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Prolights JETSPOT120 (Prolights_JETSPOT120.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="JETSPOT120" ShortName="JETSPOT120" Company="Prolights" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>6e8d9d25-de17-4d9f-b60c-0cad783252c5</Thumbnail>
  <History Date="06-05-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="5584" ModelID="41012" />
  </RDM>
  <AtlaBase TypeID="aad04dad-241b-4b0e-aff0-c1325f6e22bc" />
  <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="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="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="2~62" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="191~251" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="65~125" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~188" />
    </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="3" Lowlight="9" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="10,11,12,13,14,15,16,17,18" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Colour1Func'==3" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Dark Red" Display="'Dark Red'" Dmx="162~163" WheelPosition="1" Colour="180,0,0" />
      <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="164~165" WheelPosition="2" Colour="255,255,0" />
      <Function ID="4" Name="Magenta" Display="'Magenta'" Dmx="166~167" WheelPosition="3" Colour="255,0,255" />
      <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="168~169" WheelPosition="4" Colour="0,255,255" />
      <Function ID="6" Name="Deep Orange" Display="'Deep Orange'" Dmx="170~171" WheelPosition="5" Colour="255,128,0" />
      <Function ID="7" Name="Forest Green" Display="'Forest Green'" Dmx="172~173" WheelPosition="6" Colour="0,180,0" />
      <Function ID="8" Name="CTO 3200K" Display="'CTO 3200K'" Dmx="174~175" WheelPosition="7" Colour="255,240,200" />
      <Function ID="9" Name="Deep Blue" Display="'Deep Blue'" Dmx="176~199" WheelPosition="8" Colour="0,0,200" />
      <Function ID="10" Name="Op - D Rd" Display="'Op - D Rd %.f%%',0~100" Dmx="0~15" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="D Rd - Yel" Display="'D Rd - Yel %.f%%',0~100" Dmx="15~30" WheelPosition="1" Colour="180,0,0" />
      <Function ID="12" Name="Yel - Mag" Display="'Yel - Mag %.f%%',0~100" Dmx="30~45" WheelPosition="2" Colour="255,255,0" />
      <Function ID="13" Name="Mag - Cy" Display="'Mag - Cy %.f%%',0~100" Dmx="45~60" WheelPosition="3" Colour="255,0,255" />
      <Function ID="14" Name="Cy - D Org" Display="'Cy - D Org %.f%%',0~100" Dmx="60~75" WheelPosition="4" Colour="0,255,255" />
      <Function ID="15" Name="D Org - F Grn" Display="'D Org - F Grn %.f%%',0~100" Dmx="75~90" WheelPosition="5" Colour="255,128,0" />
      <Function ID="16" Name="F Grn - CTO" Display="'F Grn - CTO %.f%%',0~100" Dmx="90~105" WheelPosition="6" Colour="0,180,0" />
      <Function ID="17" Name="CTO - D Blu" Display="'CTO - D Blu %.f%%',0~100" Dmx="105~120" WheelPosition="7" Colour="255,240,200" />
      <Function ID="18" Name="D Blu - Op" Display="'D Blu - Op %.f%%',0~100" Dmx="120~135" WheelPosition="8" Colour="0,0,200" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="200~224" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="225~230" Colour="0,0,0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="231~255" Colour="0,0,0" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed 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 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed Index" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" />
      <Condition Name="Fixed Spin" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" />
      <Condition Name="Shake" ID="17,18,19,20,21,22,23,24" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="25,26,27,28" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="29" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>bf19c21e-252e-49fc-b15a-235932f4b0a5</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="12~19" WheelPosition="1">
        <Swatch>c42c4527-aa39-4de8-9b62-026d7b895061</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~27" WheelPosition="2">
        <Swatch>65095f9d-7b39-4dd5-8f8e-0f302fe6d939</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="28~35" WheelPosition="3">
        <Swatch>15a87004-f053-4789-afd7-7b9ada8d1452</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~43" WheelPosition="4">
        <Swatch>a9685317-98b1-4496-ab26-489a82dd15f5</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="44~51" WheelPosition="5">
        <Swatch>26d3dfaf-6a93-4421-ad5e-d47b9d9db291</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="52~59" WheelPosition="6">
        <Swatch>0c7d4ffa-7a02-4f7c-a3e2-0a84274d91d9</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="60~67" WheelPosition="7">
        <Swatch>548a4390-fb05-4d3c-a7ad-1e526ce92a28</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>bf19c21e-252e-49fc-b15a-235932f4b0a5</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1" Display="'Gobo 1'" Dmx="68~75" WheelPosition="1">
        <Swatch>c42c4527-aa39-4de8-9b62-026d7b895061</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2" Display="'Gobo 2'" Dmx="76~83" WheelPosition="2">
