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ArtFox Sky Beam 14RX (ArtFox_Sky Beam 14RX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Sky Beam 14RX" ShortName="SkyBm 14RX" Company="ArtFox" Version="3">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>8fd2a2d1-f14d-4e4d-a63a-3777a095cc94</Thumbnail>
  <History Date="13-11-18" Author="Nic Morris" Comment="Created (very poor documentation)" Version="1" />
  <History Date="02-03-20" Author="Nic Morris" Comment="Created from Unknown Ultra CMY Pro (identical)" Version="2" />
  <History Date="09-07-21" Author="Nic Morris" Comment="Created from ArtFox Sky Beam 9R (poor documentation. both reset and lamp control contain lamp functions. this makes no sense.  macros are linked to the ones in the lamp control.)" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f04405c7-d17e-413a-9367-c24405d912c7" />
  <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="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="128~255" />
    </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="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="31,32,33,34" If="'Colour1Func'==3" />
      <Else ID="35" />
      <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="Colour 10" Display="'Colour 10'" Dmx="100~104" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="110~114" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="120~124" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="130~134" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="140~144" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Op/ 1" Display="'Op/ 1'" Dmx="5~9" WheelPosition="0" Colour="255,255,255" />
      <Function ID="17" Name="1/ 2" Display="'1/ 2'" Dmx="15~19" WheelPosition="1" Colour="0,0,0" />
      <Function ID="18" Name="2/ 3" Display="'2/ 3'" Dmx="25~29" WheelPosition="2" Colour="0,0,0" />
      <Function ID="19" Name="3/ 4" Display="'3/ 4'" Dmx="35~39" WheelPosition="3" Colour="0,0,0" />
      <Function ID="20" Name="4/ 5" Display="'4/ 5'" Dmx="45~49" WheelPosition="4" Colour="0,0,0" />
      <Function ID="21" Name="5/ 6" Display="'5/ 6'" Dmx="55~59" WheelPosition="5" Colour="0,0,0" />
      <Function ID="22" Name="6/ 7" Display="'6/ 7'" Dmx="65~69" WheelPosition="6" Colour="0,0,0" />
      <Function ID="23" Name="7/ 8" Display="'7/ 8'" Dmx="75~79" WheelPosition="7" Colour="0,0,0" />
      <Function ID="24" Name="8/ 9" Display="'8/ 9'" Dmx="85~89" WheelPosition="8" Colour="0,0,0" />
      <Function ID="25" Name="9/ 10" Display="'9/ 10'" Dmx="95~99" WheelPosition="9" Colour="0,0,0" />
      <Function ID="26" Name="10/ 11" Display="'10/ 11'" Dmx="105~109" WheelPosition="10" Colour="0,0,0" />
      <Function ID="27" Name="11/ 12" Display="'11/ 12'" Dmx="115~119" WheelPosition="11" Colour="0,0,0" />
      <Function ID="28" Name="12/ 13" Display="'12/ 13'" Dmx="125~129" WheelPosition="12" Colour="0,0,0" />
      <Function ID="29" Name="13/ 14" Display="'13/ 14'" Dmx="135~139" WheelPosition="13" Colour="0,0,0" />
      <Function ID="30" Name="14/ Op" Display="'14/ Op'" Dmx="145~149" WheelPosition="14" Colour="0,0,0" />
      <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="32" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="150~200" Colour="0,0,0" />
      <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="34" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="201~255" Colour="0,0,0" />
      <Function ID="35" 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" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="29,30,31,32" If="'Gobo1Func'==3" />
      <Else ID="33" />
      <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="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="16" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="191~195" WheelPosition="1" />
      <Function ID="17" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="196~200" WheelPosition="2" />
      <Function ID="18" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="201~205" WheelPosition="3" />
      <Function ID="19" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="206~210" WheelPosition="4" />
      <Function ID="20" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="211~215" WheelPosition="5" />
      <Function ID="21" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="216~220" WheelPosition="6" />
      <Function ID="22" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="221~225" WheelPosition="7" />
      <Function ID="23" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="226~230" WheelPosition="8" />
      <Function ID="24" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="231~235" WheelPosition="9" />
      <Function ID="25" Name="Gobo 10 Shake" Display="'Gobo 10 Shake  %.f%%',0~100" Dmx="236~240" WheelPosition="10" />
      <Function ID="26" Name="Gobo 11 Shake" Display="'Gobo 11 Shake  %.f%%',0~100" Dmx="241~245" WheelPosition="11" />
      <Function ID="27" Name="Gobo 12 Shake" Display="'Gobo 12 Shake  %.f%%',0~100" Dmx="246~250" WheelPosition="12" />
      <Function ID="28" Name="Gobo 13 Shake" Display="'Gobo 13 Shake  %.f%%',0~100" Dmx="251~255" WheelPosition="13" />
      <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="129~131" />
      <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="70~128" />
      <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="129~131" />
      <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="132~190" />
      <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colourful" Name="Colourful" 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="Colourful" Display="'Colourful'" Dmx="128~255" Colour="255,255,255" />
    </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="8-Facet Prism" Display="'8-Facet Prism'" Dmx="64~127" />
      <Function ID="3" Name="6-Facet Linear Prism" Display="'6-Facet Linear Prism'" Dmx="128~191" />
      <Function ID="4" Name="6+12 Prism" Display="'6+12 Prism'" Dmx="192~255" />
    </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="16-Facet Prism" Display="'16-Facet Prism'" Dmx="64~127" />
      <Function ID="3" Name="6-Facet Linear" Display="'6-Facet Linear'" Dmx="128~191" />
      <Function ID="4" Name="8+16+24 Prism" Display="'8+16+24 Prism'" Dmx="192~255" />
    </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="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="Lamp" Name="Lamp" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="100~105" />
      <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="200~205" />
    </Attribute>
    <Attribute ID="Reset" Name="Reset" 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="210~215" />
      <Function ID="3" Name="Lamp Off" Display="'Lamp Off'" Dmx="220~235" />
      <Function ID="4" Name="Lamp On" Display="'Lamp On'" Dmx="240~255" />
    </Attribute>
  </Control>
  <Mode Name="18 DMX" Channels="18">
    <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="2d62c25d-bc7d-40d5-b1da-e4f06b1fe9c7" />
    <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="4" />
      <Attribute ID="Frost" ChannelOffset="8" Wheel="21" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Colourful" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Prism_1" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="14" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="15" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="16" Wheel="20" />
      <Attribute ID="Lamp" ChannelOffset="17" Wheel="29" />
      <Attribute ID="Reset" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Reset:2" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Lamp:2" Delay="6000" />
      <Set Channel="Lamp:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Lamp:3" Delay="6000" />
      <Set Channel="Lamp: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" />
    </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">
      <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>
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</Swatch>
  </swatchLibrary>
</Fixture>