View Personality

Elation Impression (Elation) (Elation_Impression.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Impression" ShortName="Impression" Company="Elation">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>d76ea732-f848-423a-b407-ba8f9e6252e0</Thumbnail>
  <History Date="29-08-07" Author="D.Milligan" Comment="Created" />
  <History Date="29-08-07" Author="D.Milligan" Comment="Checked" />
  <History Date="02-02-09" Author="D4 Personality Fixer 2009" Comment="Changed Function Names" />
  <History Date="19-04-12" Author="Locate Fix" Comment="Updated locate, power on, highlight and lowlight values to valid values" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="29-12-16" Author="Nic Morris" Comment="Revised Atlabase model ID and added mode ID's (used GLP Impression). Added palettes." />
  <History Date="29-12-16" Author="Nic Morris" Comment="Standardised conditionals.  Fixed duplicate functions in else conditions.  Increased wheel resolution." />
  <History Date="07-09-18" Author="Nic Morris" Comment="Revised Atlabase ID's.  Added product thumbnail." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="45d75131-c38a-4e26-b322-b5bcde2e1cbb" />
  <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="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="16,17" If="'Colour1Func'==2" />
      <Else ID="18" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Cyan" Display="'Cyan'" Dmx="8~15" Colour="0,255,255" />
      <Function ID="3" Name="Magenta" Display="'Magenta'" Dmx="16~23" Colour="255,0,255" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="24~31" Colour="255,255,0" />
      <Function ID="5" Name="Lavender" Display="'Lavender'" Dmx="32~39" Colour="181,126,220" />
      <Function ID="6" Name="Dark Lavender" Display="'Dark Lavender'" Dmx="40~47" Colour="115,79,150" />
      <Function ID="7" Name="Amber" Display="'Amber'" Dmx="48~55" Colour="255,100,0" />
      <Function ID="8" Name="Deep Golden" Display="'Deep Golden'" Dmx="56~63" Colour="184,134,11" />
      <Function ID="9" Name="Dark Blue" Display="'Deep Blue'" Dmx="64~71" Colour="0,0,180" />
      <Function ID="10" Name="Pink" Display="'Pink'" Dmx="72~79" Colour="255,150,150" />
      <Function ID="11" Name="Lime Green" Display="'Lime Green'" Dmx="80~87" Colour="50,205,50" />
      <Function ID="12" Name="Light Blue" Display="'Light Blue'" Dmx="88~95" Colour="0,128,255" />
      <Function ID="13" Name="Red" Display="'Red'" Dmx="96~103" Colour="255,0,0" />
      <Function ID="14" Name="Green" Display="'Green'" Dmx="104~111" Colour="0,255,0" />
      <Function ID="15" Name="Blue" Display="'Blue'" Dmx="112~119" Colour="0,0,255" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="120~127" Colour="255,255,255" />
      <Function ID="17" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
      <Function ID="18" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="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 %.1f%%',0.0~100.0" Dmx="80~239" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="16~47" Intensity="0~0" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="48~79" 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="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Max Power" Display="'Max Power'" Dmx="0~0" />
      <Function ID="2" Name="White Mode" Display="'White Mode'" Dmx="16~31" />
      <Function ID="3" Name="Safe" Display="'Safe'" Dmx="32~111" />
