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BSL BURST RGB 2.0 WATT (BSL_BURST RGB 2.0 WATT.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BURST RGB 2.0 WATT" ShortName="BURSTRGB2W" Company="BSL" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>15d42044-f263-4e70-9b50-39d2beff310f</Thumbnail>
  <History Date="16-08-22" Author="Nic Morris" Comment="Created (poor documentation.  very confusing)" Version="0" />
  <History Date="05-04-24" Author="Nic Morris" Comment="Created from Conic DFLP1 (poor documentation)" Version="1" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Black" Display="'Black'" Dmx="0~0" Update="Page/Macro" />
      <Function ID="2" Name="DMX" Display="'DMX'" Dmx="32~63" Update="Page/Macro" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="64~95" Update="Page/Macro" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="96~128" Update="Page/Macro" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Page/Macro" />
    </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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Page/Macro" Name="Page/Macro" Description="" Group="G">
      <Locate Locate="2" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Page" ID="2,3,4,5,6,7,8,9" If="'Mode'==2" />
      <Condition Name="Macro" ID="10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34" If="'Mode'==3||'Mode'==4" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Page 1" Display="'Page 1'" Dmx="0~0" />
      <Function ID="3" Name="Page 2" Display="'Page 2'" Dmx="32~63" />
      <Function ID="4" Name="Page 3" Display="'Page 3'" Dmx="64~95" />
      <Function ID="5" Name="Page 4" Display="'Page 4'" Dmx="96~127" />
      <Function ID="6" Name="Page 5" Display="'Page 5'" Dmx="128~159" />
      <Function ID="7" Name="Page 6" Display="'Page 6'" Dmx="160~191" />
      <Function ID="8" Name="Page 7" Display="'Page 7'" Dmx="192~223" />
      <Function ID="9" Name="Page 8" Display="'Page 8'" Dmx="224~255" />
      <Function ID="10" Name="Macro 1" Display="'Macro 1'" Dmx="0~0" />
      <Function ID="11" Name="Macro 2" Display="'Macro 2'" Dmx="10~19" />
      <Function ID="12" Name="Macro 3" Display="'Macro 3'" Dmx="20~29" />
      <Function ID="13" Name="Macro 4" Display="'Macro 4'" Dmx="30~39" />
      <Function ID="14" Name="Macro 5" Display="'Macro 5'" Dmx="40~49" />
      <Function ID="15" Name="Macro 6" Display="'Macro 6'" Dmx="50~59" />
      <Function ID="16" Name="Macro 7" Display="'Macro 7'" Dmx="60~69" />
      <Function ID="17" Name="Macro 8" Display="'Macro 8'" Dmx="70~79" />
      <Function ID="18" Name="Macro 9" Display="'Macro 9'" Dmx="80~89" />
      <Function ID="19" Name="Macro 10" Display="'Macro 10'" Dmx="90~99" />
      <Function ID="20" Name="Macro 11" Display="'Macro 11'" Dmx="100~109" />
      <Function ID="21" Name="Macro 12" Display="'Macro 12'" Dmx="110~119" />
      <Function ID="22" Name="Macro 13" Display="'Macro 13'" Dmx="120~129" />
      <Function ID="23" Name="Macro 14" Display="'Macro 14'" Dmx="130~139" />
      <Function ID="24" Name="Macro 15" Display="'Macro 15'" Dmx="140~149" />
      <Function ID="25" Name="Macro 16" Display="'Macro 16'" Dmx="150~159" />
      <Function ID="26" Name="Macro 17" Display="'Macro 17'" Dmx="160~169" />
      <Function ID="27" Name="Macro 18" Display="'Macro 18'" Dmx="170~179" />
      <Function ID="28" Name="Macro 19" Display="'Macro 19'" Dmx="180~189" />
      <Function ID="29" Name="Macro 20" Display="'Macro 20'" Dmx="190~199" />
      <Function ID="30" Name="Macro 21" Display="'Macro 21'" Dmx="200~209" />
      <Function ID="31" Name="Macro 22" Display="'Macro 22'" Dmx="210~219" />
      <Function ID="32" Name="Macro 23" Display="'Macro 23'" Dmx="220~229" />
      <Function ID="33" Name="Macro 24" Display="'Macro 24'" Dmx="230~239" />
      <Function ID="34" Name="Macro 25" Display="'Macro 25'" Dmx="240~249" />
    </Attribute>
    <Attribute ID="Cue" Name="Cue" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Pattern 1" Display="'Pattern 1'" Dmx="16~27" />
      <Function ID="3" Name="Pattern 2" Display="'Pattern 2'" Dmx="28~41" />
      <Function ID="4" Name="Pattern 3" Display="'Pattern 3'" Dmx="42~53" />
      <Function ID="5" Name="Pattern 4" Display="'Pattern 4'" Dmx="54~63" />
      <Function ID="6" Name="Pattern 5" Display="'Pattern 5'" Dmx="64~75" />
      <Function ID="7" Name="Pattern 6" Display="'Pattern 6'" Dmx="76~87" />
      <Function ID="8" Name="Pattern 7" Display="'Pattern 7'" Dmx="88~99" />
      <Function ID="9" Name="Pattern 8" Display="'Pattern 8'" Dmx="100~111" />
      <Function ID="10" Name="Pattern 9" Display="'Pattern 9'" Dmx="112~123" />
      <Function ID="11" Name="Pattern 10" Display="'Pattern 10'" Dmx="124~135" />
      <Function ID="12" Name="Pattern 11" Display="'Pattern 11'" Dmx="136~147" />
      <Function ID="13" Name="Pattern 12" Display="'Pattern 12'" Dmx="148~159" />