        <Swatch>65095f9d-7b39-4dd5-8f8e-0f302fe6d939</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3" Display="'Gobo 3'" Dmx="84~91" WheelPosition="3">
        <Swatch>15a87004-f053-4789-afd7-7b9ada8d1452</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4" Display="'Gobo 4'" Dmx="92~99" WheelPosition="4">
        <Swatch>a9685317-98b1-4496-ab26-489a82dd15f5</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5" Display="'Gobo 5'" Dmx="100~107" WheelPosition="5">
        <Swatch>26d3dfaf-6a93-4421-ad5e-d47b9d9db291</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6" Display="'Gobo 6'" Dmx="108~115" WheelPosition="6">
        <Swatch>0c7d4ffa-7a02-4f7c-a3e2-0a84274d91d9</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7" Display="'Gobo 7'" Dmx="116~123" WheelPosition="7">
        <Swatch>548a4390-fb05-4d3c-a7ad-1e526ce92a28</Swatch>
      </Function>
      <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>bf19c21e-252e-49fc-b15a-235932f4b0a5</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="124~133" WheelPosition="1">
        <Swatch>c42c4527-aa39-4de8-9b62-026d7b895061</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="134~143" WheelPosition="2">
        <Swatch>65095f9d-7b39-4dd5-8f8e-0f302fe6d939</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="144~153" WheelPosition="3">
        <Swatch>15a87004-f053-4789-afd7-7b9ada8d1452</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="154~163" WheelPosition="4">
        <Swatch>a9685317-98b1-4496-ab26-489a82dd15f5</Swatch>
      </Function>
      <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="164~173" WheelPosition="5">
        <Swatch>26d3dfaf-6a93-4421-ad5e-d47b9d9db291</Swatch>
      </Function>
      <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="174~183" WheelPosition="6">
        <Swatch>0c7d4ffa-7a02-4f7c-a3e2-0a84274d91d9</Swatch>
      </Function>
      <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="184~193" WheelPosition="7">
        <Swatch>548a4390-fb05-4d3c-a7ad-1e526ce92a28</Swatch>
      </Function>
      <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="224~225" />
      <Function ID="26" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="194~223" />
      <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="224~225" />
      <Function ID="28" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="226~255" />
      <Function ID="29" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2">
      <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="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="257~32639" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32896~32896" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="33153~65535" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11" If="'Gobo2Func'==1" />
      <Condition Name="Shake" ID="12,13,14,15,16,17,18,19,20,21,22" If="'Gobo2Func'==2" />
      <Condition Name="Scroll" ID="23,24,25,26" If="'Gobo2Func'==3" />
      <Else ID="27" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>bf19c21e-252e-49fc-b15a-235932f4b0a5</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~7" WheelPosition="1">
        <Swatch>d09ef69b-c15b-43da-b7e0-87fb419aeb36</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~11" WheelPosition="2">
        <Swatch>c97abf1a-2bd8-4c7e-b8bd-b2e50692aa29</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="12~15" WheelPosition="3">
        <Swatch>c42e0ed2-50de-47b3-88f1-59c272d163f0</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="16~19" WheelPosition="4">
        <Swatch>7e037c01-f920-4c0d-b82e-26c68d72638c</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="20~23" WheelPosition="5">
        <Swatch>6c4d6f94-82b2-4219-8b52-b5eee9cf6c84</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="24~27" WheelPosition="6">
        <Swatch>cfb1c665-42cd-4601-bf0e-b8cc01d2577b</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="28~31" WheelPosition="7">
        <Swatch>1235c4de-29b5-48c3-b190-fa52bb7e98e4</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="32~35" WheelPosition="8">
        <Swatch>3cc80ff2-1596-498b-ae51-f7da40b0fda1</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="36~39" WheelPosition="9">
        <Swatch>32eb3de2-0d7c-4640-83ac-3f5d7c25333d</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="40~43" WheelPosition="10">
        <Swatch>ff518fc6-d4eb-41a0-bf06-8802a6ab00b5</Swatch>
      </Function>
      <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>bf19c21e-252e-49fc-b15a-235932f4b0a5</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="44~58" WheelPosition="1">
        <Swatch>d09ef69b-c15b-43da-b7e0-87fb419aeb36</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="59~73" WheelPosition="2">
        <Swatch>c97abf1a-2bd8-4c7e-b8bd-b2e50692aa29</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="74~88" WheelPosition="3">
        <Swatch>c42e0ed2-50de-47b3-88f1-59c272d163f0</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="89~103" WheelPosition="4">
        <Swatch>7e037c01-f920-4c0d-b82e-26c68d72638c</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="104~118" WheelPosition="5">
