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Vello LED Stage Bar1251 RGBWA (Vello_LED Stage Bar1251 RGBWA.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="LED Stage Bar1251 RGBWA" ShortName="StgBar1251" Company="Vello" Version="0"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>355d716d-28dd-4c7a-bdbb-ce505f50ee7e</Thumbnail> <History Date="18-12-23" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="9ee39f1d-d6f8-4338-ac68-95c4e23bff34" /> <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="1:0" PowerOn="1:0" /> <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Auto" Name="Auto" 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="Auto_Spd" Name="Auto 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="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="Amber" Name="Amber" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" /> </Attribute> <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP"> <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="Mode A, 9 DMX" Channels="9" Id="e0814b6d-fdf6-4abf-ae8e-4b7d01fa69d5"> <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="55eeedac-ebd9-4df3-881d-d054f90ed0f3" /> <Include> <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Auto" ChannelOffset="3" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" /> <Attribute ID="Red" ChannelOffset="5" Wheel="10" /> <Attribute ID="Green" ChannelOffset="6" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="7" Wheel="12" /> <Attribute ID="White" ChannelOffset="8" Wheel="40" /> <Attribute ID="Amber" ChannelOffset="9" Wheel="41" /> </Include> </Mode> <Mode Name="Mode P, 24 DMX" Channels="24" Id="99b0734f-bb1f-44c6-9fb7-ce8cec2ddf03"> <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="d87929d8-305d-415f-b9e0-99fdcef3ed59" /> <Include /> <Cells> <Master> <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" /> <Attribute ID="Auto" ChannelOffset="3" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" /> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Amber" Wheel="41" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="10" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="15" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="20" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Mode H, 60 DMX" Channels="60" Id="df981c3e-a422-4946-8c98-975460c10be9"> <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="6dd6efbf-4af4-406d-a9be-3f11bec862dd" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="White" Wheel="40" /> <Attribute ID="Amber" Wheel="41" /> <Attribute ID="Dimmer" Wheel="1" /> </Master> <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="Cell 3" ChannelOffset="11" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="Cell 4" ChannelOffset="16" 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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Cell 5" ChannelOffset="21" ModeLink="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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="Cell 6" ChannelOffset="26" ModeLink="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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell7" Name="Cell 7" ChannelOffset="31" ModeLink="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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell8" Name="Cell 8" ChannelOffset="36" ModeLink="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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell9" Name="Cell 9" ChannelOffset="41" ModeLink="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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell10" Name="Cell 10" ChannelOffset="46" ModeLink="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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell11" Name="Cell 11" ChannelOffset="51" ModeLink="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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell12" Name="Cell 12" ChannelOffset="56" ModeLink="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="Amber" TargetId="Amber" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="Cell" Channels="5" Hidden="True" Id="39323b3b-f984-4281-bc25-dda82a38f3d7"> <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="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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>