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FOS Wash 600 HEX (L005408) (FOS_Wash 600 HEX (L005408).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Wash 600 HEX (L005408)" ShortName="Ws 600 HEX" Company="FOS">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>e4d79acf-e659-4592-8fcf-d6c104576be9</Thumbnail>
  <History Date="09-01-19" Author="Nic Morris" Comment="Created" />
  <History Date="16-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c6f52698-95b3-4cf3-b089-b0bebcc8b416" />
  <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" 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="1~255" />
    </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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </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="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="1~255" />
    </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="0~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" 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="Auto" Display="'Auto'" Dmx="65~128" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="129~192" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="193~255" />
    </Attribute>
  </Control>
  <Mode Name="18 DMX" Channels="18">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="280" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="1b711582-8e05-44e7-822d-4cc9a9d2aa81" />
    <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="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="7" />
      <Attribute ID="Amber" ChannelOffset="12" Wheel="8" />
      <Attribute ID="UV" ChannelOffset="13" Wheel="9" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="37" />
      <Attribute ID="Macro" ChannelOffset="15" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Zoom" ChannelOffset="17" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" 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>
    <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>