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Prolight elumen8 Evora 850 Zoom Spot (Prolight_elumen8 Evora 850 Zoom Spot.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="elumen8 Evora 850 Zoom Spot" ShortName="Evora850ZS" Company="Prolight">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>e3603460-a474-44aa-80fb-cbb5a769d812</Thumbnail>
  <History Date="11-07-19" Author="Nic Morris" Comment="Created" />
  <History Date="12-07-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="27-10-19" Author="Nic Morris" Comment="Updated in line with latest charts.  Added gobo swatches." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c3df90d9-c70f-4989-8ae1-482b03b2b299" />
  <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="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="4" Lowlight="6" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="10" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="11,12,13,14" If="'Colour1Func'==3" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="6~11" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="12~17" Colour="255,128,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="18~23" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="24~29" Colour="0,255,0" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="30~35" Colour="0,0,255" />
      <Function ID="7" Name="Purple" Display="'Purple'" Dmx="36~41" Colour="128,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="42~47" Colour="0,255,255" />
      <Function ID="9" Name="Magenta" Display="'Magenta'" Dmx="48~53" Colour="255,0,255" />
      <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="54~192" Colour="0,0,0" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" Colour="0,0,0" />
      <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="223~193" Colour="0,0,0" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" Colour="0,0,0" />
      <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~225" Colour="0,0,0" />
      <Function ID="15" 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" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="19" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>3da5d8cf-f5a1-433e-9f82-21684b427ba2</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~20" WheelPosition="1">
        <Swatch>962ae6ff-fb02-4873-a75e-bc6f665a5fac</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="21~35" WheelPosition="2">
        <Swatch>e305b08c-b91f-45f1-9182-6f3250cbc2ba</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="36~50" WheelPosition="3">
        <Swatch>7879eb8d-2168-4833-a2b9-f633e0fca068</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="51~65" WheelPosition="4">
        <Swatch>ec2fb283-8ae7-4836-9816-07b2bcef508e</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="66~80" WheelPosition="5">
        <Swatch>2adbb60c-8031-4b11-9c34-6b24b6617c8b</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="81~95" WheelPosition="6">
        <Swatch>e33d95ca-f5d3-4bbf-a119-559baa71dc4b</Swatch>
      </Function>
      <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>3da5d8cf-f5a1-433e-9f82-21684b427ba2</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="96~110" WheelPosition="1">
        <Swatch>962ae6ff-fb02-4873-a75e-bc6f665a5fac</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="111~125" WheelPosition="2">
        <Swatch>e305b08c-b91f-45f1-9182-6f3250cbc2ba</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="126~140" WheelPosition="3">
        <Swatch>7879eb8d-2168-4833-a2b9-f633e0fca068</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="141~155" WheelPosition="4">
        <Swatch>ec2fb283-8ae7-4836-9816-07b2bcef508e</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="156~170" WheelPosition="5">
        <Swatch>2adbb60c-8031-4b11-9c34-6b24b6617c8b</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="171~185" WheelPosition="6">
        <Swatch>e33d95ca-f5d3-4bbf-a119-559baa71dc4b</Swatch>
      </Function>
      <Function ID="15" Name="Open" Display="'Open'" Dmx="186~192" WheelPosition="0">
        <Swatch>3da5d8cf-f5a1-433e-9f82-21684b427ba2</Swatch>
      </Function>
      <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="223~193" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" />
      <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~225" />
      <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Index" ID="1,2" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="3,4,5,6" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="7" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="6~127" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="192~192" />
      <Function ID="4" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="192~192" />
      <Function ID="6" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="255~193" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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" If="'Gobo2Func'==1" />
      <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==2" />
      <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo2Func'==3" />
      <Else ID="19" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>3da5d8cf-f5a1-433e-9f82-21684b427ba2</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~20" WheelPosition="1">
        <Swatch>d1df3950-2632-4848-8f6d-abab01b9598c</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="21~35" WheelPosition="2">
        <Swatch>5ce9fa41-12f5-49cf-aacf-5edcd069f894</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="36~50" WheelPosition="3">
        <Swatch>57e9aac7-9d4c-4590-8d2c-13971d296e04</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="51~65" WheelPosition="4">
        <Swatch>ad34f692-a683-454a-b1fa-7210696e935d</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="66~80" WheelPosition="5">
        <Swatch>d7897a04-3866-445a-826e-f888b7272189</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="81~95" WheelPosition="6">
        <Swatch>09129d9c-99f9-46c4-99bf-c059a9da7f40</Swatch>
      </Function>
      <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>3da5d8cf-f5a1-433e-9f82-21684b427ba2</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="96~110" WheelPosition="1">