        <Swatch>6c4d6f94-82b2-4219-8b52-b5eee9cf6c84</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="119~133" WheelPosition="6">
        <Swatch>cfb1c665-42cd-4601-bf0e-b8cc01d2577b</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="134~148" WheelPosition="7">
        <Swatch>1235c4de-29b5-48c3-b190-fa52bb7e98e4</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="149~163" WheelPosition="8">
        <Swatch>3cc80ff2-1596-498b-ae51-f7da40b0fda1</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="164~178" WheelPosition="9">
        <Swatch>32eb3de2-0d7c-4640-83ac-3f5d7c25333d</Swatch>
      </Function>
      <Function ID="22" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="179~193" WheelPosition="10">
        <Swatch>ff518fc6-d4eb-41a0-bf06-8802a6ab00b5</Swatch>
      </Function>
      <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="224~225" />
      <Function ID="24" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="194~223" />
      <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="224~225" />
      <Function ID="26" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="226~255" />
      <Function ID="27" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_Rot" />
      <Function ID="2" Name="Prism Index" Display="'Prism Index'" Dmx="30~59" Update="Prism_Rot" />
      <Function ID="3" Name="Prism Spin" Display="'Prism Spin'" Dmx="60~89" Update="Prism_Rot" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Prism Index" ID="2" If="'Prism'==2" />
      <Condition Name="Prism Spin" ID="3,4,5,6" If="'Prism'==3" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="4" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="1~127" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="128~128" />
      <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" />
    </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="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="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="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="2~3" />
      <Function ID="3" Name="Pan Normal" Display="'Pan Normal'" Dmx="4~5" />
      <Function ID="4" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="6~7" />
      <Function ID="5" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="8~9" />
      <Function ID="6" Name="P/T Fast" Display="'P/T Fast'" Dmx="10~11" />
      <Function ID="7" Name="P/T Med" Display="'P/T Med'" Dmx="12~13" />
      <Function ID="8" Name="P/T Slow" Display="'P/T Slow'" Dmx="14~15" />
      <Function ID="9" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="16~17" />
      <Function ID="10" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="18~19" />
      <Function ID="11" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="20~21" />
      <Function ID="12" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="22~23" />
      <Function ID="13" Name="Gobo 1 in Dark On" Display="'Gobo 1 in Dark On'" Dmx="24~25" />
      <Function ID="14" Name="Gobo 1 in Dark Off" Display="'Gobo 1 in Dark Off'" Dmx="26~27" />
      <Function ID="15" Name="Gobo 2 in Dark On" Display="'Gobo 2 in Dark On'" Dmx="28~29" />
      <Function ID="16" Name="Gobo 2 in Dark Off" Display="'Gobo 2 in Dark Off'" Dmx="30~31" />
      <Function ID="17" Name="Gobo 1 Continuous Movement" Display="'Gobo 1 Continuous Movement'" Dmx="32~33" />
      <Function ID="18" Name="Gobo 1 Step Movement" Display="'Gobo 1 Step Movement'" Dmx="34~35" />
      <Function ID="19" Name="Gobo 2 Continuous Movement" Display="'Gobo 2 Continuous Movement'" Dmx="36~37" />
      <Function ID="20" Name="Gobo 2 Step Movement" Display="'Gobo 2 Step Movement'" Dmx="38~39" />
      <Function ID="21" Name="Home Standard" Display="'Home Standard'" Dmx="40~41" />
      <Function ID="22" Name="Home Custom" Display="'Home Custom'" Dmx="42~43" />
      <Function ID="23" Name="Display On" Display="'Display On'" Dmx="44~45" />
      <Function ID="24" Name="Display 10s" Display="'Display 10s'" Dmx="46~47" />
      <Function ID="25" Name="Display 20s" Display="'Display 20s'" Dmx="48~49" />
      <Function ID="26" Name="Display 30s" Display="'Display 30s'" Dmx="50~51" />
      <Function ID="27" Name="Display Invert" Display="'Display Invert'" Dmx="52~53" />
      <Function ID="28" Name="Display Normal" Display="'Display Normal'" Dmx="54~55" />
      <Function ID="29" Name="Display Auto" Display="'Display Auto'" Dmx="56~57" />
      <Function ID="30" Name="Key Lock On" Display="'Key Lock On'" Dmx="58~59" />
      <Function ID="31" Name="Key Lock Off" Display="'Key Lock Off'" Dmx="60~61" />
      <Function ID="32" Name="Fan Auto" Display="'Fan Auto'" Dmx="62~63" />
      <Function ID="33" Name="Fan Silent" Display="'Fan Silent'" Dmx="64~65" />
      <Function ID="34" Name="Fan High" Display="'Fan High'" Dmx="66~67" />
      <Function ID="35" Name="No DMX Hold" Display="'No DMX Hold'" Dmx="68~69" />
      <Function ID="36" Name="No DMX Blackout" Display="'No DMX Blackout'" Dmx="70~71" />
      <Function ID="37" Name="Dim Linear" Display="'Dim Linear'" Dmx="72~73" />
      <Function ID="38" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="74~75" />
      <Function ID="39" Name="Dim Square" Display="'Dim Square'" Dmx="76~77" />
