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Showtec Phantom 75 LED Spot (Showtec_Phantom 75 LED Spot.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Phantom 75 LED Spot" ShortName="Phantom75" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>6140489d-7828-4670-9c05-c24f7e2f4b40</Thumbnail>
  <History Date="24-05-11" Author="John Rogers" Comment="Created" />
  <History Date="19-04-12" Author="Locate Fix" Comment="Updated locate, power on, highlight and lowlight values to valid values" />
  <History Date="03-01-13" Author="Peter Budd" Comment="Created from Stairville MH-X50+ LED Spot" />
  <History Date="25-03-13" Author="Peter Budd" Comment="Created from the Osiris 300 Pro LED Spot " />
  <History Date="22-04-16" Author="Gregory Haynes" Comment="Added highlight and lowlight values" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="18-04-19" Author="Nic Morris" Comment="Added product thumbnail.  Added gobo swatches." />
  <History Date="18-04-19" Author="Nic Morris" Comment="Reordered gobo shake.  Added colour function index.  Fixed gobo conditions so you could actually have a gobo and a gobo rotate!" />
  <History Date="18-04-19" Author="Nic Morris" Comment="Corrected light green colour function name (previously was dark green)." />
  <History Date="18-04-19" Author="Nic Morris" Comment="Revised CW gobo and prism wheel direction.  Increased wheel resolution." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="18b057cd-ad27-4d2d-8bb0-8208f156217f" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="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="2" Lowlight="9" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Split Gel" 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="Yellow" Display="'Yellow'" Dmx="7~13" WheelPosition="1" Colour="255,255,0" />
      <Function ID="3" Name="Pink" Display="'Pink'" Dmx="14~20" WheelPosition="2" Colour="255,150,150" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="21~27" WheelPosition="3" Colour="0,255,0" />
      <Function ID="5" Name="Red" Display="'Red'" Dmx="28~34" WheelPosition="4" Colour="255,0,0" />
      <Function ID="6" Name="Light Blue" Display="'Light Blue'" Dmx="35~41" WheelPosition="5" Colour="0,128,255" />
      <Function ID="7" Name="Light Green" Display="'Light Green'" Dmx="42~48" WheelPosition="6" Colour="128,255,128" />
      <Function ID="8" Name="Orange" Display="'Orange'" Dmx="49~55" WheelPosition="7" Colour="255,128,0" />
      <Function ID="9" Name="Dark Blue" Display="'Deep Blue'" Dmx="56~63" WheelPosition="8" Colour="0,0,180" />
      <Function ID="10" Name="Op/ Yel" Display="'Op/ Yel %.f%%',0~100" Dmx="64~70" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="Yel/ Pk" Display="'Yel/ Pk %.f%%',0~100" Dmx="71~77" WheelPosition="1" Colour="255,255,0" />
      <Function ID="12" Name="Pk/ Grn" Display="'Pk/ Grn %.f%%',0~100" Dmx="78~84" WheelPosition="2" Colour="255,150,150" />
      <Function ID="13" Name="Grn/ Rd" Display="'Grn/ Rd %.f%%',0~100" Dmx="85~91" WheelPosition="3" Colour="0,255,0" />
      <Function ID="14" Name="Rd/ L Blu" Display="'Rd/ L Blu %.f%%',0~100" Dmx="92~98" WheelPosition="4" Colour="255,0,0" />
      <Function ID="15" Name="L Blu/ L Grn" Display="'L Blu/ L Grn %.f%%',0~100" Dmx="99~105" WheelPosition="5" Colour="0,128,255" />
      <Function ID="16" Name="L Grn/ Org" Display="'L Grn/ Org %.f%%',0~100" Dmx="106~112" WheelPosition="6" Colour="0,180,0" />
      <Function ID="17" Name="Org/ D Blu" Display="'Org/ D Blu %.f%%',0~100" Dmx="113~119" WheelPosition="7" Colour="255,128,0" />
      <Function ID="18" Name="D Blu/ Op" Display="'D Blu/ Op %.f%%',0~100" Dmx="120~127" WheelPosition="8" Colour="0,0,180" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~128" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" 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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="8~76" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="146~215" Intensity="0~0" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="77~145" Intensity="0~0" />
      <Function ID="6" Name="Open" Display="'Open'" Dmx="216~255" Intensity="0~0" />
    </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" Intensity="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="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d53fb171-f7e0-4885-a4a4-754918b36afd</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>146d849e-a589-4a07-aefa-6c7063eacd10</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>5585eeed-8ec1-46be-89dc-fec1dcebc8b8</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>132d78a5-26db-4d0c-a6d5-667e8e7e43bf</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>cacd00f8-3d4c-46b5-bbe0-76b1f37704d4</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>f53402fc-6deb-4c57-9b0c-e3f9fb6dc89d</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>231265d6-2c9f-4fb1-87fb-60f0888b4540</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>212c424f-47d0-48e0-884a-c89daae617e2</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d53fb171-f7e0-4885-a4a4-754918b36afd</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="112~119" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>146d849e-a589-4a07-aefa-6c7063eacd10</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="104~111" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>5585eeed-8ec1-46be-89dc-fec1dcebc8b8</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="96~103" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>132d78a5-26db-4d0c-a6d5-667e8e7e43bf</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="88~95" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