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Showtec Phantom 100 Spot (Showtec_Phantom 100 Spot.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Phantom 100 Spot" ShortName="Ph100 Spot" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>823a34d7-a338-4b16-8628-7be18ecc7b42</Thumbnail>
  <History Date="10-08-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="03e21ecb-daea-40aa-92b5-1feb0f1d1930" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~250" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="132~167" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="168~203" />
      <Function ID="7" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="204~239" />
    </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="Red" Display="'Red'" Dmx="7~13" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="14~20" WheelPosition="2" Colour="255,255,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="21~27" WheelPosition="3" Colour="0,255,0" />
      <Function ID="5" Name="Orange" Display="'Orange'" Dmx="28~34" WheelPosition="4" Colour="255,128,0" />
      <Function ID="6" Name="Pink" Display="'Pink'" Dmx="35~41" WheelPosition="5" Colour="255,150,150" />
      <Function ID="7" Name="Light Green" Display="'Light Green'" Dmx="42~48" WheelPosition="6" Colour="128,255,0" />
      <Function ID="8" Name="Light Blue" Display="'Light Blue'" Dmx="49~55" WheelPosition="7" Colour="0,128,255" />
      <Function ID="9" Name="Dark Blue" Display="'Dark Blue'" Dmx="56~62" WheelPosition="8" Colour="0,0,180" />
      <Function ID="10" Name="Op - Rd" Display="'Op - Rd %.f%%',0~100" Dmx="66~79" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="Rd - Yel" Display="'Rd - Yel %.f%%',0~100" Dmx="80~93" WheelPosition="1" Colour="255,0,0" />
      <Function ID="12" Name="Yel - Grn" Display="'Yel - Grn %.f%%',0~100" Dmx="94~107" WheelPosition="2" Colour="255,255,0" />
      <Function ID="13" Name="Grn - Org" Display="'Grn - Org %.f%%',0~100" Dmx="108~120" WheelPosition="3" Colour="0,255,0" />
      <Function ID="14" Name="Org - Pk" Display="'Org - Pk %.f%%',0~100" Dmx="121~134" WheelPosition="4" Colour="255,128,0" />
      <Function ID="15" Name="Pk - L Grn" Display="'Pk - L Grn %.f%%',0~100" Dmx="135~148" WheelPosition="5" Colour="255,150,150" />
      <Function ID="16" Name="L Grn - L Blu" Display="'L Grn - L Blu %.f%%',0~100" Dmx="149~161" WheelPosition="6" Colour="128,255,0" />
      <Function ID="17" Name="L Blu - D Blu" Display="'L Blu - D Blu %.f%%',0~100" Dmx="162~175" WheelPosition="7" Colour="0,128,255" />
      <Function ID="18" Name="D Blu - Op" Display="'D Blu - Op %.f%%',0~100" Dmx="176~189" WheelPosition="8" Colour="0,0,180" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" Colour="0,0,0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" 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 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">
        <Swatch>5a056f63-48b2-4e1e-984b-106f77e6c528</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1">
