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Blizzard Lighting Lux Capacitor (Blizzard Lighting_Lux Capacitor.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Lux Capacitor" ShortName="Lux Cap" Company="Blizzard Lighting" Version="0">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>44d1f8d0-f1b2-40a5-8389-58109d4e4a78</Thumbnail>
  <History Date="22-07-21" Author="Nic Morris" Comment="Created (note Capture currently have two 8 channel mode but latest documentation only details one)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="70f35de1-22ea-4b03-b03f-acea9287461b" />
  <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="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="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="8~76" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="146~215" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="77~145" />
    </Attribute>
    <Attribute ID="Program_1" Name="Program 1" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="16~31" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="32~47" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="48~63" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="64~79" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="80~95" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="96~111" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="112~127" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="128~143" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="144~159" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="160~175" />
      <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="176~191" />
      <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="192~207" />
      <Function ID="14" Name="Program 13" Display="'Program 13'" Dmx="208~223" />
      <Function ID="15" Name="Program 14" Display="'Program 14'" Dmx="224~239" />
      <Function ID="16" Name="Program 15" Display="'Program 15'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Program_2" Name="Program 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="16~31" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="32~47" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="48~63" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="64~79" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="80~95" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="96~111" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="112~127" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="128~143" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="144~159" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="160~175" />
      <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="176~191" />
      <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="192~207" />
      <Function ID="14" Name="Program 13" Display="'Program 13'" Dmx="208~223" />
      <Function ID="15" Name="Program 14" Display="'Program 14'" Dmx="224~239" />
      <Function ID="16" Name="Program 15" Display="'Program 15'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program 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="Sound" Name="Sound" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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>
  </Control>
  <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="0f639590-087c-4b72-a29e-d488fcfeb586" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="WW 1" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="WW 2" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="WW 3" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="e2ea8e3f-b077-4084-be55-b16b5bda7648" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="7" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="WW 1" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="WW 2" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="WW 3" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </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="e563182f-502d-4922-88ef-05f9302cf2a0" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
        <Attribute ID="Program_1" ChannelOffset="9" Wheel="22" />
        <Attribute ID="Program_2" ChannelOffset="10" Wheel="23" />
        <Attribute ID="Program_Spd" ChannelOffset="11" Wheel="24" />
        <Attribute ID="Sound" ChannelOffset="12" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="2" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="WW 1" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="WW 2" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="WW 3" ChannelOffset="7" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGB cell" Channels="3" 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="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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" 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" />
    </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>
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</Swatch>
  </swatchLibrary>
</Fixture>