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Martin Mac 350 Entour (Martin_MAC 350 Entour.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MAC 350 Entour" ShortName="Mc350Entor" Company="Martin">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>f9dc6b5c-afa7-4007-b103-549e1c6ad2e1</Thumbnail>
  <History Date="28-07-10" Author="Jonathan Moreton" Comment="Created" />
  <History Date="27-09-10" Author="John Rogers" Comment="Edited display name to read 350 instead of 250." />
  <History Date="24-01-11" Author="Nic Morris" Comment="Fixed FX Speed update" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Shortened names for Expert LCD" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Inverted ranges for more logical wheel direction." />
  <History Date="24-01-11" Author="Nic Morris" Comment="Simplified colour index" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Fixed random colour values" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Removed Gobo1 Scroll Index Func.  Added Gobo1 Music" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Added Gobo names" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Increased wheel resolution for 16bit attr." />
  <History Date="24-01-11" Author="Nic Morris" Comment="Fixed Gobo spin ranges" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Added Gobo1 Raw Func" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Explicit values for PT and FX Macros" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Added Dimmer return to zero in macros" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Changed highlight to fixed colours and fixed power on/locate" />
  <History Date="24-01-11" Author="Nic Morris" Comment="Fixed Fx Speed ranges (re-using ID's breaks update)" />
  <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information. Added RDM Fixture information. Added RDM Mode information." />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="03-08-19" Author="Nic Morris" Comment="Added product thumbnail" />
  <History Date="03-08-19" Author="Nic Morris" Comment="Added gobo swatches.  Standardised conditionals.  Tidied up gobo rot index function ranges." />
  <History Date="03-08-19" Author="Nic Morris" Comment="Removed Fx Spd Func and simplified Effects Speed instead (implementation makes no sense)." />
  <Manual Filename="/manual/Martin_MAC 250.pdf" Summary="Created:Martin, 30/03/2000" />
  <RDM>
    <Device ManufacturerID="19792" ModelID="1300" />
  </RDM>
  <AtlaBase TypeID="c8268105-522b-460a-bd97-7ce8dc0218d4" />
  <Control>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~50" Intensity="0~0" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="84~70" Intensity="0~0" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="104~90" Intensity="0~0" />
      <Function ID="6" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="124~110" Intensity="0~0" />
      <Function ID="7" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="144~130" Intensity="0~0" />
      <Function ID="8" Name="Rnd Clo Pls" Display="'Rnd Clo Pls %.f%%',0~100" Dmx="164~150" Intensity="0~0" />
      <Function ID="9" Name="Burst Pulse" Display="'Burst Pulse   %.f%%',0~100" Dmx="184~170" Intensity="0~0" />
      <Function ID="10" Name="Rnd Brst Pls" Display="'Rnd Brst Pls %.f%%',0~100" Dmx="204~190" Intensity="0~0" />
      <Function ID="11" Name="Electronic Sin" Display="'Electronic Sin %.f%%',0~100" Dmx="224~210" Intensity="0~0" />
      <Function ID="12" Name="Electronic Brst" Display="'Electronic Brst %.f%%',0~100" Dmx="244~230" 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="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="5" Lowlight="2" />
