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Chauvet Intimidator Spot 160 (Chauvet_Intimidator Spot 160.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Intimidator Spot 160" ShortName="Int Sp 160" Company="Chauvet" Version="0">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>e0abf866-bf8e-4c4a-a61f-731ffcc64445</Thumbnail>
  <History Date="25-06-20" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="500ea2f6-dde5-4aef-89ff-a3aef77cd162" />
  <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="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="8" Lowlight="9" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="11" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="12,13,14,15" If="'Colour1Func'==3" />
      <Else ID="16" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Orange" Display="'Orange'" Dmx="7~13" Colour="255,128,0" />
      <Function ID="3" Name="Lime Green" Display="'Lime Green'" Dmx="14~20" Colour="0,200,0" />
      <Function ID="4" Name="Cyan" Display="'Cyan'" Dmx="21~27" Colour="0,255,255" />
      <Function ID="5" Name="Red" Display="'Red'" Dmx="28~34" Colour="255,0,0" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="35~41" Colour="0,255,0" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="42~48" Colour="255,0,255" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="49~55" Colour="255,255,0" />
      <Function ID="9" Name="Dark Blue" Display="'Dark Blue'" Dmx="56~62" Colour="0,0,180" />
      <Function ID="10" Name="Light Orange" Display="'Light Orange'" Dmx="63~64" Colour="255,128,0" />
      <Function ID="11" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="65~189" Colour="0,0,0" />
      <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" Colour="0,0,0" />
      <Function ID="13" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" Colour="0,0,0" />
      <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" Colour="0,0,0" />
      <Function ID="15" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" Colour="0,0,0" />
      <Function ID="16" 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" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="21,22,23,24" If="'Gobo1Func'==3" />
      <Else ID="25" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>01848836-5270-457f-82dd-6307bd159cd2</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="7~11" WheelPosition="1">
        <Swatch>92d3273e-f8ed-41f8-96de-13d26e70aba5</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="12~17" WheelPosition="2">
        <Swatch>7c251018-e788-4f00-8670-4a26e174312a</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="18~23" WheelPosition="3">
        <Swatch>9feda4ef-a8f3-45f3-b0ee-c62643bb5085</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="24~29" WheelPosition="4">
        <Swatch>04ff252f-3095-4cb0-bd43-fe23ae666232</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="30~35" WheelPosition="5">
        <Swatch>70ad01a2-f0e8-49c3-a7bd-efd70293f3ef</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="36~41" WheelPosition="6">
        <Swatch>0e2f1160-a43d-49b9-9bcf-c03d8f8e010c</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="42~47" WheelPosition="7">
        <Swatch>20ad60f6-7283-4312-88e9-e0d4933bf3a2</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="48~53" WheelPosition="8">
        <Swatch>0ac31a4a-662b-4085-9c5e-61dc01e703a7</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="54~63" WheelPosition="9">
