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Big Dipper LM108 (Big Dipper_LM108.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LM108" ShortName="LM108" Company="Big Dipper">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>3461aba1-2980-4ea8-98c1-c475f8064c8b</Thumbnail>
  <History Date="12-08-18" Author="Nic Morris" Comment="Created (poor documentation)" />
  <History Date="14-08-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7ae1f71a-49e6-4135-8cdc-22c3129d403f" />
  <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="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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="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="11~127" Colour="255,255,255" />
      <Function ID="3" Name="Step" Display="'Step'" Dmx="128~160" Colour="255,255,255" />
      <Function ID="4" Name="Gradual 1" Display="'Gradual 1'" Dmx="161~200" Colour="255,255,255" />
      <Function ID="5" Name="Gradual 2" Display="'Gradual 2'" Dmx="201~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Macro1" 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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="150~200" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="BDLM1081" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="906186e2-fc3d-4ec2-bfd5-79a76400a799" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,14" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,15" 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="40" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="PT_Speed" ChannelOffset="9" Wheel="25" />
      <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Colour_Macro1" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Auto" ChannelOffset="12" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="BDLM1082" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5fe83463-6578-42b1-9a70-e0ac2378a1b8" />
    <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="40" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="PT_Speed" ChannelOffset="9" Wheel="25" />
    </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>