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Involight PaintBAR HEX6 (Involight_PaintBAR HEX6.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PaintBAR HEX6" ShortName="BAR HEX6" Company="Involight">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>bf4bb034-cb5d-4a52-8a0b-d21e53f835c1</Thumbnail>
  <History Date="17-04-19" Author="Nic Morris" Comment="Created" />
  <History Date="18-04-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b67b7f62-a222-4206-9983-99e2d975b971" />
  <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" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </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="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </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" Update="Col_Mac_Spd" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~19" Update="Col_Mac_Spd" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Update="Col_Mac_Spd" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Update="Col_Mac_Spd" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="40~49" Update="Col_Mac_Spd" Colour="255,255,255" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="50~59" Update="Col_Mac_Spd" Colour="255,100,0" />
      <Function ID="7" Name="UV" Display="'UV'" Dmx="60~69" Update="Col_Mac_Spd" Colour="180,0,255" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="70~79" Update="Col_Mac_Spd" Colour="255,255,0" />
      <Function ID="9" Name="Magenta" Display="'Magenta'" Dmx="80~89" Update="Col_Mac_Spd" Colour="255,0,255" />
      <Function ID="10" Name="Cyan" Display="'Cyan'" Dmx="90~99" Update="Col_Mac_Spd" Colour="0,255,255" />
      <Function ID="11" Name="Dark Orange" Display="'Dark Orange'" Dmx="100~109" Update="Col_Mac_Spd" Colour="255,100,0" />
      <Function ID="12" Name="Green Yellow" Display="'Green Yellow'" Dmx="110~119" Update="Col_Mac_Spd" Colour="180,180,0" />
      <Function ID="13" Name="Salmon" Display="'Salmon'" Dmx="120~129" Update="Col_Mac_Spd" Colour="255,150,150" />
      <Function ID="14" Name="Turquoise" Display="'Turquoise'" Dmx="130~139" Update="Col_Mac_Spd" Colour="0,255,128" />
      <Function ID="15" Name="Light Green" Display="'Light Green'" Dmx="140~149" Update="Col_Mac_Spd" Colour="128,255,0" />
      <Function ID="16" Name="Orange" Display="'Orange'" Dmx="150~159" Update="Col_Mac_Spd" Colour="255,128,0" />
      <Function ID="17" Name="Lavender" Display="'Lavender'" Dmx="160~169" Update="Col_Mac_Spd" Colour="255,128,255" />
      <Function ID="18" Name="Light Blue" Display="'Light Blue'" Dmx="170~179" Update="Col_Mac_Spd" Colour="0,128,255" />
      <Function ID="19" Name="Dark Blue" Display="'Dark Blue'" Dmx="180~189" Update="Col_Mac_Spd" Colour="0,0,180" />
      <Function ID="20" Name="Pink" Display="'Pink'" Dmx="190~199" Update="Col_Mac_Spd" Colour="255,150,150" />
      <Function ID="21" Name="Auto 1" Display="'Auto 1'" Dmx="200~209" Update="Col_Mac_Spd" Colour="255,255,255" />
      <Function ID="22" Name="Auto 2" Display="'Auto 2'" Dmx="210~219" Update="Col_Mac_Spd" Colour="255,255,255" />
      <Function ID="23" Name="Sound 1" Display="'Sound 1'" Dmx="220~229" Update="Col_Mac_Spd" Colour="255,255,255" />
      <Function ID="24" Name="Sound 2" Display="'Sound 2'" Dmx="230~239" Update="Col_Mac_Spd" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Sensitivity" ID="2" If="'Colour_Macro'>22" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="2" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="30398acb-f19b-44c5-aa3f-08d55928ec54" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="fda4d7d0-5391-485e-9d22-c7c0df9cd71d" />
    <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="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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="f538dd8a-f000-41fd-9c78-e47a906da215" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <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="Amber" ChannelOffset="7" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="8" Wheel="42" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="10" Wheel="8" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>