      <Function ID="4" Name="Chs C/C+1" Display="'Chs C/C+1 %.f%%',0~100" Dmx="112~127" />
      <Function ID="5" Name="Chs C/C+2" Display="'Chs C/C+2 %.f%%',0~100" Dmx="128~143" />
      <Function ID="6" Name="Safe" Display="'Safe'" Dmx="144~223" />
      <Function ID="7" Name="Fan Min" Display="'Fan Min'" Dmx="224~229" />
      <Function ID="8" Name="Safe" Display="'Safe'" Dmx="230~249" />
      <Function ID="9" Name="Reset" Display="'Reset'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Movement" Display="'No Movement'" Dmx="0~0" />
      <Function ID="2" Name="Pan 1 (0°)" Display="'Pan 1 (0°)'" Dmx="1~1" />
      <Function ID="3" Name="Pan 1 (90°)" Display="'Pan 1 (90°)'" Dmx="2~3" />
      <Function ID="4" Name="Pan 1 (180°)" Display="'Pan 1 (180°)'" Dmx="4~5" />
      <Function ID="5" Name="Pan 1 (270°)" Display="'Pan 1 (270°)'" Dmx="6~7" />
      <Function ID="6" Name="Pan 2 (0°)" Display="'Pan 2 (0°)'" Dmx="8~9" />
      <Function ID="7" Name="Pan 2 (90°)" Display="'Pan 2 (90°)'" Dmx="10~11" />
      <Function ID="8" Name="Pan 2 (180°)" Display="'Pan 2 (180°)'" Dmx="12~13" />
      <Function ID="9" Name="Pan 2 (270°)" Display="'Pan 2 (270°)'" Dmx="14~15" />
      <Function ID="10" Name="Pan 3 (0°)" Display="'Pan 3 (0°)'" Dmx="16~17" />
      <Function ID="11" Name="Pan 3 (90°)" Display="'Pan 3 (90°)'" Dmx="18~19" />
      <Function ID="12" Name="Pan 3 (180°)" Display="'Pan 3 (180°)'" Dmx="20~21" />
      <Function ID="13" Name="Pan 3 (270°)" Display="'Pan 3 (270°)'" Dmx="22~23" />
      <Function ID="14" Name="Pan 4 (0°)" Display="'Pan 4 (0°)'" Dmx="24~25" />
      <Function ID="15" Name="Pan 4 (90°)" Display="'Pan 4 (90°)'" Dmx="26~27" />
      <Function ID="16" Name="Pan 4 (180°)" Display="'Pan 4 (180°)'" Dmx="28~29" />
      <Function ID="17" Name="Pan 4 (270°)" Display="'Pan 4 (270°)'" Dmx="30~31" />
      <Function ID="18" Name="Tilt 1 (0°)" Display="'Tilt 1 (0°)'" Dmx="32~33" />
      <Function ID="19" Name="Tilt 1 (90°)" Display="'Tilt 1 (90°)'" Dmx="34~35" />
      <Function ID="20" Name="Tilt 1 (180°)" Display="'Tilt 1 (180°)'" Dmx="36~37" />
      <Function ID="21" Name="Tilt 1 (270°)" Display="'Tilt 1 (270°)'" Dmx="38~39" />
      <Function ID="22" Name="Tilt 2 (0°)" Display="'Tilt 2 (0°)'" Dmx="40~41" />
      <Function ID="23" Name="Tilt 2 (90°)" Display="'Tilt 2 (90°)'" Dmx="42~43" />
      <Function ID="24" Name="Tilt 2 (180°)" Display="'Tilt 2 (180°)'" Dmx="44~45" />
      <Function ID="25" Name="Tilt 2 (270°)" Display="'Tilt 2 (270°)'" Dmx="46~47" />
      <Function ID="26" Name="Tilt 3 (0°)" Display="'Tilt 3 (0°)'" Dmx="48~49" />
      <Function ID="27" Name="Tilt 3 (90°)" Display="'Tilt 3 (90°)'" Dmx="50~51" />
      <Function ID="28" Name="Tilt 3 (180°)" Display="'Tilt 3 (180°)'" Dmx="52~53" />
      <Function ID="29" Name="Tilt 3 (270°)" Display="'Tilt 3 (270°)'" Dmx="54~55" />
      <Function ID="30" Name="Tilt 4 (0°)" Display="'Tilt 4 (0°)'" Dmx="56~57" />
      <Function ID="31" Name="Tilt 4 (90°)" Display="'Tilt 4 (90°)'" Dmx="58~59" />
      <Function ID="32" Name="Tilt 4 (180°)" Display="'Tilt 4 (180°)'" Dmx="60~61" />
      <Function ID="33" Name="Tilt 4 (270°)" Display="'Tilt 4 (270°)'" Dmx="62~63" />
      <Function ID="34" Name="P/T 1 (0°)" Display="'P/T 1 (0°)'" Dmx="64~65" />
      <Function ID="35" Name="P/T 1 (90°)" Display="'P/T 1 (90°)'" Dmx="66~67" />
      <Function ID="36" Name="P/T 1 (180°)" Display="'P/T 1 (180°)'" Dmx="68~69" />