      <Function ID="14" Name="Pattern 13" Display="'Pattern 13'" Dmx="160~171" />
      <Function ID="15" Name="Pattern 14" Display="'Pattern 14'" Dmx="172~184" />
      <Function ID="16" Name="Pattern 15" Display="'Pattern 15'" Dmx="185~195" />
      <Function ID="17" Name="Pattern 16" Display="'Pattern 16'" Dmx="196~207" />
      <Function ID="18" Name="Pattern 17" Display="'Pattern 17'" Dmx="208~219" />
      <Function ID="19" Name="Pattern 18" Display="'Pattern 18'" Dmx="220~231" />
      <Function ID="20" Name="Pattern 19" Display="'Pattern 19'" Dmx="232~243" />
      <Function ID="21" Name="Pattern 20" Display="'Pattern 20'" Dmx="244~255" />
      <Function ID="22" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Pos" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="X-Pos" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Pos" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Y-Pos" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Z-Rot" Name="Z-Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="65535~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="X-Flip" Name="X-Flip" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="L->R" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Y-Flip" Name="Y-Flip" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="T->B" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="White" Display="'White'" Dmx="8~15" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="16~23" Colour="255,0,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="24~31" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="32~39" Colour="0,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="40~47" Colour="0,255,255" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="48~55" Colour="0,0,255" />
      <Function ID="8" Name="Purple" Display="'Purple'" Dmx="56~63" Colour="128,0,255" />
      <Function ID="9" Name="Effect 1" Display="'Effect 1'" Dmx="64~71" Colour="0,0,0" />
      <Function ID="10" Name="Effect 2" Display="'Effect 2'" Dmx="72~79" Colour="0,0,0" />
      <Function ID="11" Name="Effect 3" Display="'Effect 3'" Dmx="80~87" Colour="0,0,0" />
      <Function ID="12" Name="Effect 4" Display="'Effect 4'" Dmx="88~95" Colour="0,0,0" />
      <Function ID="13" Name="Effect 5" Display="'Effect 5'" Dmx="96~103" Colour="0,0,0" />
      <Function ID="14" Name="Effect 6" Display="'Effect 6'" Dmx="104~111" Colour="0,0,0" />
      <Function ID="15" Name="Effect 7" Display="'Effect 7'" Dmx="112~119" Colour="0,0,0" />
      <Function ID="16" Name="Effect 8" Display="'Effect 8'" Dmx="120~127" Colour="0,0,0" />
      <Function ID="17" Name="Macro 1" Display="'Macro 1'" Dmx="128~143" Colour="0,0,0" />
      <Function ID="18" Name="Macro 2" Display="'Macro 2'" Dmx="144~159" Colour="0,0,0" />
      <Function ID="19" Name="Macro 3" Display="'Macro 3'" Dmx="160~175" Colour="0,0,0" />
      <Function ID="20" Name="Macro 4" Display="'Macro 4'" Dmx="176~191" Colour="0,0,0" />
      <Function ID="21" Name="Macro 5" Display="'Macro 5'" Dmx="192~207" Colour="0,0,0" />
      <Function ID="22" Name="Macro 6" Display="'Macro 6'" Dmx="208~223" Colour="0,0,0" />
      <Function ID="23" Name="Macro 7" Display="'Macro 7'" Dmx="224~239" Colour="0,0,0" />
      <Function ID="24" Name="Macro 8" Display="'Macro 8'" Dmx="240~255" Colour="0,0,0" />
      <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Write_In/Strb" Name="Write In/Strb" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~42" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="43~84" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="85~126" />
      <Function ID="5" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="127~255" />
    </Attribute>
    <Attribute ID="Deformation" Name="Deformation" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~31" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="128~143" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="144~159" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="160~175" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="176~191" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="192~207" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="208~223" />
      <Function ID="15" Name="Default" Display="'Default'" Dmx="224~255" />
      <Function ID="16" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Wave" Name="Wave" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~39" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~79" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="80~119" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="120~159" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="160~199" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="200~255" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Write_in_Mac" Name="Write in Mac" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~42" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="43~84" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="85~126" />
