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Algam MB100 (Algam_MB100.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MB100" ShortName="MB100" Company="Algam" Version="3">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>3921f73b-30e8-4a10-959f-a3539ca37fa8</Thumbnail>
  <History Date="24-11-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="25-11-21" Author="Nic Morris" Comment="Corrected name from Halo 80 LED to TecShow Halo 80 LED" Version="1" />
  <History Date="25-11-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="29-06-23" Author="Nic Morris" Comment="Created from American Pro TecShow Halo 80 LED" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="29aeaf94-6ee9-4b09-9c13-281be60e04a2" />
  <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="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 %.1f%%',0.0~100.0" Dmx="4~251" />
    </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="1,2,3,4,5,6,7,8,9,10" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="11,12,13,14,15,16,17,18,19,20" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="21,22,23,24" If="'Colour1Func'==3" />
      <Else ID="25" />
      <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="10~14" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="20~24" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="30~34" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="40~44" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="50~54" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="60~64" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="70~74" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="80~84" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="90~94" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Op/ 1" Display="'Op/ 1'" Dmx="5~9" WheelPosition="0" Colour="255,255,255" />
      <Function ID="12" Name="1/ 2" Display="'1/ 2'" Dmx="15~19" WheelPosition="1" Colour="0,0,0" />
      <Function ID="13" Name="2/ 3" Display="'2/ 3'" Dmx="25~29" WheelPosition="2" Colour="0,0,0" />
      <Function ID="14" Name="3/ 4" Display="'3/ 4'" Dmx="35~39" WheelPosition="3" Colour="0,0,0" />
      <Function ID="15" Name="4/ 5" Display="'4/ 5'" Dmx="45~49" WheelPosition="4" Colour="0,0,0" />
      <Function ID="16" Name="5/ 6" Display="'5/ 6'" Dmx="55~59" WheelPosition="5" Colour="0,0,0" />
      <Function ID="17" Name="6/ 7" Display="'6/ 7'" Dmx="65~69" WheelPosition="6" Colour="0,0,0" />
      <Function ID="18" Name="7/ 8" Display="'7/ 8'" Dmx="75~79" WheelPosition="7" Colour="0,0,0" />
      <Function ID="19" Name="8/ 9" Display="'8/ 9'" Dmx="85~89" WheelPosition="8" Colour="0,0,0" />
      <Function ID="20" Name="9/ Op" Display="'9/ Op'" Dmx="95~99" WheelPosition="9" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="100~177" Colour="0,0,0" />
      <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~178" Colour="0,0,0" />
      <Function ID="25" 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="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="33,34,35,36" If="'Gobo1Func'==3" />
      <Else ID="37" />
      <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="Gobo 13" Display="'Gobo 13'" Dmx="65~69" WheelPosition="13" />
      <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="70~74" WheelPosition="14" />
      <Function ID="16" Name="Gobo 15" Display="'Gobo 15'" Dmx="75~79" WheelPosition="15" />
      <Function ID="17" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="80~84" WheelPosition="0" />
      <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="85~89" WheelPosition="1" />
      <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="90~94" WheelPosition="2" />
      <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="95~99" WheelPosition="3" />
      <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="100~104" WheelPosition="4" />
      <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="105~109" WheelPosition="5" />
      <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="110~114" WheelPosition="6" />
      <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="115~119" WheelPosition="7" />
      <Function ID="25" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="120~124" WheelPosition="8" />
      <Function ID="26" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="125~129" WheelPosition="9" />
      <Function ID="27" Name="Gobo 10 Shake" Display="'Gobo 10 Shake  %.f%%',0~100" Dmx="130~134" WheelPosition="10" />
      <Function ID="28" Name="Gobo 11 Shake" Display="'Gobo 11 Shake  %.f%%',0~100" Dmx="135~139" WheelPosition="11" />
      <Function ID="29" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="140~144" WheelPosition="12" />
      <Function ID="30" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="145~149" WheelPosition="13" />
      <Function ID="31" Name="Gobo 14 Shake" Display="'Gobo 14 Shake %.f%%',0~100" Dmx="150~154" WheelPosition="14" />
      <Function ID="32" Name="Gobo 15 Shake" Display="'Gobo 15 Shake %.f%%',0~100" Dmx="155~159" WheelPosition="15" />
      <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="34" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="160~207" />
      <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="36" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~208" />
      <Function ID="37" 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="128~190" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" />
    </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="128~190" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" />
    </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="7-Col_Effect" Name="7-Col Effect" 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="7-Col Effect" Display="'7-Col Effect'" Dmx="255~255" Colour="255,255,255" />
    </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="50~99" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="100~199" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="200~255" />
    </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="Colour_Speed" Name="Colour 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="Beam_Speed" Name="Beam 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="Gobo_Speed" Name="Gobo 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>
  </Control>
  <Mode Name="16 DMX" Channels="16" Id="a6882ce4-6efb-4792-bfd9-ec482ea2959b">
    <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="eefcc252-0565-40e9-9384-fc15a4097c39" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Prism_1" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="11" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="12" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="7-Col_Effect" ChannelOffset="14" Wheel="9" />
      <Attribute ID="Frost" ChannelOffset="15" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="20 DMX" Channels="20" Id="1c59eaa5-6303-472a-81c8-d0d34279a040">
    <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="0375e5b6-05c0-4287-a0f6-6037dc2b0cfe" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Prism_1" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="11" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="12" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="7-Col_Effect" ChannelOffset="14" Wheel="9" />
      <Attribute ID="Frost" ChannelOffset="15" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="29" />
      <Attribute ID="PT_Speed" ChannelOffset="17" Wheel="25" />
      <Attribute ID="Colour_Speed" ChannelOffset="18" Wheel="26" />
      <Attribute ID="Beam_Speed" ChannelOffset="19" Wheel="27" />
      <Attribute ID="Gobo_Speed" ChannelOffset="20" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 15" Number="0" Page="1" SetControl="Gobo1:16,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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <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 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</Swatch>
  </swatchLibrary>
</Fixture>