      <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" />
      <Condition Name="Sound" ID="23,24,25,26" If="'Colour1Func'==4" />
      <Condition Name="Random" ID="27,28,29,30" If="'Colour1Func'==5" />
      <Else ID="31" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Blue" Display="'Blue'" Dmx="173~176" WheelPosition="1" Colour="0,0,255" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="169~172" WheelPosition="2" Colour="0,255,0" />
      <Function ID="4" Name="Orange" Display="'Orange'" Dmx="165~168" WheelPosition="3" Colour="255,128,0" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="161~164" WheelPosition="4" Colour="255,255,0" />
      <Function ID="6" Name="Pink" Display="'Pink'" Dmx="157~160" WheelPosition="5" Colour="255,150,150" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="153~156" WheelPosition="6" Colour="255,0,255" />
      <Function ID="8" Name="Congo Blue" Display="'Congo Blue'" Dmx="149~152" WheelPosition="7" Colour="0,0,180" />
      <Function ID="9" Name="Red" Display="'Red'" Dmx="145~148" WheelPosition="8" Colour="255,0,0" />
      <Function ID="10" Name="Op - Blu" Display="'Op - Blu %.f%%',0~100" Dmx="0~16" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="Blu - Grn" Display="'Blu - Grn %.f%%',0~100" Dmx="16~32" WheelPosition="1" Colour="0,0,255" />
      <Function ID="12" Name="Grn - Org" Display="'Grn - Org %.f%%',0~100" Dmx="32~48" WheelPosition="2" Colour="0,255,0" />
      <Function ID="13" Name="Org - Yel" Display="'Org - Yel %.f%%',0~100" Dmx="48~64" WheelPosition="3" Colour="255,128,0" />
      <Function ID="14" Name="Yel - Pk" Display="'Yel - Pk %.f%%',0~100" Dmx="64~80" WheelPosition="4" Colour="255,255,0" />
      <Function ID="15" Name="Pk - Mag" Display="'Pk - Mag %.f%%',0~100" Dmx="80~96" WheelPosition="5" Colour="255,150,150" />
      <Function ID="16" Name="Mag - Cgo" Display="'Mag - Cgo %.f%%',0~100" Dmx="96~112" WheelPosition="6" Colour="255,0,255" />
      <Function ID="17" Name="Cgo - Rd" Display="'Cgo - Rd %.f%%',0~100" Dmx="112~128" WheelPosition="7" Colour="0,0,180" />
      <Function ID="18" Name="Rd - Op" Display="'Rd - Op %.f%%',0~100" Dmx="128~144" WheelPosition="8" Colour="255,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="204~207" Colour="255,255,255" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="181~203" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="204~207" Colour="255,255,255" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="208~230" Colour="0,0,0" />
      <Function ID="23" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="24" Name="Chase Slow" Display="'Chase Slow'" Dmx="240~243" Colour="0,0,0" />
      <Function ID="25" Name="Chase Medium" Display="'Chase Medium'" Dmx="236~239" Colour="0,0,0" />
      <Function ID="26" Name="Chase Fast" Display="'Chase Fast'" Dmx="231~235" Colour="0,0,0" />
      <Function ID="27" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="28" Name="Chase Slow" Display="'Chase Slow'" Dmx="252~255" Colour="0,0,0" />
      <Function ID="29" Name="Chase Medium" Display="'Chase Medium'" Dmx="248~251" Colour="0,0,0" />
      <Function ID="30" Name="Chase Fast" Display="'Chase Fast'" Dmx="244~247" Colour="0,0,0" />
      <Function ID="31" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed Index" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1" />
      <Condition Name="Fixed Spin" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==2" />
      <Condition Name="Shake Index" ID="15,16,17,18,19,20,21" If="'Gobo1Func'==3" />
      <Condition Name="Shake Spin" ID="22,23,24,25,26,27,28" If="'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="29,30,31,32" If="'Gobo1Func'==5" />
