16" Wheel="23" /> <Attribute ID="Dynamic" ChannelOffset="17" Wheel="52" /> <Attribute ID="Dynamic_Spd" ChannelOffset="18" Wheel="53" /> <Attribute ID="Control" ChannelOffset="19" Wheel="28" /> </Include> </Mode> <Mode Name="35 DMX" Channels="35"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="d79c695a-c45d-4209-b7f9-6c69dcf15877" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Pan" ChannelOffset="3,4" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="5,6" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="7" Wheel="25" /> <Attribute ID="Red_Master" ChannelOffset="8" Wheel="70" /> <Attribute ID="Green_Master" ChannelOffset="9" Wheel="71" /> <Attribute ID="Blue_Master" ChannelOffset="10" Wheel="72" /> <Attribute ID="White_Master" ChannelOffset="11" Wheel="100" /> <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" /> <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="29" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="30" Wheel="9" /> <Attribute ID="Macro" ChannelOffset="31" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="32" Wheel="23" /> <Attribute ID="Dynamic" ChannelOffset="33" Wheel="52" /> <Attribute ID="Dynamic_Spd" ChannelOffset="34" Wheel="53" /> <Attribute ID="Control" ChannelOffset="35" Wheel="28" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="13" 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="17" 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="21" 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="25" 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"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" 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> <Macro> <Macro Name="Reset All"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Zoom"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </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> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> </Group> <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 id="a78264d9-0d57-4b53-9a0a-b3ce3f718ed4">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</Swatch> <Swatch id="0bb4cb8c-5a4e-4bb7-a656-5786a77f3858">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</Swatch> </swatchLibrary> </Fixture>