        <Swatch>7f194d6b-d22d-4306-991e-0b9abd8f56b3</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2">
        <Swatch>92d4eef5-53ba-4852-9531-10d46e0fe782</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3">
        <Swatch>58cf2fad-6d5b-40ce-8019-7d93ba93cfbd</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4">
        <Swatch>0915e30f-0fdb-405d-88de-c343525498b1</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5">
        <Swatch>c1e1a387-433b-4ca2-8750-17a72110bc61</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6">
        <Swatch>05fff48d-b5f5-4722-817a-96d76f97a5a1</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7">
        <Swatch>187ce145-67d7-4f76-8c70-e79840c5aec2</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>5a056f63-48b2-4e1e-984b-106f77e6c528</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="64~71" WheelPosition="1">
        <Swatch>7f194d6b-d22d-4306-991e-0b9abd8f56b3</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="72~79" WheelPosition="2">
        <Swatch>92d4eef5-53ba-4852-9531-10d46e0fe782</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="80~87" WheelPosition="3">
        <Swatch>58cf2fad-6d5b-40ce-8019-7d93ba93cfbd</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="88~95" WheelPosition="4">
        <Swatch>0915e30f-0fdb-405d-88de-c343525498b1</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="96~103" WheelPosition="5">
        <Swatch>c1e1a387-433b-4ca2-8750-17a72110bc61</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="104~111" WheelPosition="6">
        <Swatch>05fff48d-b5f5-4722-817a-96d76f97a5a1</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="112~119" WheelPosition="7">
        <Swatch>187ce145-67d7-4f76-8c70-e79840c5aec2</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="189~128" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5,6,7" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="8" />
      <Function ID="1" Name="Index" Display="'%.f%%',0~100" Dmx="0~63" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="146~149" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="145~64" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="146~149" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="150~231" />
      <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="146~149" />
      <Function ID="7" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="232~255" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism_Func" Name="Prism Func" Description="" Group="E" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Prism" Display="'No Prism'" Dmx="0~0" Update="Prism" />
      <Function ID="2" Name="6-Facet Circular" Display="'6-Facet Circular'" Dmx="0~0" Update="Prism" />
      <Function ID="3" Name="5-Facet Linear" Display="'5-Facet Linear'" Dmx="0~0" Update="Prism" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Prism" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="No Prism" ID="1" If="'Prism_Func'==1" />
