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Showtec Xpression 2000S (Showtec_Xpression 2000S.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Xpression 2000S" ShortName="Xprsn2000S" Company="Showtec" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>cdd24646-4c6a-40e4-8600-e8861c8efd46</Thumbnail>
  <History Date="05-09-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="10676" ModelID="259" />
  </RDM>
  <AtlaBase TypeID="50a564dc-3580-4a7c-8b1d-24a0a8d41c89" />
  <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 %.f%%',0~100" Dmx="10~89" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="170~250" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="90~169" />
    </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="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" Highlight="3" Lowlight="8" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Colour1Func'==3" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="17~29" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="30~42" WheelPosition="2" Colour="255,255,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="43~55" WheelPosition="3" Colour="0,255,0" />
      <Function ID="5" Name="Orange" Display="'Orange'" Dmx="56~68" WheelPosition="4" Colour="255,128,0" />
      <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="69~81" WheelPosition="5" Colour="255,0,255" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="82~94" WheelPosition="6" Colour="0,255,255" />
      <Function ID="8" Name="Congo Blue" Display="'Congo Blue'" Dmx="95~107" WheelPosition="7" Colour="180,0,255" />
      <Function ID="9" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="108~120" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="Rd/ Yel" Display="'Rd/ Yel'" Dmx="121~133" WheelPosition="1" Colour="255,0,0" />
      <Function ID="11" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="134~146" WheelPosition="2" Colour="255,255,0" />
      <Function ID="12" Name="Grn/ Org" Display="'Grn/ Org'" Dmx="147~159" WheelPosition="3" Colour="0,255,0" />
      <Function ID="13" Name="Org/ Mag" Display="'Org/ Mag'" Dmx="160~172" WheelPosition="4" Colour="255,128,0" />
      <Function ID="14" Name="Mag/ Cy" Display="'Mag/ Cy'" Dmx="173~185" WheelPosition="5" Colour="255,0,255" />
      <Function ID="15" Name="Cy/ C Blu" Display="'Cy/ C Blu'" Dmx="186~198" WheelPosition="6" Colour="0,255,255" />
      <Function ID="16" Name="C Blu/ Op" Display="'C Blu/ Op'" Dmx="199~211" WheelPosition="7" Colour="180,0,255" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="232~235" Colour="0,0,0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="212~231" Colour="0,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="232~235" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="236~255" Colour="0,0,0" />
      <Function ID="21" 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>648cd77f-eae0-4770-adc8-ac016c49f606</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="15~29" WheelPosition="1">
        <Swatch>8e6b53e3-51a1-46ec-953b-1b52073b18b8</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="30~44" WheelPosition="2">
        <Swatch>ef367c47-547e-4d51-b85a-3cacc78a2563</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="45~59" WheelPosition="3">
        <Swatch>d2b62342-7d37-4f93-a8ca-1d4595a37179</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="60~74" WheelPosition="4">
        <Swatch>4fa6225e-1281-4e60-8b12-c1d11d67d6bb</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="75~89" WheelPosition="5">
        <Swatch>d6808f0e-849d-4c27-9ec6-072fc0245d24</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="90~104" WheelPosition="6">
        <Swatch>c27f9606-c616-4e05-9595-4a85387dadfa</Swatch>
      </Function>
      <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>648cd77f-eae0-4770-adc8-ac016c49f606</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="105~119" WheelPosition="1">
        <Swatch>8e6b53e3-51a1-46ec-953b-1b52073b18b8</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="120~134" WheelPosition="2">
        <Swatch>ef367c47-547e-4d51-b85a-3cacc78a2563</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="135~149" WheelPosition="3">
        <Swatch>d2b62342-7d37-4f93-a8ca-1d4595a37179</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="150~164" WheelPosition="4">
        <Swatch>4fa6225e-1281-4e60-8b12-c1d11d67d6bb</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="165~179" WheelPosition="5">
        <Swatch>d6808f0e-849d-4c27-9ec6-072fc0245d24</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="180~194" WheelPosition="6">
        <Swatch>c27f9606-c616-4e05-9595-4a85387dadfa</Swatch>
      </Function>
      <Function ID="15" Name="Open" Display="'Open'" Dmx="208~211" WheelPosition="0">
        <Swatch>648cd77f-eae0-4770-adc8-ac016c49f606</Swatch>
      </Function>
      <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="212~231" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="232~235" />
      <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="236~255" />
      <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="2,3,4,5,6,7" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="8" />
      <Function ID="1" Name="Index" Display="'%.f%%',0~100" Dmx="0~49" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="126~129" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="50~125" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="126~129" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="130~205" />
      <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="126~129" />