      <Function ID="5" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="127~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="X-Pos_Mac" Name="X-Pos Mac" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~32" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="33~64" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="65~96" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="97~128" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="129~160" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="161~192" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="193~224" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="225~255" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Y-Pos_Mac" Name="Y-Pos Mac" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~32" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="33~64" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="65~96" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="97~128" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="129~160" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="161~192" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="193~224" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="225~255" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Z-Pos_Mac" Name="Z-Pos Mac" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~32" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="33~64" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="65~96" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="97~128" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="129~160" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="161~192" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="193~224" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="225~255" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zoom_Mac" Name="Zoom Mac" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~32" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="33~64" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="65~96" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="97~128" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="129~160" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="161~192" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="193~224" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="225~255" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="X-Flip_Mac" Name="X-Flip Mac" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~32" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="33~64" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="65~96" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="97~128" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="129~160" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="161~192" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="193~224" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="225~255" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Y-Flip_Mac" Name="Y-Flip Mac" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~32" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="33~64" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="65~96" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="97~128" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="129~160" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="161~192" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="193~224" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="225~255" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="27 DMX" Channels="27" Id="8e02a27f-273c-4a32-8c31-535c1f7e81d1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Page/Macro" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Cue" ChannelOffset="7" Wheel="17" />
      <Attribute ID="Pan" ChannelOffset="8,9" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="10,11" Wheel="3" />
      <Attribute ID="Z-Rot" ChannelOffset="12,13" Wheel="19" />
      <Attribute ID="Zoom" ChannelOffset="14" Wheel="20" />
      <Attribute ID="X-Flip" ChannelOffset="15" Wheel="21" />
      <Attribute ID="Y-Flip" ChannelOffset="16" Wheel="49" />
      <Attribute ID="Colour1" ChannelOffset="17" Wheel="8" />
      <Attribute ID="Write_In/Strb" ChannelOffset="18" Wheel="5" />
      <Attribute ID="Deformation" ChannelOffset="19" Wheel="22" />
      <Attribute ID="Wave" ChannelOffset="20" Wheel="23" />
      <Attribute ID="Write_in_Mac" ChannelOffset="21" Wheel="24" />
      <Attribute ID="X-Pos_Mac" ChannelOffset="22" Wheel="52" />
      <Attribute ID="Y-Pos_Mac" ChannelOffset="23" Wheel="53" />
      <Attribute ID="Z-Pos_Mac" ChannelOffset="24" Wheel="54" />
      <Attribute ID="Zoom_Mac" ChannelOffset="25" Wheel="82" />