      <Condition Name="Music" ID="33,34,35,36" If="'Gobo1Func'==6" />
      <Else ID="37" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>36319f01-c578-4e2c-8c49-61be04278bdf</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1 (Jessica Rose)" Display="'Gobo 1 (Jessica Rose)'" Dmx="4~7" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>0fc1e8d5-091c-4050-a4b9-013c4e58198a</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2 (Cathedral Spikes)" Display="'Gobo 2 (Cathedral Spikes)'" Dmx="8~11" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>9c1e03e2-f894-4e48-b5fd-cb11cf313870</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3 (Galaxy Breakup)" Display="'Gobo 3 (Galaxy Breakup)'" Dmx="12~15" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>cc8c4ab7-6ba3-4932-8f06-e372752122e7</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4 (Fabrick)" Display="'Gobo 4 (Fabrick)'" Dmx="16~19" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>728a9c5f-a244-4dcf-988b-4c644939e39f</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5 (Dipple)" Display="'Gobo 5 (Dipple)'" Dmx="20~23" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>328afc59-aaee-43b5-a73e-8f1dd862630f</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6 (Blue Ripple)" Display="'Gobo 6 (Blue Ripple)'" Dmx="24~27" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>5db48f9b-ea14-4feb-aab4-9c0423ad73ec</Swatch>
      </Function>
      <Function ID="8" Name="Open" Display="'Open'" Dmx="28~31" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>36319f01-c578-4e2c-8c49-61be04278bdf</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 1 (Jessica Rose)" Display="'Gobo 1 (Jessica Rose)'" Dmx="32~35" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>0fc1e8d5-091c-4050-a4b9-013c4e58198a</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 2 (Cathedral Spikes)" Display="'Gobo 2 (Cathedral Spikes)'" Dmx="36~39" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>9c1e03e2-f894-4e48-b5fd-cb11cf313870</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 3 (Galaxy Breakup)" Display="'Gobo 3 (Galaxy Breakup)'" Dmx="40~43" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>cc8c4ab7-6ba3-4932-8f06-e372752122e7</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 4 (Fabrick)" Display="'Gobo 4 (Fabrick)'" Dmx="44~47" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>728a9c5f-a244-4dcf-988b-4c644939e39f</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 5 (Dipple)" Display="'Gobo 5 (Dipple)'" Dmx="48~51" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>328afc59-aaee-43b5-a73e-8f1dd862630f</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 6 (Blue Ripple)" Display="'Gobo 6 (Blue Ripple)'" Dmx="52~55" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>5db48f9b-ea14-4feb-aab4-9c0423ad73ec</Swatch>
      </Function>
      <Function ID="15" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>36319f01-c578-4e2c-8c49-61be04278bdf</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="56~66" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>0fc1e8d5-091c-4050-a4b9-013c4e58198a</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="67~77" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>9c1e03e2-f894-4e48-b5fd-cb11cf313870</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="78~88" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>cc8c4ab7-6ba3-4932-8f06-e372752122e7</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="89~99" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>728a9c5f-a244-4dcf-988b-4c644939e39f</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="100~110" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>328afc59-aaee-43b5-a73e-8f1dd862630f</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="111~121" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>5db48f9b-ea14-4feb-aab4-9c0423ad73ec</Swatch>
