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High End Lonestar (High End_Lonestar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Lonestar" ShortName="Lonestar" Company="High End" Version="29">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>b85cb627-afac-4bc9-961c-35887b0fc43b</Thumbnail>
  <History Date="01-02-15" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="30-03-15" Author="Nic Morris" Comment="Added missing prism function ranges and removed animation functions in response to customer bug report." Version="2" />
  <History Date="30-03-15" Author="Nic Morris" Comment="Revised blades in line with latest documentation in response to customer bug report." Version="3" />
  <History Date="30-03-15" Author="Nic Morris" Comment="Revised animation functions in line with latest documentation in response to customer bug report." Version="4" />
  <History Date="19-09-15" Author="Nic Morris" Comment="Revised blades against actual fixture." Version="5" />
  <History Date="27-09-15" Author="Nic Morris" Comment="Revised fixed colour function names against physical fixture." Version="6" />
  <History Date="27-09-15" Author="Nic Morris" Comment="Added stop function to animation in line with latest spec (1.0.7)" Version="7" />
  <History Date="27-09-15" Author="Nic Morris" Comment="Updated control functions and macros to latest spec (1.0.7)" Version="8" />
  <History Date="02-12-15" Author="Nic Morris" Comment="Increased macro delay and tested with actual fixture." Version="9" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="10" />
  <History Date="25-07-17" Author="Nic Morris" Comment="Changed Blade All Rot to a single range for Attribute Editor compatibility." Version="11" />
  <History Date="25-07-17" Author="Nic Morris" Comment="Added gobo names.  Moved indigo into cell for HTP control." Version="12" />
  <History Date="25-07-17" Author="Nic Morris" Comment="Changed AutoFocus to 8bit and added separate AutoFocus Adj control." Version="13" />
  <History Date="25-07-17" Author="Nic Morris" Comment="Changed indigo func to default at independent dimmer." Version="14" />
  <History Date="25-07-17" Author="Nic Morris" Comment="Fixed CMY random condition.  Shortened Gobo 1 Rot Func name to comply with 14char limit." Version="15" />
  <History Date="26-01-18" Author="Nic Morris" Comment="Created from High End SolaSpot Pro 1500 (identical - no gobo images available)" Version="16" />
  <History Date="24-10-18" Author="Nic Morris" Comment="Created from High End SolaFrame 2000" Version="17" />
  <History Date="21-03-19" Author="Nic Morris" Comment="Created from High End SolaFrame 1500" Version="18" />
  <History Date="21-03-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="19" />
  <History Date="21-07-21" Author="Nic Morris" Comment="Created from High End SolaFrame 1000" Version="20" />
  <History Date="23-07-21" Author="Nic Morris" Comment="Changed name from SolaFrame 1000 High CRI to SolaFrame 1000 (High CRI) and added Atlabase IDs" Version="21" />
  <History Date="25-11-21" Author="Nic Morris" Comment="Created from High End SolaFrame 1000 (High CRI) (note gobo names in datasheet don't match charts.  used datasheet)" Version="22" />
  <History Date="26-11-21" Author="Nic Morris" Comment="Inverted dimmer in line with charts ('full to off')" Version="24" />
  <History Date="21-12-21" Author="Nic Morris" Comment="Created from High End SolaFrame Studio" Version="25" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="19538" />
  </RDM>
  <AtlaBase TypeID="0dc74839-e14a-4d08-a211-d203a45c6ee4" />
  <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="C-Mix_Func" Name="C-Mix Func" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Pure Mix" Display="'Pure Mix'" Dmx="0~0" Update="Cyan, Magenta, Yellow" />
      <Function ID="2" Name="Cycle " Display="'Cycle'" Dmx="32~47" Update="Cyan, Magenta, Yellow" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="48~63" Update="Cyan, Magenta, Yellow" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Cyan, Magenta, Yellow" />
    </Attribute>
    <Attribute ID="Cyan" Name="Cyan" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Condition Name="Pure Mix" ID="1" If="'C-Mix_Func'==1" />
      <Condition Name="Cycle" ID="2" If="'C-Mix_Func'==2||'C-Mix_Func'==3" />
      <Else ID="3" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="0,255,255" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Magenta" Name="Magenta" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Condition Name="Pure Mix" ID="1" If="'C-Mix_Func'==1" />
      <Condition Name="Cycle" ID="2" If="'C-Mix_Func'==2||'C-Mix_Func'==3" />
      <Else ID="3" />
      <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,0,255" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Yellow" Name="Yellow" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" />