      <Function ID="40" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="78~79" />
      <Function ID="41" Name="Dim Spd Auto" Display="'Dim Spd Auto'" Dmx="80~81" />
      <Function ID="42" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="82~83" />
      <Function ID="43" Name="Dim Spd Med" Display="'Dim Spd Med'" Dmx="84~85" />
      <Function ID="44" Name="Dim Spd Slow" Display="'Dim Spd Slow'" Dmx="86~87" />
      <Function ID="45" Name="LED Freq 600Hz" Display="'LED Freq 600Hz'" Dmx="88~89" />
      <Function ID="46" Name="LED Freq 1200Hz" Display="'LED Freq 1200Hz'" Dmx="90~91" />
      <Function ID="47" Name="LED Freq 2000Hz" Display="'LED Freq 2000Hz'" Dmx="92~93" />
      <Function ID="48" Name="LED Freq 4000Hz" Display="'LED Freq 4000Hz'" Dmx="94~95" />
      <Function ID="49" Name="LED Freq 6000Hz" Display="'LED Freq 6000Hz'" Dmx="96~97" />
      <Function ID="50" Name="LED Freq 25kHz" Display="'LED Freq 25kHz'" Dmx="98~99" />
      <Function ID="51" Name="LED Freq 50kHz" Display="'LED Freq 50kHz'" Dmx="100~101" />
      <Function ID="52" Name="Zoom Normal" Display="'Zoom Normal'" Dmx="102~103" />
      <Function ID="53" Name="Zoom Invert" Display="'Zoom Invert'" Dmx="104~105" />
      <Function ID="54" Name="Reset All" Display="'Reset All'" Dmx="106~107" />
      <Function ID="55" Name="Reset P/T" Display="'Reset P/T'" Dmx="108~109" />
      <Function ID="56" Name="Reset Pan" Display="'Reset Pan'" Dmx="110~111" />
      <Function ID="57" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="112~113" />
      <Function ID="58" Name="Reset Colour" Display="'Reset Colour'" Dmx="114~115" />
      <Function ID="59" Name="Reset Gobo 1" Display="'Reset Gobo 1'" Dmx="116~117" />
      <Function ID="60" Name="Reset Gobo 2" Display="'Reset Gobo 2'" Dmx="118~119" />
      <Function ID="61" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="120~121" />
      <Function ID="62" Name="Reset Focus" Display="'Reset Focus'" Dmx="122~123" />
      <Function ID="63" Name="Reset Prism" Display="'Reset Prism'" Dmx="124~125" />
      <Function ID="64" Name="Reset Frost" Display="'Reset Frost'" Dmx="126~127" />
      <Function ID="65" Name="Reset Other" Display="'Reset Other'" Dmx="128~129" />
      <Function ID="66" Name="Factory Default" Display="'Factory Default'" Dmx="252~253" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 20 DMX" Channels="20" Id="ad3da414-865c-4076-9419-8ef35db30bde">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="260" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="1" />
    </RDM>
    <AtlaBase ModeID="3822de08-124a-43ab-9855-b9056bffa96f" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" 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="10,11" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" />
      <Attribute ID="Prism" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="14" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="15" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="16,17" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="18,19" Wheel="20" />
      <Attribute ID="Control" ChannelOffset="20" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:54" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:55" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Pan">
      <Set Channel="Control:56" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:57" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:58" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo 1">
      <Set Channel="Control:59" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo 2">
      <Set Channel="Control:60" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:61" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Focus">
      <Set Channel="Control:62" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Prism">
      <Set Channel="Control:63" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Frost">
      <Set Channel="Control:64" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Other">
      <Set Channel="Control:65" 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="P/T Fast">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Med">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Slow">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col in Dark On">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col in Dark Off">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo 1 in Dark On">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo 1 in Dark Off">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo 2 in Dark On">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo 2 in Dark Off">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo 1 Continuous Movement">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo 1 Step Movement">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo 2 Continuous Movement">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo 2 Step Movement">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Home Standard">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Home Custom">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display 10s">
      <Set Channel="Control:24" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display 20s">