      </Function>
      <Function ID="22" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>36319f01-c578-4e2c-8c49-61be04278bdf</Swatch>
      </Function>
      <Function ID="23" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="122~132" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>0fc1e8d5-091c-4050-a4b9-013c4e58198a</Swatch>
      </Function>
      <Function ID="24" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="133~143" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>9c1e03e2-f894-4e48-b5fd-cb11cf313870</Swatch>
      </Function>
      <Function ID="25" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="144~154" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>cc8c4ab7-6ba3-4932-8f06-e372752122e7</Swatch>
      </Function>
      <Function ID="26" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="155~165" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>728a9c5f-a244-4dcf-988b-4c644939e39f</Swatch>
      </Function>
      <Function ID="27" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="166~176" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>328afc59-aaee-43b5-a73e-8f1dd862630f</Swatch>
      </Function>
      <Function ID="28" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="177~187" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>5db48f9b-ea14-4feb-aab4-9c0423ad73ec</Swatch>
      </Function>
      <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="215~188" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="243~216" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="33" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>36319f01-c578-4e2c-8c49-61be04278bdf</Swatch>
      </Function>
      <Function ID="34" Name="Chase Slow" Display="'Chase Slow'" Dmx="252~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="35" Name="Chase Medium" Display="'Chase Medium'" Dmx="248~251" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="36" Name="Chase Fast" Display="'Chase Fast'" Dmx="244~247" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="37" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <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="2" PowerOn="2" />
      <Function ID="1" Name="Speed (Vector)" Display="'Speed (Vector) %.1f%%',0.0~100.0" Dmx="245~3" />
      <Function ID="2" Name="Tracking" Display="'Tracking'" Dmx="0~0" />
      <Function ID="3" Name="Move in Dark" Display="'Move in Dark'" Dmx="252~255" />
    </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="Music" Display="'Music'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" 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" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Music" Display="'Music'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3" />
      <Condition Name="Spin" ID="2,3,4,5,6,7,8" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="9" />
      <Function ID="1" Name="Index" Display="'%.2f°',0.00~395.00" Dmx="0~65535" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="31097~771" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="61937~62451" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="61680~31354" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Music Slow" Display="'Music Slow'" Dmx="64764~65535" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Music Medium" Display="'Music Medium'" Dmx="63736~64507" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="8" Name="Music Fast" Display="'Music Fast'" Dmx="62708~63479" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1.1" Display="'Macro 1.1'" Dmx="6~11" />
