View Personality

LED2 FLAT PAR-82 (LED2_FLAT PAR-82.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="FLAT PAR-82" ShortName="FLATPAR82" Company="LED2" Version="5"> <Copyright Notice="© Avolites Ltd. 2024" /> <Thumbnail>54a1d4bc-96c4-4b01-bdb0-8701c60b4adb</Thumbnail> <History Date="07-08-20" Author="Nic Morris" Comment="Created" Version="0" /> <History Date="08-08-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" /> <History Date="07-09-22" Author="Nic Morris" Comment="Created from FOS PAR Aurora (identical)" Version="2" /> <History Date="09-09-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" /> <History Date="23-09-24" Author="Nic Morris" Comment="Created from BeamZ BT420 (identical)" Version="4" /> <History Date="26-09-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="8217782b-782d-4358-ae57-845549a0aeb6" /> <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="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="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="Below 3200K" Display="'Below 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="Pix_Colour" Name="Pix 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="1~15" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="16~31" Colour="0,255,0" /> <Function ID="4" Name="Blue" Display="'Blue'" Dmx="32~47" Colour="0,0,255" /> <Function ID="5" Name="R+B" Display="'R+B'" Dmx="48~63" Colour="255,255,255" /> <Function ID="6" Name="R+G" Display="'R+G'" Dmx="64~79" Colour="255,255,255" /> <Function ID="7" Name="G+B" Display="'G+B'" Dmx="80~95" Colour="255,255,255" /> <Function ID="8" Name="R+B+G" Display="'R+B+G'" Dmx="96~111" Colour="255,255,255" /> <Function ID="9" Name="2700K" Display="'2700K'" Dmx="112~127" Colour="255,255,255" /> <Function ID="10" Name="3200K" Display="'3200K'" Dmx="128~143" Colour="255,255,255" /> <Function ID="11" Name="3500K" Display="'3500K'" Dmx="144~159" Colour="255,255,255" /> <Function ID="12" Name="5000K" Display="'5000K'" Dmx="160~175" Colour="255,255,255" /> <Function ID="13" Name="5500K" Display="'5500K'" Dmx="176~191" Colour="255,255,255" /> <Function ID="14" Name="6000K" Display="'6000K'" Dmx="192~207" Colour="255,255,255" /> <Function ID="15" Name="6500K" Display="'6500K'" Dmx="208~223" Colour="255,255,255" /> <Function ID="16" Name="7000K" Display="'7000K'" Dmx="224~239" Colour="255,255,255" /> <Function ID="17" Name="8000K" Display="'8000K'" Dmx="240~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Pix_Macro" Name="Pix 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="16~29" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="30~43" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="44~57" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="58~71" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="72~85" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="86~99" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="100~113" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="114~127" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~141" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="142~155" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="156~169" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="170~183" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="184~197" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="198~211" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="212~225" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="226~239" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="240~255" /> </Attribute> <Attribute ID="Pix_Macro_Spd" Name="Pix 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> </Control> <Mode Name="17 DMX" Channels="17" Id="e03eafdf-0d9e-4a0d-ad75-a81d4b78b2ed"> <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="29aac99f-825d-4f33-b24f-4cf50c59ef28" /> <Include /> <Cells> <Master> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Shutter" Wheel="5" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Colour_Macro" Wheel="7" /> <Attribute ID="CTO" Wheel="9" /> <Attribute ID="Macro" Wheel="22" /> <Attribute ID="Macro_Spd" Wheel="23" /> <Attribute