        <Swatch>d033a274-ef3b-4aa5-824e-38811b81f9fc</Swatch>
      </Function>
      <Function ID="11" Name="Open" Display="'Open'" Dmx="118~127" WheelPosition="0">
        <Swatch>01848836-5270-457f-82dd-6307bd159cd2</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="112~117" WheelPosition="1">
        <Swatch>92d3273e-f8ed-41f8-96de-13d26e70aba5</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="106~111" WheelPosition="2">
        <Swatch>7c251018-e788-4f00-8670-4a26e174312a</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="100~105" WheelPosition="3">
        <Swatch>9feda4ef-a8f3-45f3-b0ee-c62643bb5085</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="94~99" WheelPosition="4">
        <Swatch>04ff252f-3095-4cb0-bd43-fe23ae666232</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="88~93" WheelPosition="5">
        <Swatch>70ad01a2-f0e8-49c3-a7bd-efd70293f3ef</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="82~87" WheelPosition="6">
        <Swatch>0e2f1160-a43d-49b9-9bcf-c03d8f8e010c</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="76~81" WheelPosition="7">
        <Swatch>20ad60f6-7283-4312-88e9-e0d4933bf3a2</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="70~75" WheelPosition="8">
        <Swatch>0ac31a4a-662b-4085-9c5e-61dc01e703a7</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="64~69" WheelPosition="9">
        <Swatch>d033a274-ef3b-4aa5-824e-38811b81f9fc</Swatch>
      </Function>
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="189~128" />
      <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="8~76" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="146~215" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="77~145" />
    </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="8~15" />
      <Function ID="3" Name="Col in Dark" Display="'Col in Dark'" Dmx="16~23" />
      <Function ID="4" Name="Gobo in Dark" Display="'Gobo in Dark'" Dmx="24~31" />
      <Function ID="5" Name="P/T/C in Dark" Display="'P/T/C in Dark'" Dmx="32~39" />
      <Function ID="6" Name="P/T/G in Dark" Display="'P/T/G in Dark'" Dmx="40~47" />
      <Function ID="7" Name="P/T/C/G in Dark" Display="'P/T/C/G in Dark'" Dmx="48~55" />
      <Function ID="8" Name="Reset Pan" Display="'Reset Pan'" Dmx="96~103" />
      <Function ID="9" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="104~111" />
      <Function ID="10" Name="Reset Colour" Display="'Reset Colour'" Dmx="112~119" />
      <Function ID="11" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="120~127" />
      <Function ID="12" Name="Reset Prism" Display="'Reset Prism'" Dmx="136~143" />
      <Function ID="13" Name="Reset Focus" Display="'Reset Focus'" Dmx="144~151" />
      <Function ID="14" Name="Reset All" Display="'Reset All'" Dmx="152~159" />
    </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="8~23" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="24~39" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="40~55" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~71" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="72~87" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="88~103" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="104~119" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="120~135" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="136~151" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="152~167" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="168~183" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="184~199" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="200~215" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="216~231" />
