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Nicols BSW 200 LED (Nicols) (Nicols_BSW 200 LED.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BSW 200 LED" ShortName="BSW200LED" Company="Nicols" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>53ee8631-90be-4aa6-bbe5-c9da0b9a5386</Thumbnail>
  <History Date="29-07-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="30-07-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="10-06-23" Author="Nic Morris" Comment="Created from Songxu SX-MH230A (identical)" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="24077c03-42e8-4e08-ad8f-32f057c3004b" />
  <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="5~250" />
    </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="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" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="9,10,11,12,13,14,15" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==3" />
      <Else ID="20" />
      <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="14~22" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="32~40" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="50~58" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="68~76" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="86~94" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="104~112" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="122~130" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Op/ 1" Display="'Op/ 1'" Dmx="5~13" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="1/ 2" Display="'1/ 2'" Dmx="23~31" WheelPosition="1" Colour="0,0,0" />
      <Function ID="11" Name="2/ 3" Display="'2/ 3'" Dmx="41~49" WheelPosition="2" Colour="0,0,0" />
      <Function ID="12" Name="3/ 4" Display="'3/ 4'" Dmx="59~67" WheelPosition="3" Colour="0,0,0" />
      <Function ID="13" Name="4/ 5" Display="'4/ 5'" Dmx="77~85" WheelPosition="4" Colour="0,0,0" />
      <Function ID="14" Name="5/ 6" Display="'5/ 6'" Dmx="95~103" WheelPosition="5" Colour="0,0,0" />
      <Function ID="15" Name="6/ 7" Display="'6/ 7'" Dmx="113~121" WheelPosition="6" Colour="0,0,0" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="140~195" Colour="0,0,0" />
      <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="200~255" Colour="0,0,0" />
      <Function ID="20" 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="8~17" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~27" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="28~37" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="38~47" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="48~57" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="58~67" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="68~77" 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="78~87" WheelPosition="1" />
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="88~97" WheelPosition="2" />
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="98~107" WheelPosition="3" />
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="108~117" WheelPosition="4" />
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="118~127" WheelPosition="5" />
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="128~137" WheelPosition="6" />
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="138~147" WheelPosition="7" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="200~203" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="148~199" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="200~203" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="204~255" />
      <Function ID="21" 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" Display="'Fixed'" Dmx="0~0" Update="Gobo2" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" />
    </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" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==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="8~17" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~27" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="28~37" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="38~47" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="48~57" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="58~67" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="68~77" 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="78~87" WheelPosition="1" />
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="88~97" WheelPosition="2" />
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="98~107" WheelPosition="3" />
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="108~117" WheelPosition="4" />
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="118~127" WheelPosition="5" />
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="128~137" WheelPosition="6" />
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="138~147" WheelPosition="7" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="200~203" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="148~199" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="200~203" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="204~255" />
      <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" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~129" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="130~133" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~255" />
    </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 1" Display="'Prism 1'" Dmx="8~99" />
      <Function ID="3" Name="Prism 2" Display="'Prism 2'" 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="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~129" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="130~133" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="8~47" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="48~87" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="88~127" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="128~167" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="168~207" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="208~247" />
      <Function ID="8" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~32" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="33~58" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="59~84" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="85~110" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="111~136" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="137~162" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="163~188" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="189~214" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="215~240" />
      <Function ID="11" Name="Sound" Display="'Sound'" Dmx="241~255" />
    </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="250~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6" Id="cf54a4c3-bd64-4e2d-94e5-d95ac4c69704">
    <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="ab8434eb-89a2-4c46-bc48-3730b4bc2e30" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="5" Wheel="52" />
      <Attribute ID="P/T_Macro" ChannelOffset="6" Wheel="53" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18" Id="df82345b-9457-4ef0-b500-3f2829c50a93">
    <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="1b51fe7a-73db-4f98-b088-0eff32368f72" />
    <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="Focus" ChannelOffset="12" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="13" Wheel="19" />
      <Attribute ID="Prism" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Auto" ChannelOffset="16" Wheel="52" />
      <Attribute ID="P/T_Macro" ChannelOffset="17" Wheel="53" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="11000" />
      <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 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="15" 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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>