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V-Show S718 Elf (V-Show_S718 Elf.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="S718 Elf" ShortName="S718 Elf" Company="V-Show" Version="2">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>666df2f7-6c12-405a-ab04-9e5e612c6e59</Thumbnail>
  <History Date="08-03-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="11-03-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="01-03-24" Author="Nic Morris" Comment="Created from Uplus Lighting 150 Spot (identical)" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1f0446d8-f7f3-48af-a351-a12067763877" />
  <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="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" />
    </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="16~23" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~39" WheelPosition="2" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~55" WheelPosition="3" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="64~71" WheelPosition="4" Colour="255,255,0" />
      <Function ID="6" Name="Orange" Display="'Orange'" Dmx="80~87" WheelPosition="5" Colour="255,150,0" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="96~103" WheelPosition="6" Colour="255,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="112~119" WheelPosition="7" Colour="0,255,255" />
      <Function ID="9" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="8~15" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="Rd/ Grn" Display="'Rd/ Grn'" Dmx="24~31" WheelPosition="1" Colour="255,0,0" />
      <Function ID="11" Name="Grn/ Blu" Display="'Grn/ Blu'" Dmx="40~47" WheelPosition="2" Colour="0,255,0" />
      <Function ID="12" Name="Blu/ Yel" Display="'Blu/ Yel'" Dmx="56~63" WheelPosition="3" Colour="0,0,255" />
      <Function ID="13" Name="Yel/ Org" Display="'Yel/ Org'" Dmx="72~79" WheelPosition="4" Colour="255,255,0" />
      <Function ID="14" Name="Org/ Mag" Display="'Org/ Mag'" Dmx="88~95" WheelPosition="5" Colour="255,150,0" />
      <Function ID="15" Name="Mag/ Cy" Display="'Mag/ Cy'" Dmx="104~111" WheelPosition="6" Colour="255,0,255" />
      <Function ID="16" Name="Cy/ Op" Display="'Cy/ Op'" Dmx="120~127" WheelPosition="7" Colour="0,255,255" />
      <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="191~128" 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 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" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==3" />
      <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="8~15" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7" />
      <Function ID="9" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="64~71" WheelPosition="0" />
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="72~79" WheelPosition="1" />
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="80~87" WheelPosition="2" />
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="88~95" WheelPosition="3" />
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="96~103" WheelPosition="4" />
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="104~111" WheelPosition="5" />
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="112~119" WheelPosition="6" />
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="120~127" WheelPosition="7" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll %.f%%',0~100" Dmx="0~0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~0" />
    </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" If="'Gobo2Func'==1||'Gobo2Func'==2" />
      <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo2Func'==5||'Gobo2Func'==6" />
      <Else ID="19" />
      <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="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="70~79" WheelPosition="1" />
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="80~89" WheelPosition="2" />
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="90~99" WheelPosition="3" />
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="100~109" WheelPosition="4" />
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="110~119" WheelPosition="5" />
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="120~129" WheelPosition="6" />
      <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="130~192" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll %.f%%',0~100" Dmx="0~0" />
      <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" />
      <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~0" />
    </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="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="0~0" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~0" />
    </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="Prism" Name="Prism" 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_Rot" Name="Prism 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="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </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="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="128~255" />
    </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" Display="'Reset'" Dmx="128~255" />
    </Attribute>
  </Control>
  <Mode Name="17 DMX" Channels="17" Id="006a7e94-b8a5-4cf5-bebe-e453628c508c">
    <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>
    <AtlaBase ModeID="573efb02-8090-4e39-89d7-1a876fbde06b" />
    <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="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" />
      <Attribute ID="Frost" ChannelOffset="12" Wheel="21" />
      <Attribute ID="Prism" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="14" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="15" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="16" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" 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="Orange" Number="3" Page="1" SetControl="Colour1:6,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="Colour1:8,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="Colour1:7,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:7,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,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 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,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="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>