      <Attribute ID="X-Flip_Mac" ChannelOffset="26" Wheel="83" />
      <Attribute ID="Y-Flip_Mac" ChannelOffset="27" Wheel="84" />
    </Include>
  </Mode>
  <Mode Name="52 DMX" Channels="52" Id="a48e4b35-a60f-49c7-8d1e-1f3e9b08ee90">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
        <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Page/Macro" Wheel="14" />
        <Attribute ID="Cue" Wheel="17" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Z-Rot" Wheel="19" />
        <Attribute ID="Zoom" Wheel="20" />
        <Attribute ID="X-Flip" Wheel="21" />
        <Attribute ID="Y-Flip" Wheel="49" />
        <Attribute ID="Colour1" Wheel="8" />
        <Attribute ID="Write_In/Strb" Wheel="5" />
        <Attribute ID="Deformation" Wheel="22" />
        <Attribute ID="Wave" Wheel="23" />
        <Attribute ID="Write_in_Mac" Wheel="24" />
        <Attribute ID="X-Pos_Mac" Wheel="52" />
        <Attribute ID="Y-Pos_Mac" Wheel="53" />
        <Attribute ID="Z-Pos_Mac" Wheel="54" />
        <Attribute ID="Zoom_Mac" Wheel="82" />
        <Attribute ID="X-Flip_Mac" Wheel="83" />
        <Attribute ID="Y-Flip_Mac" Wheel="84" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Page/Macro" TargetId="Page/Macro" />
        <AttributeLink SourceId="Cue" TargetId="Cue" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Z-Rot" TargetId="Z-Rot" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="X-Flip" TargetId="X-Flip" />
        <AttributeLink SourceId="Y-Flip" TargetId="Y-Flip" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Write_In/Strb" TargetId="Write_In/Strb" />
        <AttributeLink SourceId="Deformation" TargetId="Deformation" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
        <AttributeLink SourceId="Write_in_Mac" TargetId="Write_in_Mac" />
        <AttributeLink SourceId="X-Pos_Mac" TargetId="X-Pos_Mac" />
        <AttributeLink SourceId="Y-Pos_Mac" TargetId="Y-Pos_Mac" />
        <AttributeLink SourceId="Z-Pos_Mac" TargetId="Z-Pos_Mac" />
        <AttributeLink SourceId="Zoom_Mac" TargetId="Zoom_Mac" />
        <AttributeLink SourceId="X-Flip_Mac" TargetId="X-Flip_Mac" />
        <AttributeLink SourceId="Y-Flip_Mac" TargetId="Y-Flip_Mac" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="28" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Page/Macro" TargetId="Page/Macro" />
        <AttributeLink SourceId="Cue" TargetId="Cue" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Z-Rot" TargetId="Z-Rot" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="X-Flip" TargetId="X-Flip" />
        <AttributeLink SourceId="Y-Flip" TargetId="Y-Flip" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Write_In/Strb" TargetId="Write_In/Strb" />
        <AttributeLink SourceId="Deformation" TargetId="Deformation" />
        <AttributeLink SourceId="Wave" TargetId="Wave" />
        <AttributeLink SourceId="Write_in_Mac" TargetId="Write_in_Mac" />
        <AttributeLink SourceId="X-Pos_Mac" TargetId="X-Pos_Mac" />
        <AttributeLink SourceId="Y-Pos_Mac" TargetId="Y-Pos_Mac" />
        <AttributeLink SourceId="Z-Pos_Mac" TargetId="Z-Pos_Mac" />
        <AttributeLink SourceId="Zoom_Mac" TargetId="Zoom_Mac" />
        <AttributeLink SourceId="X-Flip_Mac" TargetId="X-Flip_Mac" />
        <AttributeLink SourceId="Y-Flip_Mac" TargetId="Y-Flip_Mac" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="25" Hidden="True" Id="759f5676-ef5e-4f57-8397-935c65c69318">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Page/Macro" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Cue" ChannelOffset="5" Wheel="17" />
      <Attribute ID="Pan" ChannelOffset="6,7" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="8,9" Wheel="3" />
      <Attribute ID="Z-Rot" ChannelOffset="10,11" Wheel="19" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="20" />
      <Attribute ID="X-Flip" ChannelOffset="13" Wheel="21" />
      <Attribute ID="Y-Flip" ChannelOffset="14" Wheel="49" />
      <Attribute ID="Colour1" ChannelOffset="15" Wheel="8" />
      <Attribute ID="Write_In/Strb" ChannelOffset="16" Wheel="5" />
      <Attribute ID="Deformation" ChannelOffset="17" Wheel="22" />
      <Attribute ID="Wave" ChannelOffset="18" Wheel="23" />
      <Attribute ID="Write_in_Mac" ChannelOffset="19" Wheel="24" />
      <Attribute ID="X-Pos_Mac" ChannelOffset="20" Wheel="52" />
      <Attribute ID="Y-Pos_Mac" ChannelOffset="21" Wheel="53" />
      <Attribute ID="Z-Pos_Mac" ChannelOffset="22" Wheel="54" />
      <Attribute ID="Zoom_Mac" ChannelOffset="23" Wheel="82" />
      <Attribute ID="X-Flip_Mac" ChannelOffset="24" Wheel="83" />
      <Attribute ID="Y-Flip_Mac" ChannelOffset="25" Wheel="84" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="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="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>
  </swatchLibrary>
</Fixture>