      <Condition Name="6-Facet Circular" ID="2,3,4,5" If="'Prism_Func'==2" />
      <Condition Name="5-Facet Linear" ID="6,7,8,9" If="'Prism_Func'==3" />
      <Else ID="10" />
      <Function ID="1" Name="Open" Display="''" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="3" Name="Prism" Display="'Prism'" Dmx="4~6" WheelPosition="1" />
      <Function ID="4" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="65~7" WheelPosition="2" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="66~123" WheelPosition="3" />
      <Function ID="6" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="7" Name="Prism" Display="'Prism'" Dmx="132~134" WheelPosition="1" />
      <Function ID="8" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="193~135" WheelPosition="2" />
      <Function ID="9" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~251" WheelPosition="3" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="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/T/G in Dark" Display="'P/T/G in Dark'" Dmx="40~47" />
      <Function ID="7" Name="All in Dark" Display="'All in Dark'" Dmx="48~55" />
      <Function ID="8" Name="All in Dark Off" Display="'All in Dark Off'" Dmx="56~95" />
      <Function ID="9" Name="Reset Pan" Display="'Reset Pan'" Dmx="96~103" />
      <Function ID="10" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="104~111" />
      <Function ID="11" Name="Reset Colour" Display="'Reset Colour'" Dmx="112~119" />
      <Function ID="12" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="120~127" />
      <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="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="8~23" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="24~39" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="40~55" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="56~71" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="72~87" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="88~103" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="104~119" />
      <Function ID="9" Name="Program 8" Display="'Program 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>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <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="8ef63536-dd60-4525-8ed3-fd95215925da" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="7" Wheel="15" />
      <Attribute ID="Prism_Func" Wheel="23" />
      <Attribute ID="Prism" ChannelOffset="8" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Program" ChannelOffset="10" Wheel="52" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <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="f85c0552-49ad-454d-ab67-aa8e89c2aa6c" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="10" Wheel="15" />
      <Attribute ID="Prism_Func" Wheel="23" />
      <Attribute ID="Prism" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="12" Wheel="20" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
