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American DJ Focus Spot 4Z (American DJ_Focus Spot 4Z.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Focus Spot 4Z" ShortName="Focus Sp4Z" Company="American DJ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>11e276a1-4adc-437c-90bb-e0545a665b50</Thumbnail>
  <History Date="07-01-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b05fc228-697d-4af2-a391-2e00856f9246" />
  <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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" 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" Highlight="4" Lowlight="6" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="10" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="11,12,13,14" If="'Colour1Func'==3" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~14" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="15~21" Colour="255,128,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="22~28" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="29~35" Colour="0,255,0" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="36~42" Colour="0,0,255" />
      <Function ID="7" Name="Pink" Display="'Pink'" Dmx="43~49" Colour="255,150,150" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="50~56" Colour="0,255,255" />
      <Function ID="9" Name="Magenta" Display="'Magenta'" Dmx="57~63" Colour="255,0,255" />
      <Function ID="10" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" />
      <Function ID="15" 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 Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </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" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="19" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>0ef151e7-25d9-4035-8d0f-13a17f71fac5</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~19" WheelPosition="1">
        <Swatch>957c479d-307f-4b54-901c-a7d0de17673d</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~34" WheelPosition="2">
        <Swatch>c3c1a137-34b7-4c8c-b588-c3b56cdf2ee1</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="35~49" WheelPosition="3">
        <Swatch>542bfdfa-92d8-4393-8a8e-dab5b49b61b8</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="50~64" WheelPosition="4">
        <Swatch>e2807b83-f895-4f19-84cb-e2785912a1f2</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="65~79" WheelPosition="5">
        <Swatch>f2dd2c6e-cf04-47a6-af2c-cca0a55f3008</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="80~94" WheelPosition="6">
        <Swatch>a7b5b0fb-402c-40cc-96fd-b05c916907d1</Swatch>
      </Function>
      <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>0ef151e7-25d9-4035-8d0f-13a17f71fac5</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="95~109" WheelPosition="1">