      <Function ID="3" Name="Macro 1.2" Display="'Macro 1.2'" Dmx="12~17" />
      <Function ID="4" Name="Macro 1.3" Display="'Macro 1.3'" Dmx="18~23" />
      <Function ID="5" Name="Macro 1.4" Display="'Macro 1.4'" Dmx="24~29" />
      <Function ID="6" Name="Macro 2.1" Display="'Macro 2.1'" Dmx="30~35" />
      <Function ID="7" Name="Macro 2.2" Display="'Macro 2.2'" Dmx="36~41" />
      <Function ID="8" Name="Macro 2.3" Display="'Macro 2.3'" Dmx="42~47" />
      <Function ID="9" Name="Macro 2.4" Display="'Macro 2.4'" Dmx="48~53" />
      <Function ID="10" Name="Macro 3.1" Display="'Macro 3.1'" Dmx="54~59" />
      <Function ID="11" Name="Macro 3.2" Display="'Macro 3.2'" Dmx="60~65" />
      <Function ID="12" Name="Macro 3.3" Display="'Macro 3.3'" Dmx="66~71" />
      <Function ID="13" Name="Macro 3.4" Display="'Macro 3.4'" Dmx="72~77" />
      <Function ID="14" Name="Macro 4.1" Display="'Macro 4.1'" Dmx="78~83" />
      <Function ID="15" Name="Macro 4.2" Display="'Macro 4.2'" Dmx="84~89" />
      <Function ID="16" Name="Macro 4.3" Display="'Macro 4.3'" Dmx="90~95" />
      <Function ID="17" Name="Macro 4.4" Display="'Macro 4.4'" Dmx="96~101" />
      <Function ID="18" Name="Macro 5.1" Display="'Macro 5.1'" Dmx="102~107" />
      <Function ID="19" Name="Macro 5.2" Display="'Macro 5.2'" Dmx="108~113" />
      <Function ID="20" Name="Macro 5.3" Display="'Macro 5.3'" Dmx="114~119" />
      <Function ID="21" Name="Macro 5.4" Display="'Macro 5.4'" Dmx="120~125" />
      <Function ID="22" Name="Macro 6.1" Display="'Macro 6.1'" Dmx="126~131" />
      <Function ID="23" Name="Macro 6.2" Display="'Macro 6.2'" Dmx="132~137" />
      <Function ID="24" Name="Macro 6.3" Display="'Macro 6.3'" Dmx="138~143" />
      <Function ID="25" Name="Macro 6.4" Display="'Macro 6.4'" Dmx="144~149" />
      <Function ID="26" Name="Macro 7.1" Display="'Macro 7.1'" Dmx="150~155" />
      <Function ID="27" Name="Macro 7.2" Display="'Macro 7.2'" Dmx="156~161" />
      <Function ID="28" Name="Macro 7.3" Display="'Macro 7.3'" Dmx="162~167" />
      <Function ID="29" Name="Macro 7.4" Display="'Macro 7.4'" Dmx="168~173" />
      <Function ID="30" Name="Macro 8.1" Display="'Macro 8.1'" Dmx="174~179" />
      <Function ID="31" Name="Macro 8.2" Display="'Macro 8.2'" Dmx="180~185" />
      <Function ID="32" Name="Macro 8.3" Display="'Macro 8.3'" Dmx="186~191" />
      <Function ID="33" Name="Macro 8.4" Display="'Macro 8.4'" Dmx="192~197" />
      <Function ID="34" Name="Macro 9.1" Display="'Macro 9.1'" Dmx="198~203" />
      <Function ID="35" Name="Macro 9.2" Display="'Macro 9.2'" Dmx="204~209" />
      <Function ID="36" Name="Macro 9.3" Display="'Macro 9.3'" Dmx="210~215" />
      <Function ID="37" Name="Macro 9.4" Display="'Macro 9.4'" Dmx="216~221" />
      <Function ID="38" Name="Macro 10.1" Display="'Macro 10.1'" Dmx="222~227" />
      <Function ID="39" Name="Macro 10.2" Display="'Macro 10.2'" Dmx="228~233" />
      <Function ID="40" Name="Macro 10.3" Display="'Macro 10.3'" Dmx="234~239" />
      <Function ID="41" Name="Macro 10.4" Display="'Macro 10.4'" Dmx="240~245" />
    </Attribute>
    <Attribute ID="FX_Macro" Name="FX Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1.1" Display="'Macro 1.1'" Dmx="6~11" />
      <Function ID="3" Name="Macro 1.2" Display="'Macro 1.2'" Dmx="12~17" />
      <Function ID="4" Name="Macro 1.3" Display="'Macro 1.3'" Dmx="18~23" />
      <Function ID="5" Name="Macro 1.4" Display="'Macro 1.4'" Dmx="24~29" />
      <Function ID="6" Name="Macro 2.1" Display="'Macro 2.1'" Dmx="30~35" />