      <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="232~247" />
      <Function ID="17" Name="Sound 8" Display="'Sound 8'" Dmx="248~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11">
    <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="c4ac54a1-90c4-4713-ba18-b1b994d03f38" />
    <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="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
      <Attribute ID="P/T_Macro" ChannelOffset="11" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="74e9944e-0ebb-40a2-acb4-31dc57769f2a" />
    <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="Shutter" ChannelOffset="5" Wheel="5" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Pan">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Prism">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Focus">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col in Dark">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo in Dark">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T/C in Dark">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T/G in Dark">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T/C/G in Dark">
      <Set Channel="Control:7" 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="Colour1:5,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="5" Name="Lime Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="6" Name="Lime Green" Number="5" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="9" Name="Cyan" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="10" Name="Dark Blue" Number="7" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="11" Name="Magenta" Number="9" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="15" Name="Dark Blue" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" />
    </Group>
    <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" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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GgAzIt7gzzxQTsbc8884yOt/dJsgZCj2Dx1rZbgxChCaBYUAWCOZfFrEAFPGyZLl9OBVY7VBCsApGigmAViBQVBKtApKggWAUiRQXBKhApKghWgUgBwZaqCltYBaLBUgiGM6xoCIaPMVMVOrMWt++LBEGfJQ50fIQ+yESPKpwGvTJUevBDBkNj8CFmaojhmy0vZQx3mUl4dorwCwRbJC3W8mMkTyC0QRQF5KDhiKYBHNc+QQjrCWZAkzThKtKCjr3zzjsjcemQT0m0hg3Q1ch0YlPoKhgZgbMcpzmAjChn48SnThG5BEHnegJYBMFiCxAiTOekk07SceCE6ySNO+64IzJ/4WOPPaazkWzi3sqLJQurxMPI+NRTT2n1x1mzZhnfiyGW+SNY5Gjfvr2ejhxoUDkBQh+EdEcFZKCuueYaLauZJKpXr66lqGikzZG2F0OotA89gi2M8gq8hURTpkmmiCmme/fuLgpC5QRZSJSqSYPyIyAzCg1bxPleeumlOC65MFKCsdhGzjKuogKFAkGTOB4w0y8KP8gp5KrrGCfoE9SGCBc3rZASAtERjC9CwaokyhfnAokPlqVTQgHFGsTw4rxmPkB2NjfsbiPOXdUEI3eLbYmz3EgUi8ePH586cgGq3VLdIyxIP6N6HJuUsPoW7CZJdImrvE6hgPjsNsn6igBwan5lYfEflSpVQnnMmXwAaw9MEGkDNXlMhFlIP6MzWE9SYJTUrzAgzh45BaamNMkp+JVF2NE7lG7yMQ9u+d92gXJEMBRsWECnDRg40YcwAbtN32TACEiuJ0kYYYBEOqVu+HyawMtjo8qdA3BqhS9ytnKkMI3qX5RVZE2BTcqkeClpdWRB+8CWx5Rn8hKh58o0W7NmuvJsmPYR1FuwYIHL08KpFQSb6eKMGAEp8Jk2sGPE0GgCbFmZ01qXLl30Ivndd98NdS7cRj169NCCdml6Ccl8YgpnZ+kQmlNBgiE3YyVedcwxx6RqjQFYkCPma5Iqj6YEi/NM4K5inUnpmrBAKonU/eComAbw0vTu3dtVfiVc+j/B0NKUN4ohzUrACiNe2sC0ZFKslLeaaSNbaUIKfzFaZ8prFgLkEygFTZWPtIAgAOyVNoVUA5gNp/ghONxMUpYEQ0UwTcDZa2pMJBKiSZMmOf8GzS8MyWGdyZhJmJIikK20QoMGDVwRbJL/Q5BgGEPMC00LateubfNxpyCdvrS01GjI96fAfGDHTNmahx9+OPQ1kFDCCZ10hbogHJqWVhjWggSj3CmCB8bVPtK0/kKTzLSCK47hQqvf4sxGJiCs8RWgfs06zw9TShrBWDkLwKEVD34FI6gtI+swhraiL4iFnHr//v2NPotQHgUYCgXRIYQfmQQuEvCI2iI6qWnAn3/+6eI0k/w6RSBzyBmhLAiGMbNaNatyR9ZgPUSH+6o1YYGVPmw5HAjJzhA1nLDAko522mGHGZfpdAYknxxgRPAfmQRj7iQA0UjSid1a0gTD3mUaKUHkrIlTmqkFAzNTXlhgPmFKxqYWhyZaLsydO9f2FHBnJcfmSgSjUqlMk2OV4SiGr42dSFIgXBiLvSmYVk3FetkVEpmA6FtYcN+MnMTNJQVGftM1awBjg9VuQXmr8keVIcGwCZkUOnAFRgKT+pAAG5BNUCQ7Txb8THcmQIm6pKRENWvWzPgebPD222+vJGpniEczf1EewVDlX6zKqsiHAoqFzOOZWT5xgEgJbFKmwKhquwvG5LD//vurGTNmhP6sH2U7Z86cRIrDO4gLgzOrVHRY5YnKEPePTJND5Merwl6BYRb7EdEGcQLDpU2UQosWLbQT2hb4F/n+CAybgNgs9PujzBUoD0uXLlUjR460Pc0QuJP5y2yvLPtmgp5C+ybZcuPTinMUIwzHNJ4JUjB6uQIjWMeOHdXw4cONPo/9Dp9uo0aNnN1TPuCRMN11e8D3WK6tpVyCCRMXy4MnMi/0WgxbCqMJluo4IgZY95lY0n2QlOG6MwnnwUpvos3KLEAcP/WU4qgOggK1g9LOT8OZ8v4j16IDy6HxYp+cQ+oVRQni69m9mRYVQLXa5ejlg3qQ3BchPSagAgkV0KJeajDqs7FxkJib1cqclWDSaW/ICDRZfmxhckXMBRQmNV2P5APZzEwlWMNNga8yqrwBQqsZWTNlAgoF0a+YfBjNogAZT/hRHRhXJ8OVbP+Zb9vUVxkSjKmS6YcYeNdl7CBXu3btrDKVMQgTyhMV8C9isgnjdgqCUfm0007TP7smGaQninXChAkuTtc313/mJJh8yWk2oxijCxUvWPC6inT99NNPtTmA7bwN2IiQ9RwliPsiXMh0lMV0AcnYJZvmE2SC54e9zZGMAKPXtFx/UIjhx3gUA4QJYwJgZ4Wl3FQ6gDeaIu2s6xD3sAH3QOdHDRzn/fr1s0qCgWSsx6gizLRp6orj+bHDx7lukraXBTlHL5CXYN4ohgHNOFzVJ8eoUaP00EwKO+uLQnaZxHOxaSA2ngBCF8DinikBFRUIRWaxbjviEhI0adIk1bNnT115t9AXlaUKFUewr4XNIciDMflGL1Co6ZrxmaroVjH7fNnBgwfrxgNiZCP0mEDFYD1J3jDEQyAWCby+PJELkPzK4jYu4ELCtkWItC1w5WCzYlTE3kZOAEGPPL+gF4IRnp0opiKeXwQV1rB7FTRnF0QwYer7MtoMlB972txVEOQV4tyN28FLMdK4dSJatmypd9RoVLgA06ZfuS4hDIQThfxhGOcbamodVBGpIWaCUTOJoqgkjpCuFpXJIWYguVqwsl7BBBPG/iijGAFPI/L+cUqBaSOp2tnY7PBwWLpk0oCz4UKhfxw2fGCUtNHSVk0WLAK0atUqsWsjPcC6yZHtKSnQ96PCfCAUwYS5y2UUK5UfD5TmJEMgTuRLQ4saZO0UMcGwbZQuD+mXCx0AJef/QkjWQ34kXCA9+e95gFE1rL6pa6QprS8kIFUP+j7sB40i7ORCjwvJyFJwLskSFdjGJ60HkS1LvAgwlD43+aBNCCcmC5yM6VJVywLcNdjhbFSfbUEycBECc4SxecqYYMLon2REIJyHyu4b5vv7NIDkiiSnKcKLigy/SSuhr01PYBWELhd+R0jWTX58zOY8cYHEhiQJhqO5yNCNPrY5gXWuv7ceI1ftQttzRQ0iCJIwtAKiW2OSDneFW03XXUG4EpPorcqykE5wdL5IgImAhIokFvsI7br0qUYMMkB6uziRE4J59jE8yGhDxpetEBJEY5Bc6joAshAkmVQbEmTfdgpr78oGZ3I4nnhKa/lxurR6rs7rGoStoMsV5yiGU5pQmyIA2gGtg+IltnCqt+T5K4kbmyKtMP2jmDF69GidoBuXGiOmCYIbHQ0IUeJjaW3D+BkLgXNBL7nBz4RkzVWKSYbEADvKOIRaXAZKRgjI1Zy+c33iSBTj0k4yYtE6dOigBXmjFM0jYJIpOeWIjFwgsqcbIBnh1qlbk02cOFErPQ8dOjQSklGniZzDYPHQFII1V9uoyAUi1bz0SHaQ/DhepXB3+fjjj+vwbPIFXMpYkklEFpAjSfCowG6xtes1VyYiF1X1Fv6QbJhKoZ2MmHWqeSCfVJ4mfhhQKYNiBpwz5cDO1cnlbjEbYlHt9UwY7VWZxE/qLP44wklAQWUHXYmmTZuG+ryfUsZImPJRC9wqrbcrO1c+xCYL7X2hXkI0Mj5RYkmdg3zy5Ml67VSvXj2dsYNBlgL1QeDygZBLlizRmTtTp07VGVBFABzX3Vy4f8Igdt1xz3dJjUpi+1MX6sN7QP6g4xzCpMEbUGLruDZBIsL2XhQG/hrkZyjaUzSRsUUGZo2h0nrahNzYILHKCd4X7uKJDuOoK7oY/5SDGPoecU+JmUi8NIc3ZeK/JLG3KLOVUgiyf0pNYuhdI3GCAS+R5Gj5EYlm1GiLNrk3YZAUS+7qqLh2ifmQCoIB74GMFKJNVGWqLaTHWWlhrEEg2J8ZoE/UhtOwSA3BfHgP6FwhGuuy25SFqs8aAlxxFxSqFRE3UkcwH94DO1yIhtUTLQRjjbLVFAgD9i1EQilJpJZgPrwH2LKCaCtQFMTykXqC+QgQraEcqVjVTq05azTWWMjK35JLcDeNKBqC+fAecHshGkkmpMx1VQZlb4oE+G6HSBuUTYc+7Sg6gvnwHngfIdo1ckTGoJN3NCpFmCIgR4jxmeiTseWVZykmFC3BfHgdgGFxtJCNKlJtVFkBCbSaki1eWTgoc0ZWCP7ZcZkl8YoZRU+wILyOeZImZFtXlQU5QjjIVl+lZ83GmopAfUhFAc/X44jNSgKrFcGC8DrsZa9dIYRDVrqx1yDbbtJ2lxa15A0x0/OkLVBlpJpJk/sLX0W+CLHaEiwTXodO9ZqGkA49zbrSagUaycNVvWMVld9thXsGXcxFqmz9xHFhoM2Xa4evirWa4H+yhzt2hwl+jwAAAABJRU5ErkJggg==</Swatch>
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