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Studio Due Dual 80 (Studio Due_Dual 80.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Dual 80" ShortName="Dual 80" Company="Studio Due" Version="10">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>3570cccb-0ab1-4a62-96d2-4c3317641678</Thumbnail>
  <History Date="23-06-14" Author="Stephen harris" Comment="Created" Version="1" />
  <History Date="25-06-14" Author="Peter Budd" Comment="Checked" Version="2" />
  <History Date="28-06-14" Author="Nic Morris" Comment="Fixed 8 DMX channel mapping.  Fixed dimmer resolution and DMX range." Version="3" />
  <History Date="28-06-14" Author="Nic Morris" Comment="Changed colour function from scroll to index.  Changed colour index wheel display from value 1dp to percentage 1dp." Version="4" />
  <History Date="28-06-14" Author="Nic Morris" Comment="Reordered shutter and changed to locate at open.  Changed function names from hz to % to match wheel display." Version="5" />
  <History Date="28-06-14" Author="Nic Morris" Comment="Updated power on to locate values.  Changed LED fade time to 'Speed' and standardised attribute ID." Version="6" />
  <History Date="28-06-14" Author="Nic Morris" Comment="Added compatibility for r20 export." Version="7" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="8" />
  <History Date="29-08-18" Author="Nic Morris" Comment="Added product thumbnail.  Added missing Atlabase ID to 4 DMX mode.  Added vdim to 13 DMX mode cells." Version="9" />
  <History Date="18-08-21" Author="Nic Morris" Comment="Created from Studio Due Dual 800" Version="10" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b5897d11-6d85-4bdc-be83-bcbaf6713886" />
  <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="2~127" Intensity="0~0" />
      <Function ID="3" Name="Rainbow" Display="'Rainbow %.1f%%',0.0~100.0" Dmx="128~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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="CTO C-Mix" Display="'CTO C-Mix %.1f%%',0.0~100.0" Dmx="16~255" Colour="255,240,200" />
    </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="Red1" Name="Red 1" 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="Green1" Name="Green 1" 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="Blue1" Name="Blue 1" 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="White1" Name="White 1" 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="Red2" Name="Red 2" 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="Green2" Name="Green 2" 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="Blue2" Name="Blue 2" 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="White2" Name="White 2" 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="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="13 DMX" Channels="13">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="LED" 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="bbb1e85d-45f9-492f-b951-dc29bd44def6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" />
      <Attribute ID="Red1" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green1" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue1" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White1" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Red2" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Green2" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Blue2" ChannelOffset="7" Wheel="42" />
      <Attribute ID="White2" ChannelOffset="8" Wheel="39" />
      <Attribute ID="Colour1" ChannelOffset="12" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="13" Wheel="8" />
      <Attribute ID="Speed" ChannelOffset="11" Wheel="28" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" />
        <Attribute ID="Speed" ChannelOffset="11" Wheel="28" />
        <Attribute ID="Colour1" ChannelOffset="12" Wheel="7" />
        <Attribute ID="CTO" ChannelOffset="13" Wheel="8" />
        <Attribute ID="Master_Dimmer" ChannelOffset="9" Wheel="4" />
      </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="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" 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="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="LED" 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="baf11e7e-c238-42ac-b554-0bb663e4df16" />
    <Include>
      <Attribute ID="Red1" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green1" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue1" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White1" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Red2" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Green2" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Blue2" ChannelOffset="7" Wheel="42" />
      <Attribute ID="White2" ChannelOffset="8" Wheel="39" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </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="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" 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="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="LED" 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="fee94244-382d-47b9-afeb-bd39d4692464" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <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" />
    </Include>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="LED" 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="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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>