      <Condition Name="Pure Mix" ID="1" If="'C-Mix_Func'==1" />
      <Condition Name="Cycle" ID="2" If="'C-Mix_Func'==2||'C-Mix_Func'==3" />
      <Else ID="3" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,255,0" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="255~0" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C">
      <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="Scan" Display="'Scan'" Dmx="64~79" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Index" Display="'Index'" Dmx="48~63" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Colour1" Colour="0,0,0" />
      <Function ID="5" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Colour1" Colour="0,0,0" />
      <Function ID="6" Name="Random" Display="'Random'" Dmx="80~95" Update="Colour1" Colour="0,0,0" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23" If="'Colour1Func'<3" />
      <Condition Name="Index" ID="24" If="'Colour1Func'==3" />
      <Condition Name="Speed" ID="25,26" If="'Colour1Func'>3&&'Colour1Func'<7" />
      <Else ID="27" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Op/ Red" Display="'Op/ Red'" Dmx="11~21" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="22~32" Colour="255,0,0" />
      <Function ID="4" Name="Red/ Blu" Display="'Red/ Blu'" Dmx="33~43" Colour="255,0,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="44~54" Colour="0,0,255" />
      <Function ID="6" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="55~65" Colour="0,0,255" />
      <Function ID="7" Name="Green" Display="'Green'" Dmx="66~76" Colour="0,255,0" />
      <Function ID="8" Name="Grn/ Yel" Display="'Grn/ Yel'" Dmx="77~87" Colour="0,255,0" />
      <Function ID="9" Name="Yellow" Display="'Yellow'" Dmx="88~98" Colour="255,255,0" />
      <Function ID="10" Name="Yel/ Ppl" Display="'Yel/ Ppl'" Dmx="99~109" Colour="255,255,0" />
      <Function ID="11" Name="Purple" Display="'Purple'" Dmx="110~120" Colour="128,0,255" />
      <Function ID="12" Name="Ppl/ TM-30" Display="'Ppl/ TM-30'" Dmx="121~131" Colour="128,0,255" />
      <Function ID="13" Name="TM-30" Display="'TM-30'" Dmx="132~142" Colour="255,255,255" />
      <Function ID="14" Name="TM-30/ Lav" Display="'TM-30/ Lav'" Dmx="143~153" Colour="255,255,255" />
      <Function ID="15" Name="Lavender" Display="'Lavender'" Dmx="154~164" Colour="255,128,255" />
      <Function ID="16" Name="Lav/ H CTO" Display="'Lav/ H CTO'" Dmx="165~175" Colour="255,128,255" />
      <Function ID="17" Name="Half CTO" Display="'Half CTO'" Dmx="176~186" Colour="255,240,200" />
      <Function ID="18" Name="H CTO/ F CTO" Display="'H CTO/ F CTO'" Dmx="187~197" Colour="255,240,200" />
      <Function ID="19" Name="Full CTO" Display="'Full CTO'" Dmx="198~208" Colour="255,240,200" />
      <Function ID="20" Name="F CTO/ D Blu" Display="'F CTO/ D Blu'" Dmx="209~219" Colour="255,240,200" />
      <Function ID="21" Name="Dark Blue" Display="'Dark Blue'" Dmx="220~230" Colour="0,0,180" />
      <Function ID="22" Name="D Blu/ Op" Display="'D Blu/ Op'" Dmx="231~241" Colour="0,0,180" />
      <Function ID="23" Name="Open" Display="'Open'" Dmx="242~255" Colour="255,255,255" />
      <Function ID="24" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="25" Name="Stop" Display="'Stop'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="26" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="1~255" Colour="0,0,0" />
      <Function ID="27" 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">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Scan" Display="'Scan'" Dmx="48~63" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="64~79" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'<3" />
      <Condition Name="Speed" ID="11,12" If="'Gobo1Func'==3||'Gobo1Func'==4||'Gobo1Func'==5" />
      <Else ID="13" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>6d30bcf4-11ac-4434-baa7-08f688e195bd</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1 (Bar)" Display="'Gobo 1 (Bar)'" Dmx="16~31" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>aecf2c2b-2cdb-446f-8daa-b865af8b9cae</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2 (Starvolver)" Display="'Gobo 2 (Starvolver)'" Dmx="32~47" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>25be3b97-2022-4ff7-94a8-2d865ef78f81</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3 (Fracked)" Display="'Gobo 3 (Fracked)'" Dmx="48~63" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>b7ac3611-6fe8-49a0-bb71-e5e522e9affc</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4 (Broken Tunnel)" Display="'Gobo 4 (Broken Tunnel)'" Dmx="64~79" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>9d918537-5b20-477d-9734-5d2af4e75a8e</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5 (Seashell)" Display="'Gobo 5 (Seashell)'" Dmx="80~95" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>1a2a2656-2794-498a-84e3-6756918534e2</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6 (Glacial)" Display="'Gobo 6 (Glacial)'" Dmx="96~111" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>259cf051-5217-4214-83cf-cabf837a8512</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7 (Shower)" Display="'Gobo 7 (Shower)'" Dmx="112~127" WheelPosition="7">