        <Swatch>957c479d-307f-4b54-901c-a7d0de17673d</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="110~124" WheelPosition="2">
        <Swatch>c3c1a137-34b7-4c8c-b588-c3b56cdf2ee1</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="125~139" WheelPosition="3">
        <Swatch>542bfdfa-92d8-4393-8a8e-dab5b49b61b8</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="140~154" WheelPosition="4">
        <Swatch>e2807b83-f895-4f19-84cb-e2785912a1f2</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="155~169" WheelPosition="5">
        <Swatch>f2dd2c6e-cf04-47a6-af2c-cca0a55f3008</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="170~189" WheelPosition="6">
        <Swatch>a7b5b0fb-402c-40cc-96fd-b05c916907d1</Swatch>
      </Function>
      <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" />
      <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" />
      <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" />
      <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="0~0" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="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="32~255" />
    </Attribute>
    <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" />
    </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="32~255" />
    </Attribute>
    <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" />
    </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" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" />
      <Function ID="7" Name="Default" Display="'Default'" Dmx="121~255" />
    </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="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="Move in Dark" Display="'Move in Dark'" Dmx="10~19" />
      <Function ID="3" Name="Col in Dark" Display="'Col in Dark'" Dmx="20~29" />
      <Function ID="4" Name="Gobo in Dark" Display="'Gobo in Dark'" Dmx="30~39" />
      <Function ID="5" Name="Reset Col/Gobo" Display="'Reset Col/Gobo'" Dmx="40~59" />
      <Function ID="6" Name="Reset Prism" Display="'Reset Prism'" Dmx="60~69" />
      <Function ID="7" Name="Reset P/T" Display="'Reset P/T'" Dmx="70~79" />
      <Function ID="8" Name="Reset Focus" Display="'Reset Focus'" Dmx="80~89" />
      <Function ID="9" Name="Reset All" Display="'Reset All'" Dmx="90~99" />
      <Function ID="10" Name="Program 1" Display="'Program 1'" Dmx="100~119" />
      <Function ID="11" Name="Program 2" Display="'Program 2'" Dmx="120~139" />
      <Function ID="12" Name="Program 3" Display="'Program 3'" Dmx="140~159" />
      <Function ID="13" Name="Program 4" Display="'Program 4'" Dmx="160~179" />
      <Function ID="14" Name="Program 5" Display="'Program 5'" Dmx="180~199" />
      <Function ID="15" Name="Program 6" Display="'Program 6'" Dmx="200~219" />
      <Function ID="16" Name="Program 7" Display="'Program 7'" Dmx="220~239" />
    </Attribute>
