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Showtec LED Controller (41002) (Showtec_LED Controller (41002).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Controller (41002)" ShortName="LED Ctrl" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>6e809d74-68e6-412d-b897-5c1d52c0de4e</Thumbnail>
  <History Date="12-06-19" Author="Nic Morris" Comment="Created (charts are confusing.  channel 3 ranges don't make any sense)" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Red" Name="Red/Macro" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Condition Name="Macro" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21" If="'Mode'==2" />
      <Else ID="1" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Update="Green, Dimmer" Colour="255,0,0" />
      <Function ID="2" Name="Blackout" Display="'Blackout'" Dmx="0~0" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="10~19" Update="Green, Dimmer" Colour="255,0,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="20~29" Update="Green, Dimmer" Colour="0,255,0" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="30~39" Update="Green, Dimmer" Colour="255,255,0" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="40~49" Update="Green, Dimmer" Colour="0,0,255" />
      <Function ID="7" Name="Purple" Display="'Purple'" Dmx="50~59" Update="Green, Dimmer" Colour="128,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="60~69" Update="Green, Dimmer" Colour="0,255,255" />
      <Function ID="9" Name="White" Display="'White'" Dmx="70~79" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="10" Name="Colour Change" Display="'Colour Change'" Dmx="80~89" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="11" Name="Slow Flow 1" Display="'Slow Flow 1'" Dmx="90~99" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="12" Name="Slow Flow 2" Display="'Slow Flow 2'" Dmx="100~109" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="13" Name="Roll Chase 1" Display="'Roll Chase 1'" Dmx="110~119" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="14" Name="Roll Chase 2" Display="'Roll Chase 2'" Dmx="120~129" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="15" Name="Multi Colour" Display="'Multi Colour'" Dmx="130~139" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="16" Name="Fast Flow 1" Display="'Fast Flow 1'" Dmx="140~149" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="17" Name="Fast Flow 2" Display="'Fast Flow 2'" Dmx="150~159" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="18" Name="2 Colour Chase" Display="'2 Colour Chase'" Dmx="160~169" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="19" Name="2 Colour Flow" Display="'2 Colour Flow'" Dmx="170~179" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="20" Name="Colour Fade" Display="'Colour Fade'" Dmx="180~189" Update="Green, Dimmer" Colour="255,255,255" />
      <Function ID="21" Name="Auto Run" Display="'Auto Run'" Dmx="190~255" Update="Green, Dimmer" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Green" Name="Green/Param 1" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Condition Name="No Function" ID="2" If="'Red'==2||'Red'==3||'Red'==4||'Red'==5||'Red'==6||'Red'==7||'Red'==8||'Red'==9||'Red'==21" />
      <Condition Name="Spd+Freq" ID="3,4" If="'Red'>9&&'Red'<18" />
      <Condition Name="Spd+Freq+Sort" ID="5,6,7" If="'Red'>17&&'Red'<21" />
      <Else ID="1" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
      <Function ID="2" Name="No Function" Display="''" Dmx="0~0" Colour="255,255,255" />
      <Function ID="3" Name="Run Spd" Display="'Run Spd %.f%%',0~100" Dmx="0~79" Colour="255,255,255" />
      <Function ID="4" Name="Flash Freq" Display="'Flash Freq %.1f%%',0.0~100.0" Dmx="80~255" Colour="255,255,255" />
      <Function ID="5" Name="Run Spd" Display="'Run Spd %.f%%',0~100" Dmx="0~79" Colour="255,255,255" />
      <Function ID="6" Name="Flash Freq" Display="'Flash Freq %.f%%',0~100" Dmx="80~159" Colour="255,255,255" />
      <Function ID="7" Name="Col Sort" Display="'Col Sort %.f%%',0~100" Dmx="160~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue/ Param 2" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Condition Name="Param 2" ID="2" If="'Mode'==2" />
      <Else ID="1" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
      <Function ID="2" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer/Param 3" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Condition Name="Param 3" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22" If="'Red'==18||'Red'==19" />
      <Else ID="1" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="R+G" Display="'R+G'" Dmx="0~0" />
      <Function ID="3" Name="R+Y" Display="'R+Y'" Dmx="12~23" />
      <Function ID="4" Name="R+B" Display="'R+B'" Dmx="24~35" />
      <Function ID="5" Name="R+P" Display="'R+P'" Dmx="36~47" />
      <Function ID="6" Name="R+C" Display="'R+C'" Dmx="48~59" />
      <Function ID="7" Name="R+W" Display="'R+W'" Dmx="60~71" />
      <Function ID="8" Name="G+Y" Display="'G+Y'" Dmx="72~83" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="84~95" />
      <Function ID="10" Name="G+P" Display="'G+P'" Dmx="96~107" />
      <Function ID="11" Name="G+C" Display="'G+C'" Dmx="108~119" />
      <Function ID="12" Name="G+W" Display="'G+W'" Dmx="120~131" />
      <Function ID="13" Name="Y+B" Display="'Y+B'" Dmx="132~143" />
      <Function ID="14" Name="Y+P" Display="'Y+P'" Dmx="144~155" />
      <Function ID="15" Name="Y+C" Display="'Y+C'" Dmx="156~167" />
      <Function ID="16" Name="Y+W" Display="'Y+W'" Dmx="168~179" />
      <Function ID="17" Name="B+P" Display="'B+P'" Dmx="180~191" />
      <Function ID="18" Name="B+C" Display="'B+C'" Dmx="192~203" />
      <Function ID="19" Name="B+W" Display="'B+W'" Dmx="204~215" />
      <Function ID="20" Name="P+C" Display="'P+C'" Dmx="216~227" />
      <Function ID="21" Name="P+W" Display="'P+W'" Dmx="228~239" />
      <Function ID="22" Name="C+W" Display="'C+W'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="RGB" Display="'RGB'" Dmx="255~255" Update="Red, Green, Blue, Dimmer" />
      <Function ID="2" Name="Macro" Display="'Macro'" Dmx="0~0" Update="Red, Green, Blue, Dimmer" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Mode" ChannelOffset="5" 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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>