        <Swatch>bc0b1c36-f684-4483-9e28-e7dcfda2b03e</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8 (Ice)" Display="'Gobo 8 (Ice)'" Dmx="128~143" WheelPosition="8">
        <Swatch>af596351-efa7-4848-9498-778ecfab7023</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9 (Branch Out)" Display="'Gobo 9 (Branch Out)'" Dmx="144~159" WheelPosition="9">
        <Swatch>13143874-c525-4667-88e6-b7857bca9e60</Swatch>
      </Function>
      <Function ID="11" Name="Stop" Display="'Stop'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="12" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo_1_Rot_Fnc" Name="Gobo Rot Func" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW'" Dmx="16~31" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW'" Dmx="32~47" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Anim CW" Display="'Anim CW'" Dmx="48~63" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Anim CCW" Display="'Anim CCW'" Dmx="64~79" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Index" ID="1" If="'Gobo_1_Rot_Fnc'==1" />
      <Condition Name="Spin" ID="2,3" If="'Gobo_1_Rot_Fnc'>1&&'Gobo_1_Rot_Fnc'<6" />
      <Else ID="4" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" 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" Display="'Spin %.2f%%',0.00~100.00" Dmx="2048~65535" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Blade_TL" Name="Blade 1A" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_TR" Name="Blade 1B" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_BR" Name="Blade 2A" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_BL" Name="Blade 2B" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_LB" Name="Blade 3A" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_LT" Name="Blade 3B" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_RT" Name="Blade 4A" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_RB" Name="Blade 4B" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Animation" Name="Animation" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="63~0" />
      <Function ID="2" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="64~127" />
      <Function ID="3" Name="Anim CW" Display="'Anim CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="4" Name="Anim CCW" Display="'Anim CCW %.f%%',0~100" Dmx="192~255" />
    </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" Update="Prism_1_Rot" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="16~31" Update="Prism_1_Rot" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW'" Dmx="32~47" Update="Prism_1_Rot" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW'" Dmx="48~63" Update="Prism_1_Rot" />
      <Function ID="5" Name="Anim CW" Display="'Anim CW'" Dmx="64~79" Update="Prism_1_Rot" />
      <Function ID="6" Name="Anim CCW" Display="'Anim CCW'" Dmx="80~95" Update="Prism_1_Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_1_Rot" />
    </Attribute>
    <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E" Size="2">
      <Locate Locate="4:0" PowerOn="4:0" />
      <Condition Name="Index" ID="1" If="'Prism_1'==2" />
      <Condition Name="Spin" ID="2,3" If="'Prism_1'>2&&'Prism_1'<7" />
      <Else ID="4" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin" Display="'Spin %.2f%%',0.00~100.00" Dmx="1028~65535" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </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" Update="Prism_2_Rot" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="16~31" Update="Prism_2_Rot" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW'" Dmx="32~47" Update="Prism_2_Rot" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW'" Dmx="48~63" Update="Prism_2_Rot" />
      <Function ID="5" Name="Anim CW" Display="'Anim CW'" Dmx="64~79" Update="Prism_2_Rot" />
      <Function ID="6" Name="Anim CCW" Display="'Anim CCW'" Dmx="80~95" Update="Prism_2_Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_2_Rot" />
    </Attribute>
    <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E" Size="2">
      <Locate Locate="4:0" PowerOn="4:0" />
      <Condition Name="Index" ID="1" If="'Prism_2'==2" />
      <Condition Name="Spin" ID="2,3" If="'Prism_2'>2&&'Prism_2'<7" />