  </Control>
  <Mode Name="Basic, 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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0eeccfb1-ae65-4da2-a765-73fdacbf89e5" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Prism_1" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="9" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="10" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="11" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="12" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="13" Wheel="19" />
      <Attribute ID="Dim_Curve" ChannelOffset="14" Wheel="26" />
      <Attribute ID="PT_Speed" ChannelOffset="15" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Standard, 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="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="bb25e289-15a1-4546-bf73-3e031e64aeca" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="7" Wheel="15" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" />
      <Attribute ID="Prism_1" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="12" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="13" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="14" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="15" Wheel="19" />
      <Attribute ID="Dim_Curve" ChannelOffset="16" Wheel="26" />
      <Attribute ID="PT_Speed" ChannelOffset="17" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Extended, 22 DMX" Channels="22">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="76579f8b-0c2d-497e-ab99-0ab62a6cc15e" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="7" Wheel="15" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" />
      <Attribute ID="Prism_1" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="12,13" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="14" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="15,16" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="17" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="18,19" Wheel="19" />
      <Attribute ID="Dim_Curve" ChannelOffset="20" Wheel="26" />
      <Attribute ID="PT_Speed" ChannelOffset="21" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="22" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Col/Gobo">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Prism">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Focus">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2" />
    </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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" 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>
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</Swatch>