        <Swatch>d1df3950-2632-4848-8f6d-abab01b9598c</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="111~125" WheelPosition="2">
        <Swatch>5ce9fa41-12f5-49cf-aacf-5edcd069f894</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="126~140" WheelPosition="3">
        <Swatch>57e9aac7-9d4c-4590-8d2c-13971d296e04</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="141~155" WheelPosition="4">
        <Swatch>ad34f692-a683-454a-b1fa-7210696e935d</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="156~170" WheelPosition="5">
        <Swatch>d7897a04-3866-445a-826e-f888b7272189</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="171~185" WheelPosition="6">
        <Swatch>09129d9c-99f9-46c4-99bf-c059a9da7f40</Swatch>
      </Function>
      <Function ID="15" Name="Open" Display="'Open'" Dmx="186~192" WheelPosition="0">
        <Swatch>3da5d8cf-f5a1-433e-9f82-21684b427ba2</Swatch>
      </Function>
      <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="223~193" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" />
      <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~225" />
      <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="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">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="6-Facet Circular" Display="'6-Facet Circular'" Dmx="6~255" />
    </Attribute>
    <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48573~32896" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="65535~49858" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="6~67" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="68~129" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="130~191" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" />
    </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="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 On" Display="'Move in Dark On'" Dmx="6~15" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="16~25" />
      <Function ID="4" Name="Pan Invert" Display="'Pan Invert'" Dmx="26~35" />
      <Function ID="5" Name="Pan Normal" Display="'Pan Normal'" Dmx="36~45" />
      <Function ID="6" Name="Tilt Invert" Display="'Tilt Invert'" Dmx="46~55" />
      <Function ID="7" Name="Tilt Normal" Display="'Tilt Normal'" Dmx="56~65" />
      <Function ID="8" Name="Reset P/T" Display="'Reset P/T'" Dmx="206~215" />
      <Function ID="9" Name="Reset Head" Display="'Reset Head'" Dmx="216~225" />
      <Function ID="10" Name="Reset All" Display="'Reset All'" Dmx="226~235" />
    </Attribute>
    <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="5-Facet Linear" Display="'5-Facet Linear'" Dmx="6~255" />
    </Attribute>
    <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="48573~32896" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="65535~49858" />
    </Attribute>
  </Control>
  <Mode Name="Basic, 17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b7a52823-f299-4483-96d3-0cd73750f164" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="6" Wheel="17" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="10" Wheel="20" />
      <Attribute ID="Prism_1" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Dim_Spd" ChannelOffset="15" Wheel="26" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
      <Attribute ID="PT_Speed" ChannelOffset="16" Wheel="25" />
      <Attribute ID="Prism_2" ChannelOffset="13" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="14" Wheel="54" />
    </Include>
  </Mode>
  <Mode Name="Standard, 23 DMX" Channels="23">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="06ec5f82-fe23-4eb1-8e4c-b9c81a84e80a" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="7" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="8" Wheel="17" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="10,11" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="12,13" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="14" Wheel="20" />
      <Attribute ID="Prism_1" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="16,17" Wheel="24" />
      <Attribute ID="Dim_Spd" ChannelOffset="21" Wheel="26" />
      <Attribute ID="Control" ChannelOffset="23" Wheel="28" />
      <Attribute ID="PT_Speed" ChannelOffset="22" Wheel="25" />
      <Attribute ID="Prism_2" ChannelOffset="18" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="19,20" Wheel="54" />
    </Include>
  </Mode>
  <Mode Name="Extended, 24 DMX" Channels="24">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9acfd277-519e-42f5-a729-719a0143bf84" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="7" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="8" Wheel="17" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="10,11" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="12,13" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="14" Wheel="20" />
      <Attribute ID="Prism_1" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="16,17" Wheel="24" />
      <Attribute ID="Auto" ChannelOffset="21" Wheel="82" />
      <Attribute ID="Dim_Spd" ChannelOffset="22" Wheel="26" />
      <Attribute ID="PT_Speed" ChannelOffset="23" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="24" Wheel="28" />
      <Attribute ID="Prism_2" ChannelOffset="18" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="19,20" Wheel="54" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Head">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pan Invert">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pan Normal">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tilt Invert">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Tilt Normal">
      <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="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="11" Name="Purple" Number="9" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Purple" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow 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>
    <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>
    <Swatch 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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>