      <Else ID="4" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin" Display="'Spin %.2f%%',0.00~100.00" Dmx="1028~65535" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Frost_Light" Name="Frost Light" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="1~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Frost_Medium" Name="Frost Medium" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="1~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Iris" Name="Iris" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Iris" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Shutter_Func" Name="Shutter Func" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Random" Display="'Random'" Dmx="32~63" Intensity="0~0" />
      <Function ID="3" Name="Sync" Display="'Sync'" Dmx="64~95" Intensity="0~0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Intensity="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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="24~229" Intensity="0~0" />
    </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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="P/T_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="255~4" />
      <Function ID="2" Name="Disable" Display="'Disable'" Dmx="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="Display OFF" Display="'Display OFF'" Dmx="32~47" />
      <Function ID="3" Name="Display ON" Display="'Display ON'" Dmx="48~63" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="80~95" />
      <Function ID="5" Name="Shutdown" Display="'Shutdown'" Dmx="96~111" />
      <Function ID="6" Name="Disable P/T" Display="'Disable P/T'" Dmx="112~127" />
      <Function ID="7" Name="Dim Mode 2.4 kHz" Display="'Dim Mode 2.4 kHz'" Dmx="128~143" />
      <Function ID="8" Name="Dim Mode 16 kHz" Display="'Dim Mode 16 kHz'" Dmx="144~159" />
    </Attribute>
    <Attribute ID="Fan" Name="Fan" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="16~207" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="208~223" />
      <Function ID="4" Name="Studio" Display="'Studio'" Dmx="224~239" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Frost_Heavy" Name="Frost Heavy" Description="" Group="B" Size="2">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost %.2f%%',0.00~100.00" Dmx="1~65535" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Prism_2_Rot, Prism_Rot" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="16~31" Update="Prism_2_Rot, Prism_Rot" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW'" Dmx="32~47" Update="Prism_2_Rot, Prism_Rot" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW'" Dmx="48~63" Update="Prism_2_Rot, Prism_Rot" />
      <Function ID="5" Name="Anim CW" Display="'Anim CW'" Dmx="64~79" Update="Prism_2_Rot, Prism_Rot" />
      <Function ID="6" Name="Anim CCW" Display="'Anim CCW'" Dmx="80~95" Update="Prism_2_Rot, Prism_Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Prism_2_Rot, Prism_Rot" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E" Size="2">
      <Locate Locate="4:0" PowerOn="4:0" />
      <Condition Name="Index" ID="1" If="'Prism'==2" />
      <Condition Name="Spin" ID="2,3" If="'Prism'>2&&'Prism'<7" />
      <Else ID="4" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin" Display="'Spin %.2f%%',0.00~100.00" Dmx="1028~65535" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 48 DMX" Channels="48">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="265" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5c427ca1-5431-44dc-a68a-e99e7f3e65b4" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="C-Mix_Func" ChannelOffset="5" Wheel="37" />
      <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" />
      <Attribute ID="CTO" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Colour1Func" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Gobo1Func" ChannelOffset="12" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" />
      <Attribute ID="Gobo_1_Rot_Fnc" ChannelOffset="14" Wheel="43" />
      <Attribute ID="Gobo1Rot" ChannelOffset="15,16" Wheel="44" />
      <Attribute ID="Blade_TL" ChannelOffset="17" Wheel="49" />
      <Attribute ID="Blade_TR" ChannelOffset="18" Wheel="50" />
      <Attribute ID="Blade_BR" ChannelOffset="19" Wheel="51" />
      <Attribute ID="Blade_BL" ChannelOffset="20" Wheel="79" />
      <Attribute ID="Blade_LB" ChannelOffset="21" Wheel="80" />
      <Attribute ID="Blade_LT" ChannelOffset="22" Wheel="81" />
      <Attribute ID="Blade_RT" ChannelOffset="23" Wheel="109" />
      <Attribute ID="Blade_RB" ChannelOffset="24" Wheel="110" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="25,26" Wheel="111" />
      <Attribute ID="Animation" ChannelOffset="27" Wheel="83" />
      <Attribute ID="Animation_Rot" ChannelOffset="28" Wheel="84" />
      <Attribute ID="Prism_1" ChannelOffset="29" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="30,31" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="32" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="33,34" Wheel="54" />