      <Attribute ID="Program" ChannelOffset="14" Wheel="52" />
    </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:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <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/T/G 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 Name="All in Dark Off">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:7,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="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="10" Name="Light Blue" Number="7" Page="1" SetControl="Colour1:8,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="Colour1:6,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:6,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>
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</Swatch>
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</Swatch>
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Qw7gEzjmWufSSowrLYTe4Mp+Qy/VuKOQhIaBfqMDdBFFyVcQiuUvkThnJzS2TitddeE+eff75yNdiCjnMMU8+jK6+80hvBID52WESRNFyCU8+kEywLtKJLktDmmtFA+nVY0QKlY76SFYsZJEk2a9ZM1TfaAg++iWDM+DzsccJ8OnCfLKrw/0Mw7fKIJzlJlQpKOS5gqg8D5KoOkuV8R4LbCMGwHNmADGM+o3MJ8X9o21KW5gPsTC2gOJUi2Pa6dxA4TQKXukI2E1G71eeffz7R+ZQSKIBFN4KemDYglEd1uqnugI0RqeNx/ZmZf4uNyGeffRb2NsWpGtIYw5rUxhSSEsxlBsMhGLaZYLNgKTVUNiAtnZij7SxGJZCJYMyKhJZo4+wDdL+LIFh9uMUdpU/esrp3JF2zXVoDY0OEAYetRVl7WYEbiMYEdZ424CENq3kg4dMXwegnFeHjhFMNIFhd7W+lgc+WNAlsVQrJ82ratGnoe3ItMVCsIEuVkJCNkAkrDulN8+fP1/6eFQCzxXZGDIOloHNdI8HoIbTeeuslPhEbUCEU5WtDLqk6AnE4doG2vQVYdUwEI4bIMukj65WqIwuYCeYqw5QJysZstbNsnobqUsShAwFmW4Kx80cRyASWNR8Es6wqUwTTbiviNl1PganYlmDbbrtt5HtMT2V1APHEhQsXWrmMom78U089pTZMmEBJQD0qYaoIO7sOBNMmGLKWJwFuB1JPCOJGwaYB6YIFCxKdTymD/C42OTaiyuSJhYGdPdECPP9JALlYjiM0dWsaZ7CojMoouHRRw94LAzG6ckosjAPiiTYEI38+Chj7SQkGLGx0NYNpy6Ndc5N0sJ2GowiGJ7ocZJaSgKoqG5DPz4YprAKIvH0fsODIahBMK4uJtzYpWKepPK4gOVAIQn0xakOEnAIVWLos1xTIMvZhh1nYhLWMvgEfvhIb0OLPJU24OoPdoc2OG/MmjGBsmN54443EkRob5KwpPGAnqit1Twe2WpS9xpNCEWq5SjDZguosm4xXTI6oQht0aEueYGGJgy7ApqCqubrDNTs4DPnyK+aUYKZq7DjAvxM1G5Y7fIq6fPHFF96OFYacEsyntCMVLdWdYPjDbGCTM5cvx7WRYD4S+2w89LagSrk6ZLP6gE3WSb4krowE85Ea07Bhw8j3INiB8Y4RHwZynZAxqiAaNvZVvnosQTCyArOcXj66XLBE4gujg60JxLIiZIEUKDTAsVduEk2+QYqUzb3Lk5T7txBssdAQzMcajfsBbaso5T2bLhvEvvbcc09VDl+BGaQ1FVHUYzEEo0Q6q9LT1xpNmkkUwZjSbXLPqHCqECwcYQ5W37CYBedCMG0UmVZ1PmDTs5sQiI3mPlU21Rk2CQT5cj8ACzIvSs1gWfCl/YANRiVL2PFsHYhIabIzxQtdHWHj9nEtdk4Ci/umZrA5ut8w/dkmuYWBp44dIH2ETLBNh+ZYdGiLK+VZ6rDpR5QvgmGjW+T6zTESDD8Y8Sx2b0lBU4Qwgrk0TKDAlCKIH374IfF5lRqiJExJU8+XM9pyKTYTDGAb+SAYkj9kWpp8a6Si8DTYZFUgY45eBrLd1Q1RFdXkeVn0FlJIGidGNt4CimCz5EACJys5yJetQ6AaWQBT43fcFPQdipIOSIEZjH6Ppd5E1AWk4ETVqbpIZsbp8ZkOC27AqVk1lixZ8ru0bXh3lnwA0j++gGCGiWAAUTlbgnGhUe9zUaApddDlJCpB0MWFE6ftcjosGpa+B7dSoSKs7CyCkdCPp92HBCNFvLgsTOm6FNa6FIUicotOa3WxxaKWR/oQuOz8kzYwtdhMqJ1bimAzhUZhmhtO5qOPAgHArIPWgg7EJEnlxV6zAfqkaDfYioOUMnjAmcHC4Kr6aGqDaAO8CxZLJJxaSjBjFQBZlL4IRiMtPPZIm+tA8wFbggH0SWlGUO6yAkRDwiIdTASuBEtig6FxYaFcqTiVTjAqKLPWQnrlsBz5AOp4p5xyipIR0gEjFTvNNkefzQPuD2KU5Vxcgnx4GDAVbOpP02GpLaGFxWYCLv2fYGhpSkOfKS0rroMvjFihr+RBlGIohddlWOC8Q/f9zDPPtD4eMkI0mG/btm1Z7irpMhemMklg27WNHwY+TR/igDQfC3XDmXCKH9Lzwej3og0cUm7uq20veV80NDXp4JPzhRCwSw4+9smAAQNE//79vZxjMSFKbonZJKK6Oguohsete8WRa1EEvbR3UDrBpsqhvUO21Sy2oOchZNDldpHPhECHTRVzOthA0AQqX4l0+QDLWJjrhhmb0JkrbBIQTLBsrDE19UM6wVCQ5Y5nURsnKO6ApIo7KTCLMUuZbDFE1FjyXGYxiOUqmV7s4CEMk7XC9opQGdQiibCzRWc7OLRUjXjp2dNbRtphTG1adwUCsjQK8IV+/fqJ0aNHK/2rTOAaGTt2rNGlkQmIxY7SRVGx2IEzOWz2IuwWZfzrgMvDZaeeDmxxC53cJ1N9ikDm4zFeGDquQTBI4SJqEgZ2lEOGDFGyj7oMTLTicWtENTpn5kLvqpwSESEBs5Np9uJ6oSgdZ+fMjpvOaXHA/bJIbx+f/o/Mb8DaiQWXdQbMNAS/EdfwBbqIkGmB/lUmeFoGDRoU2vSKC8znwwTXShEsjWGK2zxMmC1xEOWwNQFH+B133BH1NrgzNf0//kMwOpXKGYo9qHYW8+kTS4EtNsrIuvSPVDN0nVYZ0fz27duXnbQmWbthu2GWxpNPPjn28WlVEwds9CykG6akd7sFujn4HmEgGE5N/FgufXSigIea1BuWysxaTL4QO8PMJpj45ngSfaV1FwvQPUUb37Q0sjzReThuvQTuCUtt1Szgu7TAPZn/ofsmVLfiBc0KVjHLYIv16tXL+QTDQOURHnzdJmL48OFKJDjVw2jMmDGie/fu1nlPpQJkFiZNmmSUzeLhI5M3STMKMovjgMwJwkMRgDNZldFZBJNT3N9ymRwpf9T6EGishE/M5ywG+vbtq7bAOnsKpyw2B6Qqx2YMbGQQmAurhOcBs2jKHgpSpuKA/uAWxv1IuJP5nyYnC01tzhWa2CQ2AE9a3LXcBHanGJE4ATOXPtwQFv6XkgTk4uEhJGQCzlQLAzsU2KtxpBzw2k+cODHqbfiHtI2QtASTTJwnbzhbO60txnaVJpe+XBYp0P+G7AicrNWh6RXLIrr1uA504BowcyUlF/fJ5NSOAiaRhXH/AJzR/SJMXYd0US3BaBuHEEmSXt4mkFjHRQ0rEikHYGyz3JvysggD4YKxCCxHgi66YTOkCWRoXHXVVTZvNaYWGwkmGfmqZD4Gj7YDALs7jEbfsxgod4IRi6XVMUmTOhDJoNG7qbGVK2x7HWUCH6TFjvVpuGL6ZZQ+GJ2VtARjFhs2bJjK7/KNcu3qgcQ4u2JTqIZZi5vKrOEr9Yi4Y5zdI6WENEa1gLn7loggmGTmc2GzGA5BbLGkTRvSQaMAXx3BigWkxpCihNPYtPumVoFZy6VG1AYXXXSR8ypDTJdUdIudI7NXaDqxjcKhcRZjh0EeFi3nfID0HZ62MLmnUgJivJAKN4upQp7ye3yApDzbyFi5AP9inLpWZlnL5Tl09gKRBAtmMRxo2nmWDFS2wC1btrQ5ISOQh+SCUB1TymC2wB0AseiBaZqxeJhYClmGcpHDRkrU0KFDnT9HCM4ycXNy1OwFbDVasRKJkmb5xfBR4WGeNWtW7HwxyEXmhKmpebGD1BpiiMiCM2PUq1dP+z6yIPDnEQ4iYJ1LWXY2Ya559yyNbEAszgu/l9XOwYpg8sJ8KJ9MtnV9dL/Hbjr++OOVA9YVEBS9CR/b8XyBG8cghIUNSowvDCz5EIpNUT7ESXbffXeV4esKh6XxJjhh80YXlekBchBr0AbL8EaPGjXKSfkGcmHYFpuXnkzaDh06KN8RszIBeZYc9DUofonSdWAmJvuArmYY72z186U6yHlyH6IavGaCFchyaURydYDtca3PQl6gn+Qs1ltkJJSlA5cFeUw2Hb8AOxzLKH1egQcdglCqz/LHK8s4VecUnaYDdwJ1BGx4KL6gniBOGrMvYHe5Lo2cO1kalkt2b7hge2xXnXyCUqSOHqT7JZ5fDH6eWpoyhWHw4MGhyYSFBvFQMjdKCZgpDBcws7KKWMo+ce8jA5PpcCKYPJklchaj3gyhKq0bmqmWdBoi/yb/C1vyONUwFZhBOAgbzxXMeJZZGnSE7bHEca137vQhj/+lJE5P+SOPt5ZB48aNU3KXujUdY5d0n+oQzM4X2GyQbRxVv5AJmpxSZ2EBSNWTe+96brFaycg/NFaSrLX80WjRE73HH0TANgVynkjzqZDLHzBFmIFcXUT4uyiWsazEupt7Huf8kvQqYh9MBWd93S/ZIUImCjfIumCXiVFfbpmohQS7WVYLm57n6UAdGr+jpfQV7gh3n0eA2ASTjF4oZzHSeV6UQyvqxQ6LTFVGBX5BJga+Q9cqbfQ/UOuxLJahZUhH7nWccwSJuq3JP/y2JBmaAslyeStwAuTCfmrUqJHT5yAXmwGHSqxu3GPnE0xD4nZ+gT3GN7WXxKkgNugijLmRB3INjmt3pcNXv0i2IqRmdvB0vAo0oKHFtGnTjLFOEwhPISajk2kwYIKouqeJ4YVggX8MIYU6cviRQ6zgP2jRooUKkrt2EZ4+fbrabDnUUpJx0NnV32WCt463gXgKOTvT5djO13GrO4gpDhw4UPmrolSmM0GxCFXgDqIw78rRMl28JCm8tlQO4pXkjU2TI14JcQVLQZUVUY+oDh+ZgFAUMZP37zAR0XiojUuc0Qbee3bLE/xckmxfUSFZbDBTUfhCvNZW1j0FjHlkr1CldADk2pd75/THLJCTpvAVksUHmSg33HCDsrlcQQZI165dVXaHA3JGLpATgoE0kpFuXbHJIkDOPssayo+usxbp14TmUCpyzOvH5mqTK3KBnBEMBCRrKn9EOaOyu9SAcA+9lyCXqU4yDChBUo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