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Lixada 7x12W Wash Moving Head (Lixada_7x12W Wash Moving Head.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="7x12W Wash Moving Head" ShortName="7x12W Wash" Company="Lixada">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>b177461c-039d-414b-a8fa-28d48f28a952</Thumbnail>
  <History Date="09-11-18" Author="Nic Morris" Comment="Created (very limited information)" />
  <History Date="18-10-19" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ffa0b350-ffca-41f8-8014-8ad7b035445a" />
  <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="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="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="8~231" Colour="255,255,255" />
      <Function ID="3" Name="Colours 1" Display="'Colours 1'" Dmx="232~255" 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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="8~127" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="UKLX7121" 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="b75609cb-d777-4011-aba1-2b4e010bc36c" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" 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="40" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="UKLX7122" 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="4c1b064e-9490-4964-8ee4-4289c91cff0c" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="11" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Auto" ChannelOffset="13" Wheel="22" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </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>
    <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>
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</Swatch>
  </swatchLibrary>
</Fixture>