      <Function ID="7" Name="Macro 2.2" Display="'Macro 2.2'" Dmx="36~41" />
      <Function ID="8" Name="Macro 2.3" Display="'Macro 2.3'" Dmx="42~47" />
      <Function ID="9" Name="Macro 2.4" Display="'Macro 2.4'" Dmx="48~53" />
      <Function ID="10" Name="Macro 3.1" Display="'Macro 3.1'" Dmx="54~59" />
      <Function ID="11" Name="Macro 3.2" Display="'Macro 3.2'" Dmx="60~65" />
      <Function ID="12" Name="Macro 3.3" Display="'Macro 3.3'" Dmx="66~71" />
      <Function ID="13" Name="Macro 3.4" Display="'Macro 3.4'" Dmx="72~77" />
      <Function ID="14" Name="Macro 4.1" Display="'Macro 4.1'" Dmx="78~83" />
      <Function ID="15" Name="Macro 4.2" Display="'Macro 4.2'" Dmx="84~89" />
      <Function ID="16" Name="Macro 4.3" Display="'Macro 4.3'" Dmx="90~95" />
      <Function ID="17" Name="Macro 4.4" Display="'Macro 4.4'" Dmx="96~101" />
      <Function ID="18" Name="Macro 5.1" Display="'Macro 5.1'" Dmx="102~107" />
      <Function ID="19" Name="Macro 5.2" Display="'Macro 5.2'" Dmx="108~113" />
      <Function ID="20" Name="Macro 5.3" Display="'Macro 5.3'" Dmx="114~119" />
      <Function ID="21" Name="Macro 5.4" Display="'Macro 5.4'" Dmx="120~125" />
      <Function ID="22" Name="Macro 6.1" Display="'Macro 6.1'" Dmx="126~131" />
      <Function ID="23" Name="Macro 6.2" Display="'Macro 6.2'" Dmx="132~137" />
      <Function ID="24" Name="Macro 6.3" Display="'Macro 6.3'" Dmx="138~143" />
      <Function ID="25" Name="Macro 6.4" Display="'Macro 6.4'" Dmx="144~149" />
      <Function ID="26" Name="Macro 7.1" Display="'Macro 7.1'" Dmx="150~155" />
      <Function ID="27" Name="Macro 7.2" Display="'Macro 7.2'" Dmx="156~161" />
      <Function ID="28" Name="Macro 7.3" Display="'Macro 7.3'" Dmx="162~167" />
      <Function ID="29" Name="Macro 7.4" Display="'Macro 7.4'" Dmx="168~173" />
      <Function ID="30" Name="Macro 8.1" Display="'Macro 8.1'" Dmx="174~179" />
      <Function ID="31" Name="Macro 8.2" Display="'Macro 8.2'" Dmx="180~185" />
      <Function ID="32" Name="Macro 8.3" Display="'Macro 8.3'" Dmx="186~191" />
      <Function ID="33" Name="Macro 8.4" Display="'Macro 8.4'" Dmx="192~197" />
      <Function ID="34" Name="Macro 9.1" Display="'Macro 9.1'" Dmx="198~203" />
      <Function ID="35" Name="Macro 9.2" Display="'Macro 9.2'" Dmx="204~209" />
      <Function ID="36" Name="Macro 9.3" Display="'Macro 9.3'" Dmx="210~215" />
      <Function ID="37" Name="Macro 9.4" Display="'Macro 9.4'" Dmx="216~221" />
      <Function ID="38" Name="Macro 10.1" Display="'Macro 10.1'" Dmx="222~227" />
      <Function ID="39" Name="Macro 10.2" Display="'Macro 10.2'" Dmx="228~233" />
      <Function ID="40" Name="Macro 10.3" Display="'Macro 10.3'" Dmx="234~239" />
      <Function ID="41" Name="Macro 10.4" Display="'Macro 10.4'" Dmx="240~245" />
    </Attribute>
    <Attribute ID="Effect_Speed" Name="Effect Speed" Description="" Group="S">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Vector" Display="'Vector %.1f%%',0.0~100.0" Dmx="245~3" />
      <Function ID="2" Name="Tracking/ Normal" Display="'Tracking/ Normal'" Dmx="0~0" />
      <Function ID="3" Name="Tracking/ Normal (SCUT Off)" Display="'Tracking/ Normal (SCUT Off)'" Dmx="246~248" />
      <Function ID="4" Name="Tracking/ Normal (SCUT On)" Display="'Tracking/ Normal (SCUT On)'" Dmx="249~251" />
      <Function ID="5" Name="Max Spd/ Col+Gobo in Dark" Display="'Max Spd/ Col+Gobo in Dark'" Dmx="252~255" />
    </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="Reset All" Display="'Reset All'" Dmx="10~14" />
      <Function ID="3" Name="Reset Effects" Display="'Reset Effects'" Dmx="20~24" />