>cacd00f8-3d4c-46b5-bbe0-76b1f37704d4</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="80~87" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>f53402fc-6deb-4c57-9b0c-e3f9fb6dc89d</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="72~79" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>231265d6-2c9f-4fb1-87fb-60f0888b4540</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="64~71" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>212c424f-47d0-48e0-884a-c89daae617e2</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="120~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~128" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="120~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </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" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="7" />
      <Function ID="1" Name="Index" Display="'%.f%%',0~100" Dmx="0~63" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="147~67" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="148~231" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="232~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="8~15" />
      <Function ID="3" Name="Col in Dark" Display="'Col in Dark'" Dmx="16~23" />
      <Function ID="4" Name="Gobo in Dark" Display="'Gobo in Dark'" Dmx="24~31" />
      <Function ID="5" Name="P/T/C in Dark" Display="'P/T/C in Dark'" Dmx="32~39" />
      <Function ID="6" Name="P/TG in Dark" Display="'P/TG in Dark'" Dmx="40~47" />
      <Function ID="7" Name="All in Dark" Display="'All in Dark'" Dmx="48~55" />
      <Function ID="8" Name="Reset Pan" Display="'Reset Pan'" Dmx="96~103" />
      <Function ID="9" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="104~111" />
      <Function ID="10" Name="Reset Colour" Display="'Reset Colour'" Dmx="112~119" />
      <Function ID="11" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="120~127" />
      <Function ID="12" Name="Reset Gobo Rot" Display="'Reset Gobo Rot'" Dmx="128~135" />
      <Function ID="13" Name="Reset Prism" Display="'Reset Prism'" Dmx="136~143" />
      <Function ID="14" Name="Reset Focus" Display="'Reset Focus'" Dmx="144~151" />
      <Function ID="15" Name="Reset All" Display="'Reset All'" Dmx="152~159" />
    </Attribute>
    <Attribute ID="Macros" Name="Macros" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~23" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="24~39" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="40~55" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~71" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="72~87" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="88~103" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="104~119" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="120~135" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="136~151" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="152~167" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="168~183" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="184~199" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="200~215" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="216~231" />
      <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="232~247" />
      <Function ID="17" Name="Sound 8" Display="'Sound 8'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="8~12" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="130~13" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="248~255" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="131~247" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX, 16bit" Channels="14">
    <Import PearlRef="SH_Ph75Sp14" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="feb94b5b-4f45-4b6d-abed-09e2cae11e3d" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="10" Wheel="15" />
      <Attribute ID="Focus" ChannelOffset="14" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="13" Wheel="23" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
      <Attribute ID="Macros" ChannelOffset="12" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="8 DMX, 8bit" Channels="8">
    <Import PearlRef="SH_Ph75Sp_8" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0b794730-bf01-4f8c-bb2d-43939c23338d" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="7" Wheel="15" />
      <Attribute ID="Prism" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Pan">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo Rot">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Prism">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Focus">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col in Dark">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo in Dark">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T/C in Dark">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/TG in Dark">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="All in Dark">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:2,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="Light Blue" Number="6" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="10" Name="Light Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="11" Name="Dark Blue" Number="9" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="12" Name="Pink" Number="10" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="15" Name="Dark Blue" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func: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" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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</Swatch>
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