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Sanyi Lights VIVID TREAD 1260YZ (Sanyi Lights_VIVID TREAD 1260YZ.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VIVID TREAD 1260YZ" ShortName="VT1260YZ" Company="Sanyi Lights" Version="2">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>f3152105-a936-4cf4-9433-9c3333cb52d3</Thumbnail>
  <History Date="28-07-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="29-07-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="26-10-24" Author="Nic Morris" Comment="Created from Conic TBZ1260M" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="08af192b-758a-4df4-8cbd-216e7ced8146" />
  <Control>
    <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="Tilt_Speed" Name="Tilt 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="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="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="4~200" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="206~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="FX" Name="FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="11~13" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="14~16" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="17~19" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="20~22" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="23~25" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="26~28" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="29~31" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="32~34" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="35~37" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="38~40" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="41~43" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="44~46" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="47~49" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="50~52" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="53~55" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="56~58" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="59~61" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="62~64" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="65~67" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="68~70" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="71~73" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="74~76" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="77~79" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="80~82" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="83~85" />
      <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="86~88" />
      <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="89~91" />
      <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="92~94" />
      <Function ID="30" Name="Effect 29" Display="'Effect 29'" Dmx="95~97" />
      <Function ID="31" Name="Effect 30" Display="'Effect 30'" Dmx="98~100" />
      <Function ID="32" Name="Effect 31" Display="'Effect 31'" Dmx="101~103" />
      <Function ID="33" Name="Effect 32" Display="'Effect 32'" Dmx="104~106" />
      <Function ID="34" Name="Effect 33" Display="'Effect 33'" Dmx="107~109" />
      <Function ID="35" Name="Effect 34" Display="'Effect 34'" Dmx="110~112" />
      <Function ID="36" Name="Effect 35" Display="'Effect 35'" Dmx="113~115" />
      <Function ID="37" Name="Effect 36" Display="'Effect 36'" Dmx="116~118" />
      <Function ID="38" Name="Effect 37" Display="'Effect 37'" Dmx="119~121" />
      <Function ID="39" Name="Effect 38" Display="'Effect 38'" Dmx="122~124" />
      <Function ID="40" Name="Effect 39" Display="'Effect 39'" Dmx="125~127" />
      <Function ID="41" Name="Effect 40" Display="'Effect 40'" Dmx="128~130" />
      <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="131~133" />
      <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="134~136" />
      <Function ID="44" Name="Effect 43" Display="'Effect 43'" Dmx="137~139" />
      <Function ID="45" Name="Effect 44" Display="'Effect 44'" Dmx="140~142" />
      <Function ID="46" Name="Effect 45" Display="'Effect 45'" Dmx="143~145" />
      <Function ID="47" Name="Effect 46" Display="'Effect 46'" Dmx="146~148" />
      <Function ID="48" Name="Effect 47" Display="'Effect 47'" Dmx="149~151" />
      <Function ID="49" Name="Effect 48" Display="'Effect 48'" Dmx="152~154" />
      <Function ID="50" Name="Effect 49" Display="'Effect 49'" Dmx="155~157" />
      <Function ID="51" Name="Effect 50" Display="'Effect 50'" Dmx="158~160" />
      <Function ID="52" Name="Effect 51" Display="'Effect 51'" Dmx="161~163" />
      <Function ID="53" Name="Effect 52" Display="'Effect 52'" Dmx="164~166" />
      <Function ID="54" Name="Effect 53" Display="'Effect 53'" Dmx="167~169" />
      <Function ID="55" Name="Effect 54" Display="'Effect 54'" Dmx="170~172" />
      <Function ID="56" Name="Effect 55" Display="'Effect 55'" Dmx="173~175" />
      <Function ID="57" Name="Effect 56" Display="'Effect 56'" Dmx="176~178" />
      <Function ID="58" Name="Effect 57" Display="'Effect 57'" Dmx="179~181" />
      <Function ID="59" Name="Effect 58" Display="'Effect 58'" Dmx="182~184" />
      <Function ID="60" Name="Effect 59" Display="'Effect 59'" Dmx="185~187" />
      <Function ID="61" Name="Effect 60" Display="'Effect 60'" Dmx="188~190" />
      <Function ID="62" Name="Effect 61" Display="'Effect 61'" Dmx="191~193" />
      <Function ID="63" Name="Effect 62" Display="'Effect 62'" Dmx="194~196" />
      <Function ID="64" Name="Effect 63" Display="'Effect 63'" Dmx="197~199" />
      <Function ID="65" Name="Effect 64" Display="'Effect 64'" Dmx="200~202" />
      <Function ID="66" Name="Effect 65" Display="'Effect 65'" Dmx="203~205" />
      <Function ID="67" Name="Effect 66" Display="'Effect 66'" Dmx="206~208" />
      <Function ID="68" Name="Effect 67" Display="'Effect 67'" Dmx="209~211" />
      <Function ID="69" Name="Effect 68" Display="'Effect 68'" Dmx="212~214" />
      <Function ID="70" Name="Effect 69" Display="'Effect 69'" Dmx="215~217" />
      <Function ID="71" Name="Effect 70" Display="'Effect 70'" Dmx="218~220" />
      <Function ID="72" Name="Effect 71" Display="'Effect 71'" Dmx="221~255" />
    </Attribute>
    <Attribute ID="FX_Speed" Name="FX Speed" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="FX_Direction" Name="FX Direction" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="FWD" Display="'FWD'" Dmx="0~0" />
      <Function ID="2" Name="REV" Display="'REV'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="FG_Colour" Name="FG Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Dimmer" Name="BG Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="101~160" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shutter1" 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="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Flash" Display="'Flash %.f%%',0~100" Dmx="128~159" />
    </Attribute>
  </Control>
  <Mode Name="18 DMX" Channels="18" Id="ba81984f-6d2b-4080-ba35-f2db5422a0bd">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f99b87f9-d9d0-4aa5-a014-cc373d08813c" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="FX" ChannelOffset="12" Wheel="22" />
      <Attribute ID="FX_Speed" ChannelOffset="13" Wheel="23" />
      <Attribute ID="FX_Direction" ChannelOffset="14" Wheel="24" />
      <Attribute ID="FG_Colour" ChannelOffset="15" Wheel="7" />
      <Attribute ID="BG_Colour" ChannelOffset="16" Wheel="8" />
      <Attribute ID="BG_Dimmer" ChannelOffset="17" Wheel="6" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="56 DMX" Channels="56" Id="2a576bcb-ddde-400e-9a95-d3fcd015b933">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="71a69f93-3c5b-4dad-a58d-e1762101b6a4" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5,6" Wheel="4" />
        <Attribute ID="Shutter1" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="13" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="17" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="21" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="25" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="29" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="33" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="37" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="41" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="45" ModeLink="Cell" X="0" Y="9">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="Cell 11" ChannelOffset="49" ModeLink="Cell" X="0" Y="10">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="Cell 12" ChannelOffset="53" ModeLink="Cell" X="0" Y="11">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="f4edac7e-661a-4530-a820-0d41a9ed0637">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </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>