      <Function ID="37" Name="P/T 1 (270°)" Display="'P/T 1 (270°)'" Dmx="70~71" />
      <Function ID="38" Name="P/T 2 (0°)" Display="'P/T 2 (0°)'" Dmx="72~73" />
      <Function ID="39" Name="P/T 2 (90°)" Display="'P/T 2 (90°)'" Dmx="74~75" />
      <Function ID="40" Name="P/T 2 (180°)" Display="'P/T 2 (180°)'" Dmx="76~77" />
      <Function ID="41" Name="P/T 2 (270°)" Display="'P/T 2 (270°)'" Dmx="78~79" />
      <Function ID="42" Name="P/T 3 (0°)" Display="'P/T 3 (0°)'" Dmx="80~81" />
      <Function ID="43" Name="P/T 3 (90°)" Display="'P/T 3 (90°)'" Dmx="82~83" />
      <Function ID="44" Name="P/T 3 (180°)" Display="'P/T 3 (180°)'" Dmx="84~85" />
      <Function ID="45" Name="P/T 3 (270°)" Display="'P/T 3 (270°)'" Dmx="86~87" />
      <Function ID="46" Name="P/T 4 (0°)" Display="'P/T 4 (0°)'" Dmx="88~89" />
      <Function ID="47" Name="P/T 4 (90°)" Display="'P/T 4 (90°)'" Dmx="90~91" />
      <Function ID="48" Name="P/T 4 (180°)" Display="'P/T 4 (180°)'" Dmx="92~93" />
      <Function ID="49" Name="P/T 4 (270°)" Display="'P/T 4 (270°)'" Dmx="94~95" />
      <Function ID="50" Name="P/T I 1 (0°)" Display="'P/T I 1 (0°)'" Dmx="96~97" />
      <Function ID="51" Name="P/T I 1 (90°)" Display="'P/T I 1 (90°)'" Dmx="98~99" />
      <Function ID="52" Name="P/T I 1 (180°)" Display="'P/T I 1 (180°)'" Dmx="100~101" />
      <Function ID="53" Name="P/T I 1 (270°)" Display="'P/T I 1 (270°)'" Dmx="102~103" />
      <Function ID="54" Name="P/T I 2 (0°)" Display="'P/T I 2 (0°)'" Dmx="104~105" />
      <Function ID="55" Name="P/T I 2 (90°)" Display="'P/T I 2 (90°)'" Dmx="106~107" />
      <Function ID="56" Name="P/T I 2 (180°)" Display="'P/T I 2 (180°)'" Dmx="108~109" />
      <Function ID="57" Name="P/T I 2 (270°)" Display="'P/T I 2 (270°)'" Dmx="110~111" />
      <Function ID="58" Name="P/T I 3 (0°)" Display="'P/T I 3 (0°)'" Dmx="112~113" />
      <Function ID="59" Name="P/T I 3 (90°)" Display="'P/T I 3 (90°)'" Dmx="114~115" />
      <Function ID="60" Name="P/T I 3 (180°)" Display="'P/T I 3 (180°)'" Dmx="116~117" />
      <Function ID="61" Name="P/T I 3 (270°)" Display="'P/T I 3 (270°)'" Dmx="118~119" />
      <Function ID="62" Name="P/T I 4 (0°)" Display="'P/T I 4 (0°)'" Dmx="120~121" />
      <Function ID="63" Name="P/T I 4 (90°)" Display="'P/T I 4 (90°)'" Dmx="122~123" />
      <Function ID="64" Name="P/T I 4 (180°)" Display="'P/T I 4 (180°)'" Dmx="124~125" />
      <Function ID="65" Name="P/T I 4 (270°)" Display="'P/T I 4 (270°)'" Dmx="126~127" />
      <Function ID="66" Name="Crcl 1 (0°)" Display="'Crcl 1 (0°)'" Dmx="128~129" />
      <Function ID="67" Name="Crcl 1 (90°)" Display="'Crcl 1 (90°)'" Dmx="130~131" />
      <Function ID="68" Name="Crcl 1 (180°)" Display="'Crcl 1 (180°)'" Dmx="132~133" />
      <Function ID="69" Name="Crcl 1 (270°)" Display="'Crcl 1 (270°)'" Dmx="134~135" />
      <Function ID="70" Name="Crcl 2 (0°)" Display="'Crcl 2 (0°)'" Dmx="136~137" />
      <Function ID="71" Name="Crcl 2 (90°)" Display="'Crcl 2 (90°)'" Dmx="138~139" />
      <Function ID="72" Name="Crcl 2 (180°)" Display="'Crcl 2 (180°)'" Dmx="140~141" />
      <Function ID="73" Name="Crcl 2 (270°)" Display="'Crcl 2 (270°)'" Dmx="142~143" />
      <Function ID="74" Name="Crcl 3 (0°)" Display="'Crcl 3 (0°)'" Dmx="144~145" />
      <Function ID="75" Name="Crcl 3 (90°)" Display="'Crcl 3 (90°)'" Dmx="146~147" />
      <Function ID="76" Name="Crcl 3 (180°)" Display="'Crcl 3 (180°)'" Dmx="148~149" />
