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BeamZ BT420 (BeamZ_BT420.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="BT420" ShortName="BT420" Company="BeamZ" Version="3"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>5e4db5cb-4a15-4ff2-87e3-56db59a14307</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" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="ab1ecd10-ae49-4f34-9ba9-3d04efdb88a5" /> <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"> <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="46ce7159-0156-4281-8ac0-c40172d619b5" /> <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"> <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="f733c953-53a9-473f-99fe-961d05eec061" /> <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"> <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"> <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"> <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"> <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 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</swatchLibrary> </Fixture>