      <Set Channel="Control:25" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display 30s">
      <Set Channel="Control:26" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Invert">
      <Set Channel="Control:27" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Normal">
      <Set Channel="Control:28" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Auto">
      <Set Channel="Control:29" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Key Lock On">
      <Set Channel="Control:30" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Key Lock Off">
      <Set Channel="Control:31" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:32" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:33" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan High">
      <Set Channel="Control:34" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Hold">
      <Set Channel="Control:35" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="No DMX Blackout">
      <Set Channel="Control:36" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:37" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:38" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:39" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:40" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Auto">
      <Set Channel="Control:41" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:42" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Med">
      <Set Channel="Control:43" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Slow">
      <Set Channel="Control:44" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 600Hz">
      <Set Channel="Control:45" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 1200Hz">
      <Set Channel="Control:46" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 2000Hz">
      <Set Channel="Control:47" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 4000Hz">
      <Set Channel="Control:48" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 6000Hz">
      <Set Channel="Control:49" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 25kHz">
      <Set Channel="Control:50" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 50kHz">
      <Set Channel="Control:51" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Zoom Normal">
      <Set Channel="Control:52" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Zoom Invert">
      <Set Channel="Control:53" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Factory Default">
      <Set Channel="Control:66" 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="Dark Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Deep Orange" Number="3" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="5" Name="Yellow" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="6" Name="Forest Green" Number="5" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="7" Name="Cyan" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="9" Name="Cyan" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="10" Name="Deep Blue" Number="7" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="11" Name="Magenta" Number="9" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="13" Name="Magenta" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="15" Name="Deep Blue" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:10,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:11,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:12,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:13,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:14,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:15,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:16,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
      <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
      <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
      <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
      <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
      <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
      <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
      <Palette ID="16" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
      <Palette ID="17" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
      <Palette ID="18" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:9,Gobo1Func:2" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Legend="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Legend="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Legend="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Legend="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Legend="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Legend="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Legend="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Legend="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Legend="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" />
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</Swatch>
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</Swatch>
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</Swatch>
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</Fixture>