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Studio Due MPcolor 48 (Studio Due_MPcolor 48.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MPcolor 48" ShortName="MPcolor 48" Company="Studio Due">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>3acd46de-c7b0-412d-9fd0-5dfc965824f9</Thumbnail>
  <History Date="29-11-19" Author="Nic Morris" Comment="Created (segment layout not documented - made best guess)" />
  <History Date="30-11-19" Author="Nic Morris" Comment="Fixed wheel mapping" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="eedad58a-bfa5-456d-b326-bbbd867ff9f4" />
  <Control>
    <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="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="2~127" />
      <Function ID="3" Name="Rainbow" Display="'Rainbow %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <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="LED_Fade_Time" Name="LED Fade Time" 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="Rainbow" Name="Rainbow" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="White_Bal" Name="White Bal" 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="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>
    <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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="16~255" Colour="255,255,255" />
    </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="42842b5e-0990-409b-b20d-4cb5703aa959" />
    <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>
  <Mode Name="9 DMX" Channels="9">
    <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="5d0664d5-1910-44ff-9394-2b3328aab131" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="LED_Fade_Time" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Rainbow" ChannelOffset="8" Wheel="7" />
      <Attribute ID="White_Bal" ChannelOffset="9" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="24 DMX" Channels="24">
    <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="a68d5c2d-d66a-45f3-bf6c-be72ae463e5d" />
    <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="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="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="1" 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="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="2" 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="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="3" 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="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="4" 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="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="5" 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>
    </Cells>
  </Mode>
  <Mode Name="30 DMX" Channels="30">
    <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="3610a06d-e3d9-47f0-a9c0-76953fe597b2" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="LED_Fade_Time" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Rainbow" ChannelOffset="4" Wheel="7" />
        <Attribute ID="White_Bal" ChannelOffset="5" Wheel="9" />
        <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="8" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="7" 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="11" ModeLink="Cell" X="1" 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="Cell3" Name="Cell 3" ChannelOffset="15" ModeLink="Cell" X="2" 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="Cell4" Name="Cell 4" ChannelOffset="19" ModeLink="Cell" X="3" 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="Cell5" Name="Cell 5" ChannelOffset="23" ModeLink="Cell" X="4" 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="Cell6" Name="Cell 6" ChannelOffset="27" ModeLink="Cell" X="5" 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>
    </Cells>
  </Mode>
  <Mode Name="Cell" 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="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>