ID="Pix_Colour" Wheel="8" /> <Attribute ID="Pix_Macro" Wheel="52" /> <Attribute ID="Pix_Macro_Spd" Wheel="53" /> </Master> <Cell ID="Cell1" Name="Main" ChannelOffset="1" ModeLink="Main cell 2" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" /> <AttributeLink SourceId="CTO" TargetId="CTO" /> <AttributeLink SourceId="Macro" TargetId="Macro" /> <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" /> </Cell> <Cell ID="Cell2" Name="Pix" ChannelOffset="11" ModeLink="Pix cell 2" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Pix_Colour" TargetId="Pix_Colour" /> <AttributeLink SourceId="Pix_Macro" TargetId="Pix_Macro" /> <AttributeLink SourceId="Pix_Macro_Spd" TargetId="Pix_Macro_Spd" /> </Cell> </Cells> </Mode> <Mode Name="12 DMX" Channels="12" Id="755f5f26-9388-4f06-b922-c890fe913cf5"> <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="8df94aef-a4b1-407f-b2d6-428a0c8ba5fb" /> <Include /> <Cells> <Master> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Shutter" Wheel="5" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Macro" Wheel="22" /> <Attribute ID="Macro_Spd" Wheel="23" /> <Attribute ID="Pix_Colour" Wheel="8" /> <Attribute ID="Pix_Macro" Wheel="52" /> <Attribute ID="Pix_Macro_Spd" Wheel="53" /> </Master> <Cell ID="Cell1" Name="Main" ChannelOffset="1" ModeLink="Main cell 1" X="0" Y="0"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Shutter" TargetId="Shutter" /> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="White" TargetId="White" /> <AttributeLink SourceId="Macro" TargetId="Macro" /> <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" /> </Cell> <Cell ID="Cell2" Name="Pix" ChannelOffset="9" ModeLink="Pix cell 1" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Pix_Colour" TargetId="Pix_Colour" /> <AttributeLink SourceId="Pix_Macro" TargetId="Pix_Macro" /> <AttributeLink SourceId="Pix_Macro_Spd" TargetId="Pix_Macro_Spd" /> </Cell> </Cells> </Mode> <Mode Name="Main cell 1" Channels="8" Hidden="True" Id="1b5748df-6357-4d35-b934-6ea96a2ae91d"> <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="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Red" ChannelOffset="3" Wheel="10" /> <Attribute ID="Green" ChannelOffset="4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5" Wheel="12" /> <Attribute ID="White" ChannelOffset="6" Wheel="40" /> <Attribute ID="Macro" ChannelOffset="7" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="8" Wheel="23" /> </Include> </Mode> <Mode Name="Pix cell 1" Channels="4" Hidden="True" Id="afe5c2e3-f553-4c23-bfa0-725940c76670"> <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="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Pix_Colour" ChannelOffset="2" Wheel="8" /> <Attribute ID="Pix_Macro" ChannelOffset="3" Wheel="52" /> <Attribute ID="Pix_Macro_Spd" ChannelOffset="4" Wheel="53" /> </Include> </Mode> <Mode Name="Main cell 2" Channels="10" Hidden="True" Id="6725abae-a2b5-4faa-bcbe-b30f0364fb58"> <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="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Red" ChannelOffset="3" Wheel="10" /> <Attribute ID="Green" ChannelOffset="4" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="5" Wheel="12" /> <Attribute ID="White" ChannelOffset="6" Wheel="40" /> <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="8" Wheel="9" /> <Attribute ID="Macro" ChannelOffset="9" Wheel="22" /> <Attribute ID="Macro_Spd" ChannelOffset="10" Wheel="23" /> </Include> </Mode> <Mode Name="Pix cell 2" Channels="7" Hidden="True" Id="6aed152c-a057-42af-816e-c98b47c33a49"> <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="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Red" ChannelOffset="2" Wheel="10" /> <Attribute ID="Green" ChannelOffset="3" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="4" Wheel="12" /> <Attribute ID="Pix_Colour" ChannelOffset="5" Wheel="8" /> <Attribute ID="Pix_Macro" ChannelOffset="6" Wheel="52" /> <Attribute ID="Pix_Macro_Spd" ChannelOffset="7" Wheel="53" /> </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 id="54a1d4bc-96c4-4b01-bdb0-8701c60b4adb">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</Swatch> </swatchLibrary> </Fixture>