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V-Show BSW250 (V-Show_BSW250.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BSW250" ShortName="BSW250" Company="V-Show" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>60c6a8b6-d8d9-40fc-a82f-0392383b95c9</Thumbnail>
  <History Date="22-02-22" Author="Nic Morris" Comment="Created (poor documentation.  charts contain errors)" Version="0" />
  <History Date="26-02-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="24-07-22" Author="Nic Morris" Comment="Created from LIGHT4ME Venom Zoom 350 (messy documentation.  contains errors.  identical)" Version="2" />
  <History Date="28-07-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <History Date="12-12-22" Author="Nic Morris" Comment="Created from ArtFox Hybrid LED 350W (identical) (documentation available only contained 18 channel mode but Capture has 18+16.  Assumed identical)" Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="cea82de3-8752-4ba8-a8b3-345340a7d543" />
  <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 %.1f%%',0.0~100.0" Dmx="8~250" />
    </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="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" 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" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==2" />
      <Else ID="13" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="16~31" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="32~47" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="48~63" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="64~79" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="80~95" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="96~111" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="112~127" Colour="0,0,0" />
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~128" Colour="0,0,0" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Effect" Name="Colour 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="Col Fine" Display="'Col Fine %.1f%%',0.0~100.0" Dmx="11~209" Colour="255,255,255" />
      <Function ID="3" Name="Col Shake" Display="'Col Shake %.f%%',0~100" Dmx="210~255" Colour="255,255,255" />
    </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" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==3" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="7~13" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="14~20" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="21~27" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="28~34" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="35~41" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="42~48" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="49~55" WheelPosition="7" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="56~63" WheelPosition="8" />
      <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="64~70" WheelPosition="1" />
      <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="71~77" WheelPosition="2" />
      <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="78~84" WheelPosition="3" />
      <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="85~91" WheelPosition="4" />
      <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="92~98" WheelPosition="5" />
      <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="99~105" WheelPosition="6" />
      <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="106~112" WheelPosition="7" />
      <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="113~119" WheelPosition="8" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="4" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="5" 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="Scroll" ID="9,10,11,12" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Else ID="13" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~31" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~47" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="48~63" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="64~79" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="80~95" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="96~111" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="112~127" WheelPosition="7" />
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" />
      <Function ID="13" 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" PowerOn="1" />
      <Condition Name="Index" ID="1,2,3,4,5" If="'Gobo2Func'==1||'Gobo2Func'==3" />
      <Condition Name="Spin" ID="6,7,8,9" If="'Gobo2Func'==2||'Gobo2Func'==4" />
      <Else ID="10" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Index 0-250" Display="'Index 0-250 %.f%%',0~100" Dmx="16~95" />
      <Function ID="3" Name="Index 0-90" Display="'Index 0-90 %.f%%',0~100" Dmx="96~135" />
      <Function ID="4" Name="Index 0-300" Display="'Index 0-300 %.f%%',0~100" Dmx="136~155" />
      <Function ID="5" Name="Index 0-360" Display="'Index 0-360 %.f%%',0~100" Dmx="156~175" />
      <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="7" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="215~176" />
      <Function ID="8" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="9" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="216~255" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Index 0-250" Display="'Index 0-250 %.f%%',0~100" Dmx="16~95" />
      <Function ID="3" Name="Index 0-90" Display="'Index 0-90 %.f%%',0~100" Dmx="96~135" />
      <Function ID="4" Name="Index 0-300" Display="'Index 0-300 %.f%%',0~100" Dmx="136~155" />
      <Function ID="5" Name="Index 0-360" Display="'Index 0-360 %.f%%',0~100" Dmx="156~175" />
      <Function ID="6" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="215~176" />
      <Function ID="7" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="216~255" />
    </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="Auto" Display="'Auto'" Dmx="8~131" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="132~249" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="250~253" />
    </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="2c0c125d-2d15-46ae-b72d-868b1e377f0b" />
    <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="Colour_Effect" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="12" Wheel="18" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="14" Wheel="19" />
      <Attribute ID="Prism" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="16" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="17" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <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="9f25d76a-dce2-4dd3-afa3-4500c0b5ca5e" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Colour_Effect" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="9" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="10" Wheel="18" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Prism" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="14" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="15" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" 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,Gobo2:1,Gobo2Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="10" Name="Gobo 1" Number="20" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,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="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 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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>