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SGM i-6 White (SGM_i-6 White.d4)

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<Fixture Name="i-6 White" ShortName="i-6 White" Company="SGM" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>19810578-6853-4c3d-b30c-e37280736a93</Thumbnail>
  <History Date="12-04-22" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Smooth Gamma Corrected" Display="'Smooth Gamma Corrected'" Dmx="0~0" />
      <Function ID="2" Name="Smooth Linear" Display="'Smooth Linear'" Dmx="5~9" />
      <Function ID="3" Name="Halogen Gamma Corrected" Display="'Halogen Gamma Corrected'" Dmx="10~14" />
      <Function ID="4" Name="Halogen Linear" Display="'Halogen Linear'" Dmx="15~19" />
      <Function ID="5" Name="Fast Response Gamma Corrected" Display="'Fast Response Gamma Corrected'" Dmx="20~24" />
      <Function ID="6" Name="Fast Response Linear" Display="'Fast Response Linear'" Dmx="25~29" />
      <Function ID="7" Name="Smooth Gamma Corrected (Extended Range)" Display="'Smooth Gamma Corrected (Extended Range)'" Dmx="30~34" />
      <Function ID="8" Name="Smooth Linear (Extended Range)" Display="'Smooth Linear (Extended Range)'" Dmx="35~39" />
      <Function ID="9" Name="Halogen Gamma Corrected (Extended Range)" Display="'Halogen Gamma Corrected (Extended Range)'" Dmx="40~44" />
      <Function ID="10" Name="Halogen Linear (Extended Range)" Display="'Halogen Linear (Extended Range)'" Dmx="45~49" />
      <Function ID="11" Name="Fast Response Gamma Corrected (Extended Range)" Display="'Fast Response Gamma Corrected (Extended Range)'" Dmx="50~54" />
      <Function ID="12" Name="Fast Response Linear (Extended Range)" Display="'Fast Response Linear (Extended Range)'" Dmx="55~59" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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>
  <Mode Name="16bit, 3 DMX" Channels="3">
    <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="1,2" Wheel="1" />
      <Attribute ID="Dim_Curve" ChannelOffset="3" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Pixel, 5 DMX" Channels="5">
    <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 />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>