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Light Emotion LE60 (Light Emotion_LE60.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LE60" ShortName="LE60" Company="Light Emotion" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>dd51301b-9ffd-45cd-a18a-0f4435dd6930</Thumbnail>
  <History Date="26-10-21" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="28-10-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c566983b-a156-4fe6-9b6a-218f85ff2ef4" />
  <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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Slow-Fast" Display="'Slow-Fast %.f%%',0~100" Dmx="9~99" />
      <Function ID="4" Name="Fast-Slow" Display="'Fast-Slow %.f%%',100~0" Dmx="100~149" />
      <Function ID="5" Name="Effect 1" Display="'Effect 1 %.f%%',0~100" Dmx="150~199" />
      <Function ID="6" Name="Effect 2" Display="'Effect 2 %.f%%',0~100" Dmx="200~245" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="5" Lowlight="4" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Colour1Func'==3" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~8" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="16~16" WheelPosition="2" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="24~24" WheelPosition="3" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="32~32" WheelPosition="4" Colour="255,255,0" />
      <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="40~40" WheelPosition="5" Colour="255,0,255" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="48~48" WheelPosition="6" Colour="0,255,255" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="56~56" WheelPosition="7" Colour="255,150,150" />
      <Function ID="9" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="64~64" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="Rd/ Grn" Display="'Rd/ Grn'" Dmx="72~72" WheelPosition="1" Colour="255,0,0" />
      <Function ID="11" Name="Grn/ Blu" Display="'Grn/ Blu'" Dmx="80~80" WheelPosition="2" Colour="0,255,0" />
      <Function ID="12" Name="Blu/ Yel" Display="'Blu/ Yel'" Dmx="88~88" WheelPosition="3" Colour="0,0,255" />
      <Function ID="13" Name="Yel/ Mag" Display="'Yel/ Mag'" Dmx="96~96" WheelPosition="4" Colour="255,255,0" />
      <Function ID="14" Name="Mag/ Cy" Display="'Mag/ Cy'" Dmx="104~104" WheelPosition="5" Colour="255,0,255" />
      <Function ID="15" Name="Cy/ Pk" Display="'Cy/ Pk'" Dmx="112~112" WheelPosition="6" Colour="0,255,255" />
      <Function ID="16" Name="Pk/ Op" Display="'Pk/ Op'" Dmx="120~120" WheelPosition="7" Colour="255,150,150" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~192" Colour="0,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="128~191" Colour="0,0,0" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="9,10" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="11,12,13,14" If="'Gobo1Func'==3" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~8" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~16" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~24" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~32" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~40" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~48" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~56" />
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="10" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="64~127" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~192" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="128~191" />
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Show" Name="Sound" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="128~128" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="160~160" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="196~196" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="228~228" />
    </Attribute>
    <Attribute ID="Sound_Spd" Name="Sound Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Sensitivity" Display="'Sensitivity %.1f%%',0.0~100.0" Dmx="0~235" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="236~255" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="230" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="83dca826-794b-4989-97d3-6fa3ee1a4c59" />
    <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="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Show" ChannelOffset="8" Wheel="28" />
      <Attribute ID="Sound_Spd" ChannelOffset="9" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="230" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="eab0aa52-a275-41f8-8b04-cc28363355b3" />
    <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="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Show" ChannelOffset="10" Wheel="28" />
      <Attribute ID="Sound_Spd" ChannelOffset="11" Wheel="29" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Sound_Spd:2" Delay="6000" />
      <Set Channel="Sound_Spd:1:0" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Red" Number="3" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
    </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>