      <Function ID="4" Name="Reset P/T" Display="'Reset P/T'" Dmx="30~34" />
      <Function ID="5" Name="P/T Speed Normal" Display="'P/T Speed Normal'" Dmx="40~44" />
      <Function ID="6" Name="P/T Speed Fast" Display="'P/T Speed Fast'" Dmx="45~49" />
      <Function ID="7" Name="P/T Speed Slow" Display="'P/T Speed Slow'" Dmx="50~54" />
      <Function ID="8" Name="Fan Full" Display="'Fan Full'" Dmx="65~69" />
      <Function ID="9" Name="Fan Auto" Display="'Fan Auto'" Dmx="75~79" />
      <Function ID="10" Name="Fan Silent" Display="'Fan Silent'" Dmx="85~89" />
      <Function ID="11" Name="Dim Linear" Display="'Dim Linear'" Dmx="95~99" />
      <Function ID="12" Name="Dim Square" Display="'Dim Square'" Dmx="105~109" />
      <Function ID="13" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="115~119" />
      <Function ID="14" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="125~129" />
      <Function ID="15" Name="Calibrated Output" Display="'Calibrated Output'" Dmx="135~139" />
      <Function ID="16" Name="Raw Output" Display="'Raw Output'" Dmx="145~149" />
      <Function ID="17" Name="Display On" Display="'Display On'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Iris" Name="Iris" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="215~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="229~216" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="243~230" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="249~244" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="255~250" Iris="0~0" Zoom="0~0" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX, 8bit" Channels="14">
    <Import PearlRef="MT_M350EN8" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="250W" Lumens="3600" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="21" />
      <Size Height="0.460" Width="0.384" Depth="0.330" />
      <Focus Type="Head" PanMax="540" TiltMax="257" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <RDM>
      <Version SoftwareID="85196800" PersonalityID="1" />
    </RDM>
    <AtlaBase ModeID="870a235a-1274-41ea-9e24-d377289abbe0" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="10" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="11" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5" Wheel="15" />
      <Attribute ID="Focus" ChannelOffset="7" Wheel="20" />
      <Attribute ID="Iris" ChannelOffset="6" Wheel="21" />
      <Attribute ID="FX_Macro" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Effect_Speed" ChannelOffset="13" Wheel="26" />
      <Attribute ID="P/T_Macro" ChannelOffset="8" Wheel="22" />
      <Attribute ID="PT_Speed" ChannelOffset="12" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="17 DMX, 16bit" Channels="17">
    <Import PearlRef="MT_M350EN16" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="250W" Lumens="3600" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="21" />
      <Size Height="0.460" Width="0.384" Depth="0.330" />
      <Focus Type="Head" PanMax="540" TiltMax="257" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <RDM>
      <Version SoftwareID="85196800" PersonalityID="2" />
    </RDM>
    <AtlaBase ModeID="51caf9fd-44f4-40d8-9e29-c3b16c02f72c" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="11,12" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="13,14" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="5,6" Wheel="15" />
      <Attribute ID="Iris" ChannelOffset="7" Wheel="21" />
      <Attribute ID="Focus" ChannelOffset="8" Wheel="20" />
      <Attribute ID="FX_Macro" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Effect_Speed" ChannelOffset="16" Wheel="26" />
      <Attribute ID="P/T_Macro" ChannelOffset="9" Wheel="22" />
