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Dune WASH-LEDZ-432W (Dune_WASH-LEDZ-432W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="WASH-LEDZ-432W" ShortName="432W Ws Zm" Company="Dune" Version="4">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>2e7169b8-b675-4677-924a-0995a5357f81</Thumbnail>
  <History Date="06-10-17" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="07-10-17" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="05-05-21" Author="Nic Morris" Comment="Added product thumbnail.  Revised zoom and added discreet functions to col zone sel and auto in response to customer feedback (not officially documented)." Version="3" />
  <History Date="07-05-21" Author="Nic Morris" Comment="Inverted zoom" Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a41afa93-9993-40d6-8311-572f9c4c8d95" />
  <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="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="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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Zone_Sel" Name="Col Zone Sel" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All" Display="'All'" Dmx="0~0" />
      <Function ID="2" Name="Int" Display="'Int'" Dmx="60~119" />
      <Function ID="3" Name="Mid" Display="'Mid'" Dmx="120~179" />
      <Function ID="4" Name="Ext" Display="'Ext'" Dmx="180~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="0~144" />
      <Function ID="2" Name="Chase" Display="'Chase'" Dmx="145~164" />
      <Function ID="3" Name="Strobe" Display="'Strobe'" Dmx="165~174" />
      <Function ID="4" Name="Random" Display="'Random'" Dmx="175~184" />
      <Function ID="5" Name="Ring" Display="'Ring'" Dmx="185~255" />
    </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="255~0" />
    </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="127~0" />
      <Function ID="2" Name="Zoom FX" Display="'Zoom FX %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="P/T_Invert" Name="P/T Invert" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Invert Pan" Display="'Invert Pan'" Dmx="65~128" />
      <Function ID="3" Name="Invert Tilt" Display="'Invert Tilt'" Dmx="129~192" />
      <Function ID="4" Name="Invert P/T" Display="'Invert P/T'" Dmx="193~255" />
    </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="18 DMX" Channels="18">
    <Import PearlRef="UKDN432W" 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="e079bfa1-e907-48ce-bd15-508a1597d7dd" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="12" Wheel="7" />
      <Attribute ID="Col_Zone_Sel" ChannelOffset="13" Wheel="22" />
      <Attribute ID="Auto" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Auto_Spd" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Zoom" ChannelOffset="16" Wheel="19" />
      <Attribute ID="P/T_Invert" ChannelOffset="17" Wheel="26" />
      <Attribute ID="Control" ChannelOffset="18" 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>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>