      <Attribute ID="Frost_Light" ChannelOffset="35" Wheel="139" />
      <Attribute ID="Frost_Medium" ChannelOffset="36" Wheel="140" />
      <Attribute ID="Focus" ChannelOffset="37,38" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="39,40" Wheel="19" />
      <Attribute ID="Iris" ChannelOffset="41" Wheel="21" />
      <Attribute ID="Shutter_Func" ChannelOffset="42" Wheel="4" />
      <Attribute ID="Shutter" ChannelOffset="43" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="44,45" Wheel="1" />
      <Attribute ID="P/T_Speed" ChannelOffset="46" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="47" Wheel="28" />
      <Attribute ID="Fan" ChannelOffset="48" Wheel="26" />
    </Include>
  </Mode>
  <Mode Name="Trifusion, 48 DMX" Channels="48">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="265" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="189e93e9-c795-443b-846d-e9571513ca53" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="C-Mix_Func" ChannelOffset="5" Wheel="37" />
      <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" />
      <Attribute ID="CTO" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Colour1Func" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Gobo1Func" ChannelOffset="12" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" />
      <Attribute ID="Gobo_1_Rot_Fnc" ChannelOffset="14" Wheel="43" />
      <Attribute ID="Gobo1Rot" ChannelOffset="15,16" Wheel="44" />
      <Attribute ID="Blade_TL" ChannelOffset="17" Wheel="49" />
      <Attribute ID="Blade_TR" ChannelOffset="18" Wheel="50" />
      <Attribute ID="Blade_BR" ChannelOffset="19" Wheel="51" />
      <Attribute ID="Blade_BL" ChannelOffset="20" Wheel="79" />
      <Attribute ID="Blade_LB" ChannelOffset="21" Wheel="80" />
      <Attribute ID="Blade_LT" ChannelOffset="22" Wheel="81" />
      <Attribute ID="Blade_RT" ChannelOffset="23" Wheel="109" />
      <Attribute ID="Blade_RB" ChannelOffset="24" Wheel="110" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="25,26" Wheel="111" />
      <Attribute ID="Animation" ChannelOffset="27" Wheel="83" />
      <Attribute ID="Animation_Rot" ChannelOffset="28" Wheel="84" />
      <Attribute ID="Prism" ChannelOffset="29" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="30,31" Wheel="24" />
      <Attribute ID="Reserved" ChannelOffset="32" Wheel="29" />
      <Attribute ID="Frost_Heavy" ChannelOffset="33,34" Wheel="141" />
      <Attribute ID="Frost_Light" ChannelOffset="35" Wheel="139" />
      <Attribute ID="Frost_Medium" ChannelOffset="36" Wheel="140" />
      <Attribute ID="Focus" ChannelOffset="37,38" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="39,40" Wheel="19" />
      <Attribute ID="Iris" ChannelOffset="41" Wheel="21" />
      <Attribute ID="Shutter_Func" ChannelOffset="42" Wheel="4" />
      <Attribute ID="Shutter" ChannelOffset="43" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="44,45" Wheel="1" />
      <Attribute ID="P/T_Speed" ChannelOffset="46" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="47" Wheel="28" />
      <Attribute ID="Fan" ChannelOffset="48" Wheel="26" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Shutdown">
      <Set Channel="Control:5" Delay="20000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display OFF">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display ON">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Disable P/T">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 2.4 kHz">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 16 kHz">
      <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="Cyan:1:0,Magenta:1:0,Yellow:1:0" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1 (Bar)" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2 (Starvolver)" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3 (Fracked)" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4 (Broken Tunnel)" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5 (Seashell)" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6 (Glacial)" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7 (Shower)" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 8 (Ice)" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 9 (Branch Out)" Number="20" Page="1" SetControl="Gobo1:10,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="8" Name="Closed" 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" />
      <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" />
      <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" />
      <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris: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>
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