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BxKiSYVqo/PPjIOaJVJ1wjwzLFZQGitk0KqJqCyiqaxVYVp2rJxRix+1p5vhC2ISVByuELWSXsLRcgU8Jv6wu6wcsSDeEWIxhJurTTryAf8UmwGKPeIg98wsjMfQF1hSbgVCMIVj/JBZDUojL1AaKqw4yEFeQHRmjUJz5eenyQPP8EqJ+YYIwoL7zwgkpH6RIY8lBkZrFzLTdQBMwHwXB2J8xzkZxg6OZxT6BydJmhcMSIEb7i+soerMPI7oNf0hVIw05VkoRQBKuX9FNESRPY+eijjzrJ0oyq9dRTT7V+3oUZVDPBrYYQ1DYwSxx22GEmO/p6ECzWLJsPzP3kN2WRaTPX1YwZM5SDO2mB0UUdvPSoKggEsanVg1ycV9M0kYu6RiNYCOLpkNMgpbWRqRnVJAngDGoeViCqSYYY4dZbb1W1NtMCUmECSWEqUiNYnTSdgOFohO6991418piAhTyiOaKxSyUDTrmC/P9ktr7uuutUzUyUDyYg3oLzpMzvWgeCpU6LSUAAylMqShBTp1u9gw0DOcIoJ4OXoAI7wCBO6ZxBgwaptSxE083ozeaN9KFMtRawmjXtDWSh9g/MZ7dBNQu0Sjirw8hiRidGK2IcWcjzlpGGsgI3YD1LdDe5Y1l6oKdH3hNVxbBwJ0QQmyMvO9kQbSXaA9bFXczX0fIs6MeodgYIRScquQK/IBKoZ8+emVzbuXoQUpVa8rcK/MGvPLWCRQ7OCEbCEtIFsQ5bbrnl1FqMHQkmCBKWkA0GS32CDC4VGIJlColUCNggqDkqQ0dvhwSHaZRkM7ZTNlglGOHrZGRhDbbxxhvH/v17772ndiwaIekVGIDnwQ6S3GM6Fn4W9ySvI0eZLVukFYJhayHpGxn6kkicISH5FChgDikXphRMWYJd+5AhQ1QG72jxiDjwHEmYTMoGUjeQJyztDAPB2NYZ28LoFI5p0wS+BPHiimB4xp+GNb8Cc3A/eR4YSU3Bkubcc89VpibsmxhvDfE1BGMsNCIY5MJ2QvK4tCB6CBcH2Q9JiFux6JuBkScNuaLgxaeWJhH2hiT7GYLhxdzA5NMMwzbIFQUaMIx/JLOtIBm4ZxhUbaJZs2aKZOjNDNQUH0Ewo0z9uCJYc7kARkEs/HHZkiv4DxCL0csFIBnrMQNp9txwBEsEigfg53IJqmCwlqgoWuOBJo88ty5BDUzUzIxmCaBGsNlJPkFapTvvvDPR7sQExPrxpcgRVkFxMLq4joBn81BVVaXSRyQoTzM7McGaNGlilL/eBH369FEyoEroWmGgw8O04AOrrrqqWvgjz9ZEcoIlLRKQBryVnTp1UkENFeQH5PKZkAYBYlKCTZeNCghasZG4HHzCZ0XcckSjRo28Xq9VK600cgBOTa81b9683+X8ShL62PQBrL9sFqvSQSj1qSA/fNb+BqzB8GVq5Kd4G26FYyupg2MJRt503w+cCmwVFIbLgqb5wGK/Xr16OgRT6ahDglHKITYXYxYPO1onu4KygioPEhJsks4nUgYAGMGg8lcFjqH5TBSnogT7S8RkOUQrhOHT57CcRU6ycgKlEH3mB6M6XkwxBgCX/iMYuTTl3MqQVtTAxckRCRIL6Qvvv/++t2uVIxAL+txJUjZRwyc5BU7xj6gBhTilWAsqBS99Eiy3wGYF82P8+PFi77339nY9zew6NTFvUYKNl61P3CepRusLqCor+rDioC4kAkFf9knCDTUwPvxHlGCTZZsjYqp9EDf3448/qoJYroFDvRLmVhysiZHpMHW5BqkENBICwqHJ4Q81BKO2jFyHMbQVNVdQZRZBG15107B0HXAdAkYriAeJaAh4dlmFBSKjWv7jjz/i/vTJsE4RyHVijRIa9jDqSqM9IpjAFfA/JvDaL/JAqElsA1Iq20BdTIS4Zn7WUdEfcgnG3MlTjU3pRKISQtEpLWIbV199tSoZWIE+CD8jZxujWe3ata2dF3IRkIM2TwNwZ3z0P+YjGJVK5TQ5TmiMYmi0yaZD1XubmfVICRVNPVCBPsgvAckIA9RNQFMMJFEhrJCENpoYF612C/LpPEYKzcKkTGEUwhwwYICKpUtT5o83hYS/yE8KqVhZ8+E6QpeEV4GEKzYTdZQi+L5877DoFfcGg3ehcLLHH39cxUlQYzuNKJTNFTGVmEESYGTuf+Qj2FjZKK+h5XiE5aRfIr31TTfdJNZaa60kHVLgpqDKzN0JUfCBQF40SGTtw2JNxbcQGPxwupKYlvUHUUkUiih3rL/++qJz584qwqpx48YLpCnlnhMdT9wCdimS82LRD8H9xGwxcOBAFRuZFMRCIPZko5UAcGZs7n8uQDA5kvwtR6IR8p+JVH4s/LkZSJwPOeSQ2Nyt7EZ4O4YPH65uSC4wHnLjGK0KgbUGEcs0pmlyYZGjLN/5ygG8QKxtCagp5o6jANZGG22kGgVi+/fvL6688kqlyw/9hBAQ+9jQoUPVkR0mFv9C4kRIC1kHDx5sev9GwJ3c/ywkhaySrbfQqMAWBXVzunXrpnYcSHu4AZCObNSEseNqwrWBdZ63L5/LgdxVprF9qD0ee+wxNdWSo6ycRjNMALxsGpXMFgAjPbULOAcvGvnXQuDaC7N1E1BLomCm2/A6TLeQEVl6iihufI9V+X6Rl2CSiR/LUex+obkWy/N58cUXX6iWpFIHqThHjRqV2nlLRmQSr7Rp06YsMicywjC9p5UmIQZkFGJ6JQN4LkisPHnyZNUs4344k+8XxcTcg4UhwUyAiG3s2LFGb3A+8KayLiOmr5RJRtJe1q62dG/MAOwiTz75ZOVG8oTBhX5RkGCSka/IUWyC/KfziuMEd9x9993WyBUC0kIyFsuGabidgimdNPAsH2yCdRZrMr4zZWYcYwJcKdiXmA/3Ex4IxsZghx12cHJuSAZ5iYbScHN4AyPWzTff7ExTj2mDEYxkvqx9HaJfsV8WJZhk5nOuRzG8AWTVcQnIS3opX0W8dMB3duk7BIyQpBQgh4gjMHoVXWTrBNQ5G8WYGlnUu3Sah+jdu7fanbLTzRpsYlynXgjBi3XLLbeIOXPmuDh90dELxBIsGMUwoLWx0qUI2FZjVPQBbEfY1rBwJwHeCQiB4RJzC/3F1IIRkgyNmFvwKCQB6ZBsuHJ0gDUfyz7TsWWMjRu9gG5IMJWp9hIJ7WJxcD1F5ILFvi7B2PJjS8O3x78LAW3cmDFj1E4QR7MOfKVeCMH3tkww7F5a1cq0CCaZOkO+ycgbeqXpVS5ISOsTOsoPRhbUHF26dNEyHSC8RCpDY0eIkTku+op1p09gsrGMa+GEzh8mSWrACrm9sFB6JkQ027EPNGjQQJVUKbSbxMJNxkZT+TGjHclhIFk+Q2eIYu4vF8CrYhFIjLV3S9oEk4z9QY5ilIsYFfvHJQr8e5gFZs2atcDvCGQhqUfah8/5UfsyZbJTzHW/YKPyITePwnJYW0+4oPvHSdOyjJaNDGT7JfxcXjCS2DYyxiHf4ppFNyOXrXhPNgY43TEcowaJkgw3mu/aABZ3zjz70Uk+kIhg8ubMkzePZFS7yJa61C0lZny/zbkWfUYucpC5CCZu37692m1G882iX0OsiePZFywFL6MH6j4vYXbmxIml5Pk/kyTDMnqnbOYKQ1EtarNZnTUO3OiogoO1CcoL3VJ3JsDQiZQJP2sIvrfPaGwLwcuQqgfPPukHjTKXyQvdLUnWWv6zk8nnQ2BP8gkEjVGbFUpc1xsNpkuKraJ9C6+NmgG1hy9YKJl4O8/c5INpUuNhssCgY1yFnDcbqYovRG1geBGQ9fgAQj92mNjLANE5rNF8IaHsOReYI4zNU8YEk4z+Ub6dyHmwLhqFsfDA2dK7iEzKBQk7oqkfMfLaVm8UAwmNQ4Kx5kMiHursXQI9Xgr9F+uJdjxr0xOkSu4pL/ymJFlX+c9k/pcATBnIg4mGcbmbZGHNbi4aTNKyZUtn18sHjKvEE5AOAVkzIxoRVC7zq/K9IXYKdOUZpzlB6m8XrMcwTRt9ExagOKGJSnIFSjeHsuEQruRBhYAvFJfT1KlT1c/IxlE5EBbmCiNHjkyTS2SI6borCluvDyUgiEI61OTDePyRlrCttw0kxPki0H052aOIEgwQ4AHR8RXaBuu8FOnN7xXVzzQ1rBAssI9Rbq2ebE2Sfp6hHF8e4kCbqaGweaEkIGImCmxvBEr4Rm7cKP1iqsSEYXNE5XsTbWRQWwiwYOuQ1N5VCNYWAEHyFBY2E2XbPOnnWZew8CYmz7Q0YBTECTIionbIdy2azRB7U9BPMnfbCF4GGK/btWtnmu50mmwto8lL0sLqCjPwV6Ibe1q2whqXAuChU8qPmErSEhj2QWWawcCJXisfWOwT8VRMhuMCRPXkQxi8PH36dBXHmKSoa/TcvJzY3AxTXs2UrU0SP6MOrG9hZAc/kSRrJgxJhn+SIpjs+siwo5stJiQW23+dLDBs3X0SDP9jXEVfku1hsyJgg1FIRy7E8gLFKpuFFKpVyNWMZ2d6gkJwskdOSzLMF8QJUnQLcR71eCAD66Z11llHpSdgnUHaAPx6YeqAGTO0JEoKBEPYKtypgwkTJmiF4jP60C8IQ8VZotb5zlGPA9+dF5HvTaDxzJkz03TNGbmAMyNMhGQ44RKvyQBTB6ORZl6qRGCk4O33EQ8AkpbbIx0TzTFYc7VxRS7gtIpSQDLM9I8Jg92lS7AY5u0n+ts1GGk0k+f6BLvFlrbXXLlwXqYrWPhDsjuEoZ3MFbC/EfntOgCDZHpJA0McAztXB5u7xULwUgcuMGHgWWbMT+W7sAmMnriqWOu5AtLpYcOGOTu/AQiSPMOWnSsO3goNBl/odEk0fBdkYsneCCWqHe6UqKMupW1MmTJFLdhLZPTC6trVhvsnCfxVsgwQ+C6pUYm231jqYxOknCJpiM31GLtGsj+WSCJjttft0jquTeCdYCBQYaAlu0q2jiKlMjYt2PLjWsHpTrgajuk0QN/P1FvIsOoRzBq3y9YrjeQmDTIhGAi+8FFB0uHhwoLGPw0gGdo0FA5Mm9jekgKzAsTCxlYCQEPfw/eUmIvMCBYimDLxXxLYayVaKQ1wL2HgRHGKNZ0MjcUCU8hcgyQGESGhaoYOZtsg+qe7iYbeNjInGAgCSciFfohsbLkyraPMaMbOj4bzGeUp0dEEidDC3BTTpk1TlvcSSguFE5LY1dG+dolxKAmCgeCG3Csf6BOiOmsLYiaruTBMQLfIkFjKWRJFda4IZoC+rg2nSVEyBAsR3KCTJNFYlw0VDrL6LGTAFXeqbq4I3yg5goUIbtg+kmi7iepcCM4zLZYZSAzYTyeFUpYoWYKFCG7gnhWi1aAsiBWi5AkWIkK07eWRYkZtRQms0TyBNRZp5QcXS7hbiigbgoUIbvBhkmgEmRAy11lolr0pQ+C7HSFbVaE89KWOsiNYiOCG95VEGyCPpDHoEBz9RdO6Ab4ljM+oT8blK89STihbgoUIHgCGxYcl2ZaVx1aiuoBECxFTHrqEgNYZ8z/+2fG5JfHKGWVPsCiCB0N8/hhJNvIxIXKEcJAN30+prNlYU00R1aQiccRkH9qsLLBQESyK4IE9H7RzJeFQFTYNGmQjb9Rmstmp4VIYaHWoTvWOqCbVJJrs32+Or1sSWGgJlovggT4TNAVJOhJiNJKtfqQRPFw3OFKcMs5thXvmZ9nIbDc3OM6OtOny2k5LbZQy/g/rf2m7HtJ1TAAAAABJRU5ErkJggg==</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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