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Eurolight Octagon Theater OT360 (Eurolight_Octagon Theater OT360.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Octagon Theater OT360" ShortName="OT360" Company="Eurolight" Version="0">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>42bae227-6bc8-4e16-a770-a599d916970c</Thumbnail>
  <History Date="18-03-20" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4df77de7-87cf-4e11-b616-e7c5ba11a541" />
  <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="ColdWhite" Name="Cool White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </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" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="6~22" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="23~39" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="40~56" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="57~73" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="74~90" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="91~107" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="108~124" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="125~141" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="142~158" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="159~175" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="176~192" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="193~209" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="210~226" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="227~243" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="244~255" WheelPosition="15" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="6~10" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="128~250" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="80~102" />
      <Function ID="5" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="34~56" />
      <Function ID="6" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="57~79" />
      <Function ID="7" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="11~33" />
      <Function ID="8" Name="Break" Display="'Break %.1f Sec',5.0~1.0" Dmx="103~127" />
    </Attribute>
    <Attribute ID="Dim_Response" Name="Dim Response" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="LED" Display="'LED'" Dmx="6~127" />
      <Function ID="3" Name="Halogen" Display="'Halogen'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="6~63" />
      <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="64~127" />
      <Function ID="4" Name="Logarithmic" Display="'Logarithmic'" Dmx="128~191" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Shutter1" 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="6~255" />
    </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>
    <AtlaBase ModeID="80aa256a-795e-47c5-b615-cf36b1c1f2f3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <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="5579225b-803e-4fe9-81fd-ea584ebebe40" />
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="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>
    <AtlaBase ModeID="83a9c1c3-adb8-4675-b83b-74f2ed7c611c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Shutter1" ChannelOffset="3" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <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="cef7af6a-f3f3-4706-8197-63c3fefc98ef" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="11" />
      <Attribute ID="WarmWhite" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dim_Response" ChannelOffset="6" Wheel="25" />
      <Attribute ID="Dim_Curve" ChannelOffset="7" Wheel="26" />
    </Include>
  </Mode>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>