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Elcotec LED Moving Head ML108 (Elcotec_LED Moving Head ML108.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Moving Head ML108" ShortName="ML108" Company="Elcotec">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>ce72499d-db31-4cf1-bc3a-bc72c5e66550</Thumbnail>
  <History Date="16-11-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="817e3526-4888-464c-b072-e5ccbd54931d" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T 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="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="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="10~255" />
    </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="R" Display="'R'" Dmx="11~20" Colour="255,255,255" />
      <Function ID="3" Name="G" Display="'G'" Dmx="21~30" Colour="255,255,255" />
      <Function ID="4" Name="B" Display="'B'" Dmx="31~40" Colour="255,255,255" />
      <Function ID="5" Name="W" Display="'W'" Dmx="41~50" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="51~60" Colour="255,255,255" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="61~70" Colour="255,255,255" />
      <Function ID="8" Name="B+W" Display="'B+W'" Dmx="71~80" Colour="255,255,255" />
      <Function ID="9" Name="R+B" Display="'R+B'" Dmx="81~90" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="91~100" Colour="255,255,255" />
      <Function ID="11" Name="R+W" Display="'R+W'" Dmx="101~110" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="111~120" Colour="255,255,255" />
      <Function ID="13" Name="R+G+B" Display="'R+G+B'" Dmx="121~130" Colour="255,255,255" />
      <Function ID="14" Name="G+B+W" Display="'G+B+W'" Dmx="131~140" Colour="255,255,255" />
      <Function ID="15" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="141~150" Colour="255,255,255" />
      <Function ID="16" Name="Col Change" Display="'Col Change %.f%%',0~100" Dmx="151~200" Colour="255,255,255" />
      <Function ID="17" Name="Col Transition" Display="'Col Transition %.f%%',0~100" Dmx="201~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="200~220" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="UKET1081" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6356097a-8d88-4a0b-a042-01e398caf26b" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="UKET1082" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6381df51-422c-4c08-9310-ee09153b8532" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,12" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,13" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>