View Personality

Eagle Lite SMART HYBRID400 (Eagle Lite_SMART HYBRID400.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SMART HYBRID400" ShortName="Smt Hy 400" Company="Eagle Lite" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>90705ddb-cd57-445d-b76c-02c5a048a2b3</Thumbnail>
  <History Date="27-08-22" Author="Nic Morris" Comment="Created (poor documentation - made best guess)" Version="0" />
  <History Date="30-08-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="01-02-23" Author="Nic Morris" Comment="Created from Skypix 400W LED Beam Spot Wash CMY (effectively identical)" Version="2" />
  <Manual Filename="" Summary="" />
  <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="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Strobe Mode 2" Display="'Strobe Mode 2 %.f%%',0~100" Dmx="108~207" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="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" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Colour1Func'==3" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="10~19" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="20~29" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="30~39" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="40~49" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="50~59" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="60~69" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="70~79" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="80~89" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Op/ 1" Display="'Op/ 1'" Dmx="90~99" WheelPosition="0" Colour="0,0,0" />
      <Function ID="11" Name="1/ 2" Display="'1/ 2'" Dmx="100~109" WheelPosition="1" Colour="0,0,0" />
      <Function ID="12" Name="2/ 3" Display="'2/ 3'" Dmx="110~119" WheelPosition="2" Colour="0,0,0" />
      <Function ID="13" Name="3/ 4" Display="'3/ 4'" Dmx="120~129" WheelPosition="3" Colour="0,0,0" />
      <Function ID="14" Name="4/ 5" Display="'4/ 5'" Dmx="130~139" WheelPosition="4" Colour="0,0,0" />
      <Function ID="15" Name="5/ 6" Display="'5/ 6'" Dmx="140~149" WheelPosition="5" Colour="0,0,0" />
      <Function ID="16" Name="6/ 7" Display="'6/ 7'" Dmx="150~159" WheelPosition="6" Colour="0,0,0" />
      <Function ID="17" Name="7/ 8" Display="'7/ 8'" Dmx="160~169" WheelPosition="7" Colour="0,0,0" />
      <Function ID="18" Name="8/ Op" Display="'8/ Op'" Dmx="170~179" WheelPosition="8" Colour="0,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="216~220" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="180~215" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="216~220" Colour="0,0,0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="221~255" Colour="0,0,0" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Cyan" Name="Cyan" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="Magenta" Name="Magenta" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Yellow" Name="Yellow" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 1 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 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="14,15,16,17,18,19,20,21,22,23,24,25" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="26,27,28,29" If="'Gobo1Func'==3" />
      <Else ID="30" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~9" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="10~14" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="15~19" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="20~24" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="25~29" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="30~34" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="35~39" WheelPosition="7" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="40~44" WheelPosition="8" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="45~49" WheelPosition="9" />
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="50~54" WheelPosition="10" />
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="55~59" WheelPosition="11" />
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="60~64" WheelPosition="12" />
      <Function ID="14" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="65~69" WheelPosition="2" />
      <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="70~74" WheelPosition="3" />
      <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="75~79" WheelPosition="4" />
      <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="80~84" WheelPosition="5" />
      <Function ID="19" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="85~89" WheelPosition="6" />
      <Function ID="20" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="90~94" WheelPosition="7" />
      <Function ID="21" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="95~99" WheelPosition="8" />
      <Function ID="22" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="100~104" WheelPosition="9" />
      <Function ID="23" Name="Gobo 10 Shake" Display="'Gobo 10 Shake  %.f%%',0~100" Dmx="105~109" WheelPosition="10" />
      <Function ID="24" Name="Gobo 11 Shake" Display="'Gobo 11 Shake  %.f%%',0~100" Dmx="110~114" WheelPosition="11" />
      <Function ID="25" Name="Gobo 12 Shake" Display="'Gobo 12 Shake  %.f%%',0~100" Dmx="115~119" WheelPosition="12" />
      <Function ID="26" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" />
      <Function ID="27" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~190" />
      <Function ID="28" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" />
      <Function ID="29" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" />
      <Function ID="30" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="255~0" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1||'Gobo2Func'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~79" WheelPosition="7" />
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="80~84" WheelPosition="1" />
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="85~89" WheelPosition="2" />
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="90~94" WheelPosition="3" />
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="95~99" WheelPosition="4" />
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="100~104" WheelPosition="5" />
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="105~109" WheelPosition="6" />
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="110~127" WheelPosition="7" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~190" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="191~192" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="188~195" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~187" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="188~195" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="196~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~187" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="188~195" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="196~255" />
    </Attribute>
    <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~187" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="188~195" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="196~255" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost'" Dmx="255~255" />
    </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="Reset Effect" Display="'Reset Effect'" Dmx="210~215" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="220~235" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="240~255" />
    </Attribute>
  </Control>
  <Mode Name="23 DMX" Channels="23">
    <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="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="CTO" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Cyan" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="12" Wheel="12" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" />
      <Attribute ID="Zoom" ChannelOffset="14" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="15" Wheel="20" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="17" Wheel="18" />
      <Attribute ID="Prism_1" ChannelOffset="18" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="19" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="20" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="21" Wheel="54" />
      <Attribute ID="Frost" ChannelOffset="22" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="23" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="14" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="17" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="18" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="19" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="20" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </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" />
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" />
      <Palette ID="7" Name="Frost Full" Number="47" Page="1" SetControl="Frost:2" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="13b10324-6188-48e5-8705-597413bf104e">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</Swatch>
    <Swatch id="90705ddb-cd57-445d-b76c-02c5a048a2b3">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</Swatch>
  </swatchLibrary>
</Fixture>