      <Function ID="77" Name="Crcl 3 (270°)" Display="'Crcl 3 (270°)'" Dmx="150~151" />
      <Function ID="78" Name="Crcl 4 (0°)" Display="'Crcl 4 (0°)'" Dmx="152~153" />
      <Function ID="79" Name="Crcl 4 (90°)" Display="'Crcl 4 (90°)'" Dmx="154~155" />
      <Function ID="80" Name="Crcl 4 (180°)" Display="'Crcl 4 (180°)'" Dmx="156~157" />
      <Function ID="81" Name="Crcl 4 (270°)" Display="'Crcl 4 (270°)'" Dmx="158~159" />
      <Function ID="82" Name="Crcl I 1 (0°)" Display="'Crcl I 1 (0°)'" Dmx="160~161" />
      <Function ID="83" Name="Crcl I 1 (90°)" Display="'Crcl I 1 (90°)'" Dmx="162~163" />
      <Function ID="84" Name="Crcl I 1 (180°)" Display="'Crcl I 1 (180°)'" Dmx="164~165" />
      <Function ID="85" Name="Crcl I 1 (270°)" Display="'Crcl I 1 (270°)'" Dmx="166~167" />
      <Function ID="86" Name="Crcl I 2 (0°)" Display="'Crcl I 2 (0°)'" Dmx="168~169" />
      <Function ID="87" Name="Crcl I 2 (90°)" Display="'Crcl I 2 (90°)'" Dmx="170~171" />
      <Function ID="88" Name="Crcl I 2 (180°)" Display="'Crcl I 2 (180°)'" Dmx="172~173" />
      <Function ID="89" Name="Crcl I 2 (270°)" Display="'Crcl I 2 (270°)'" Dmx="174~175" />
      <Function ID="90" Name="Crcl I 3 (0°)" Display="'Crcl I 3 (0°)'" Dmx="176~177" />
      <Function ID="91" Name="Crcl I 3 (90°)" Display="'Crcl I 3 (90°)'" Dmx="178~179" />
      <Function ID="92" Name="Crcl I 3 (180°)" Display="'Crcl I 3 (180°)'" Dmx="180~181" />
      <Function ID="93" Name="Crcl I 3 (270°)" Display="'Crcl I 3 (270°)'" Dmx="182~183" />
      <Function ID="94" Name="Crcl I 4 (0°)" Display="'Crcl I 4 (0°)'" Dmx="184~185" />
      <Function ID="95" Name="Crcl I 4 (90°)" Display="'Crcl I 4 (90°)'" Dmx="186~187" />
      <Function ID="96" Name="Crcl I 4 (180°)" Display="'Crcl I 4 (180°)'" Dmx="188~189" />
      <Function ID="97" Name="Crcl I 4 (270°)" Display="'Crcl I 4 (270°)'" Dmx="190~191" />
      <Function ID="98" Name="Eight 1 (0°)" Display="'Eight 1 (0°)'" Dmx="192~193" />
      <Function ID="99" Name="Eight 1 (90°)" Display="'Eight 1 (90°)'" Dmx="194~195" />
      <Function ID="100" Name="Eight 1 (180°)" Display="'Eight 1 (180°)'" Dmx="196~197" />
      <Function ID="101" Name="Eight 1 (270°)" Display="'Eight 1 (270°)'" Dmx="198~199" />
      <Function ID="102" Name="Eight 2 (0°)" Display="'Eight 2 (0°)'" Dmx="200~201" />
      <Function ID="103" Name="Eight 2 (90°)" Display="'Eight 2 (90°)'" Dmx="202~203" />
      <Function ID="104" Name="Eight 2 (180°)" Display="'Eight 2 (180°)'" Dmx="204~205" />
      <Function ID="105" Name="Eight 2 (270°)" Display="'Eight 2 (270°)'" Dmx="206~207" />
      <Function ID="106" Name="Eight 3 (0°)" Display="'Eight 3 (0°)'" Dmx="208~209" />
      <Function ID="107" Name="Eight 3 (90°)" Display="'Eight 3 (90°)'" Dmx="210~211" />
      <Function ID="108" Name="Eight 3 (180°)" Display="'Eight 3 (180°)'" Dmx="212~213" />
      <Function ID="109" Name="Eight 3 (270°)" Display="'Eight 3 (270°)'" Dmx="214~215" />
      <Function ID="110" Name="Eight 4 (0°)" Display="'Eight 4 (0°)'" Dmx="216~217" />
      <Function ID="111" Name="Eight 4 (90°)" Display="'Eight 4 (90°)'" Dmx="218~219" />
      <Function ID="112" Name="Eight 4 (180°)" Display="'Eight 4 (180°)'" Dmx="220~221" />
      <Function ID="113" Name="Eight 4 (270°)" Display="'Eight 4 (270°)'" Dmx="222~223" />
      <Function ID="114" Name="Rnd 1 (0°)" Display="'Rnd 1 (0°)'" Dmx="224~225" />
