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Unknown 19 LED Focusing Wash Light (Unknown_19 LED Focusing Wash Light.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="19 LED Focusing Wash Light" ShortName="19 LED Ws" Company="Unknown">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>99b63e9f-2952-4f1b-88a4-ca970a2eba87</Thumbnail>
  <History Date="24-02-19" Author="Nic Morris" Comment="Created (poor documentation - assumed 'focusing' means zoom!)" />
  <History Date="26-02-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="435bc834-114c-406a-98a7-1e1392247b7f" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="21~220" Colour="255,255,255" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="221~255" 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="Macro" Name="Macro" 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="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="251~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="0~128" />
      <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="129~255" />
    </Attribute>
  </Control>
  <Mode Name="15 DMX" Channels="15">
    <Import PearlRef="" 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="d90a5caa-da8a-46b3-9124-7968397189b5" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="PT_Speed" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="6" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8" Wheel="12" />
      <Attribute ID="White" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="10" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="11" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Macro" ChannelOffset="13" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="29 DMX" Channels="29">
    <Import PearlRef="" 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="14a1c628-1f37-484f-b897-0153f3c04f6a" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,27" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="2,28" Wheel="3" />
        <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
        <Attribute ID="PT_Speed" ChannelOffset="4" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="9" />
        <Attribute ID="Shutter" Wheel="4" />
        <Attribute ID="Colour_Macro" ChannelOffset="23" Wheel="7" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="24" Wheel="8" />
        <Attribute ID="Macro" ChannelOffset="25" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="26" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="29" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="17" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="6" Hidden="True">
    <Import PearlRef="" 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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
    </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>