      <Function ID="7" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="206~255" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="12-Facet Circular Prism" Display="'12-Facet Circular Prism'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.f%%',0~100" Dmx="0~49" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="50~125" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="126~129" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="130~205" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="126~129" />
      <Function ID="6" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="206~255" />
    </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="10-Facet Linear Prism" Display="'10-Facet Linear Prism'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.f%%',0~100" Dmx="0~49" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="50~125" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="126~129" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="130~205" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="126~129" />
      <Function ID="6" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="206~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost" 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="Pan Invert" Display="'Pan Invert'" Dmx="20~30" />
      <Function ID="3" Name="Pan Normal" Display="'Pan Normal'" Dmx="31~39" />
      <Function ID="4" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="40~48" />
      <Function ID="5" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="49~57" />
      <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="67~75" />
      <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="76~84" />
      <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="85~93" />
      <Function ID="9" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="94~102" />
      <Function ID="10" Name="PWM 1200Hz" Display="'PWM 1200Hz'" Dmx="112~120" />
      <Function ID="11" Name="PWM 2000Hz" Display="'PWM 2000Hz'" Dmx="121~129" />
      <Function ID="12" Name="PWM 4000Hz" Display="'PWM 4000Hz'" Dmx="130~138" />
      <Function ID="13" Name="PWM 6000Hz" Display="'PWM 6000Hz'" Dmx="139~147" />
      <Function ID="14" Name="PWM 15000Hz" Display="'PWM 15000Hz'" Dmx="148~156" />
      <Function ID="15" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="166~174" />
      <Function ID="16" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="175~183" />
      <Function ID="17" Name="Reset P/T" Display="'Reset P/T'" Dmx="193~201" />
      <Function ID="18" Name="Reset Colour" Display="'Reset Colour'" Dmx="202~210" />
      <Function ID="19" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="211~219" />
      <Function ID="20" Name="Reset Prism" Display="'Reset Prism'" Dmx="220~228" />
      <Function ID="21" Name="Reset Focus" Display="'Reset Focus'" Dmx="229~237" />
      <Function ID="22" Name="Reset Frost" Display="'Reset Frost'" Dmx="238~246" />
      <Function ID="23" Name="Reset All" Display="'Reset All'" Dmx="247~255" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX" Channels="14" Id="eabfa0ee-59e4-49a7-8e60-3928c370fdac">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="4e95e5c5-99e3-40ff-b97d-15289bd5c443" />
    <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="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="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="Frost" ChannelOffset="13" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18" Id="408ccd1d-511a-48f5-ab0f-859304b4c57c">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="9e2ba9da-3b1c-40b8-84fa-437221938ad6" />
    <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="Gobo1Rot" ChannelOffset="10" Wheel="15" />
      <Attribute ID="Prism_1" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="13" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="14" Wheel="54" />
      <Attribute ID="Focus" ChannelOffset="15,16" Wheel="20" />
      <Attribute ID="Frost" ChannelOffset="17" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Prism">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Focus">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Frost">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pan Invert">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pan Normal">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tilt Invert">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tilt Normal">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 1200Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 2000Hz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 4000Hz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 6000Hz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 15000Hz">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:16" 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="Colour1:5,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="9" Name="Cyan" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="10" Name="Congo Blue" Number="7" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="11" Name="Congo Blue" Number="9" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Congo Blue" Number="8" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="15" Name="Congo Blue" Number="0" Page="1" SetControl="Colour1:8,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 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>
    <Group Name="Beam">
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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