      <Function ID="115" Name="Rnd 1 (90°)" Display="'Rnd 1 (90°)'" Dmx="226~227" />
      <Function ID="116" Name="Rnd 1 (180°)" Display="'Rnd 1 (180°)'" Dmx="228~229" />
      <Function ID="117" Name="Rnd 1 (270°)" Display="'Rnd 1 (270°)'" Dmx="230~231" />
      <Function ID="118" Name="Rnd 2 (0°)" Display="'Rnd 2 (0°)'" Dmx="232~233" />
      <Function ID="119" Name="Rnd 2 (90°)" Display="'Rnd 2 (90°)'" Dmx="234~235" />
      <Function ID="120" Name="Rnd 2 (180°)" Display="'Rnd 2 (180°)'" Dmx="236~237" />
      <Function ID="121" Name="Rnd 2 (270°)" Display="'Rnd 2 (270°)'" Dmx="238~239" />
      <Function ID="122" Name="Rnd 3 (0°)" Display="'Rnd 3 (0°)'" Dmx="240~241" />
      <Function ID="123" Name="Rnd 3 (90°)" Display="'Rnd 3 (90°)'" Dmx="242~243" />
      <Function ID="124" Name="Rnd 3 (180°)" Display="'Rnd 3 (180°)'" Dmx="244~245" />
      <Function ID="125" Name="Rnd 3 (270°)" Display="'Rnd 3 (270°)'" Dmx="246~247" />
      <Function ID="126" Name="Rnd 4 (0°)" Display="'Rnd 4 (0°)'" Dmx="248~249" />
      <Function ID="127" Name="Rnd 4 (90°)" Display="'Rnd 4 (90°)'" Dmx="250~251" />
      <Function ID="128" Name="Rnd 4 (180°)" Display="'Rnd 4 (180°)'" Dmx="252~253" />
      <Function ID="129" Name="Rnd 4 (270°)" Display="'Rnd 4 (270°)'" Dmx="254~255" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="16~255" />
      <Function ID="2" Name="Tracking" Display="'Tracking'" Dmx="0~0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter1" 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 %.1f%%',0.0~100.0" Dmx="80~239" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="16~47" Intensity="0~0" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="48~79" Intensity="0~0" />
      <Function ID="6" Name="Open" Display="'Open'" Dmx="240~249" />
      <Function ID="7" Name="Reset" Display="'Reset'" Dmx="250~250" Intensity="0~0" />
    </Attribute>
  </Control>
  <Mode Name="Normal Mode, 14 DMX" Channels="14">
    <Import PearlRef="EL_IMPRES1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="660" TiltMax="300" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="7024f120-8b93-489c-98c3-1d3625c76f61" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="6" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8" Wheel="12" />
      <Attribute ID="CTO" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="12" Wheel="28" />
      <Attribute ID="P/T_Macro" ChannelOffset="13" Wheel="22" />
      <Attribute ID="PT_Speed" ChannelOffset="14" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Compress Mode. 10 DMX" Channels="10">
    <Import PearlRef="EL_IMPRES2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="660" TiltMax="300" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6ca966fb-541b-444a-8af2-1434cc0b9480" />
    <Include>
      <Attribute ID="Shutter1" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
      <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="Red" ChannelOffset="6" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8" Wheel="12" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:9,Shutter1:7" Delay="5000" />
      <Set Channel="Control:1,Shutter1:2" Delay="1000" />
    </Macro>
  </Macro>
  <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>
  </Palettes>
  <swatchLibrary>
    <Swatch id="d76ea732-f848-423a-b407-ba8f9e6252e0">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</Swatch>
  </swatchLibrary>
</Fixture>