      <Attribute ID="PT_Speed" ChannelOffset="15" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Shutter:1,Dimmer:1:232,Control:2" Delay="5000" />
      <Set Channel="Control:1,Shutter:2,Dimmer:1:0" Delay="0" />
    </Macro>
    <Macro Name="Reset Effects">
      <Set Channel="Shutter:1,Dimmer:1:232,Control:3" Delay="5000" />
      <Set Channel="Control:1,Shutter:2,Dimmer:1:0" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Shutter:1,Dimmer:1:232,Control:4" Delay="5000" />
      <Set Channel="Control:1,Shutter:2,Dimmer:1:0" Delay="0" />
    </Macro>
    <Macro Name="P/T Speed Normal">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Speed Fast">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Speed Slow">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Calibrated Output">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Raw Output">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:17" 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="Colour1:9,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="8" Name="Open" Number="6" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:8,Gobo1Func:2" />
      <Palette ID="2" Name="Gobo 1 (Jessica Rose)" Number="12" Page="1" SetControl="Gobo1:9,Gobo1Func:2" />
      <Palette ID="3" Name="Gobo 2 (Cathedral Spikes)" Number="13" Page="1" SetControl="Gobo1:10,Gobo1Func:2" />
      <Palette ID="4" Name="Gobo 3 (Galaxy Breakup)" Number="14" Page="1" SetControl="Gobo1:11,Gobo1Func:2" />
      <Palette ID="5" Name="Gobo 4 (Fabrick)" Number="15" Page="1" SetControl="Gobo1:12,Gobo1Func:2" />
      <Palette ID="6" Name="Gobo 5 (Dipple)" Number="16" Page="1" SetControl="Gobo1:13,Gobo1Func:2" />
      <Palette ID="7" Name="Gobo 6 (Blue Ripple)" Number="17" Page="1" SetControl="Gobo1:14,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>
    <Group Name="Beam">
      <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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eBgGnDxzJXmUU7iVDxDfgydpSIkhlBKKY+xFiIrPBEIqdg/QMEQgk1p5fv5bNVT3QB/w7PZ2EJZAgX6oX/RoNx4GOj+M5SPtwHmtEGrIuA2+CZMuXM38EHH7xWgr0ONDnyuCOsPRl4a9df6CxgszzjYa0vbABzo4beFy+X4ACHmfDpVYzQfGzNFxNh8ZgG0R4y1ULwp6BstkV5TFo0h+jckY7pwiHxtVRUxO8GzJ7gg0XgQpPZbAockcS0dvRT0php+XYTCC9Slo/ovfy5TO34TGXiysttptSxdw8i2qb6tgoclj+/U7rmK/toMO38nTuumxCdzWUwjeWBImPBv+OLgDye0NwDj2qJ973vfUuvtcj+P50TIUIU+bYJGHOoQoIGCVg4AsTXK1uVhz70ocWGEmiEcCGLX/CCF3T6XjaJ6Fj3UhlBTzDlNG8w/uigtIcBId1TuIAMkIV9u7y4k4DNBpHs1fdO6kBDAVaaVvnDH/5Q7Dw+z9SwSwkYny7q7FNhSYMJi1s1hKRLcSDHPfwdHUWCCn5N3XdyP4RXFQYBE5EiYLt2e6NPFDCWQbj4eW9/+9vX+T/BCl9W+giZm26ugMJI2pbw77XXXnV00V65TBzRZeBKVw2mPWayYW+ESk6SnxPcy9SaK/0sHJhFj9361re+tWjKINT6Cy0Wdv/2t7995XtIGnvgTSDItJfF81ld/GDCHf2bfWrWgLtBO6caCWjgKuECCXy1awTTPZaFR4VIaFCRJgEsjz+YgSyQiTu33WergM3mc/UaoaRSwo6uS4X0re0aCw26AcKkVj58Ff5gW+uXKLcOggWRGQGUhZAKWxRUc8ggCFLufve7F4Rqm7YlVHWzyGz6FAKABuxINtrmk3XRYJ2LiUDmXpRE9UtmV7XULyeE75zhrvjEJz5RmJUU/Cd5Qn6XEhz+EJMnGuPvTDA6sxNoMVbARdh8PjM4FCpb8HrMNU1WbpurANlYN1pL0ChgM+3VebKgna7ZNKoAfGnpkXJBHChFpj2wysyJaBFPZXGYTdzQ2HRRFYImQJzWDZlzDzGd8KCDDlqnekGQUB6YwqQwvZxrQcGigf7hCvQZTUAJEErPg7nGBxqBUM4DVxV1zrBdmxZr02C9tJedHIM+wE1XCRfep2wmy1WXoq/I202Nl770pUUZkHb+sjaT+kH6Kgz0YKvKhfwOXquKaqlzCxaBvnMvfAczL0wpSoOdVLhoadkG5lLutkKrNWqxWgGbTXPuNReVlNNGQaIiGnFQSL/U6eUT0VwWyE2nbDPQYEPJxq6QjtI9LT9II2HWOepMRJuQiELxR1GpkIIWmGCU+dyBsvAdRJNVWYgAwVN2TSmwOhUCRovdpG76dZMG613NaKFSDeZBU8GiEb5MwA6RpnGpZjC0xJdV+YA85M+U58/PAz4D645VV/ToHrvyQjg7fko5xcI/Q3py9pHFKkd6lCsvBDaFwMb6SMU1+YwIWjSP79RQQUtWdqn6j0oBmx1ysFPP+67c+RaxKbLxBeJ3h1aZjoV77DChZh3UFUTqFXDR0LRzj6aLtRCblV/EX+WjNlX4dgGrIrMQCfcuIwqsS8va7ERmqg6LqNNgTtDozXvJGdoNMvOoCnZb5WaTueMDQJfq1ZUETr4mkCpoF+PnSYwLKvpCGkvesqoESCAhtTS0WFJgE5kDm7tpGlEPkBUys85OWkfAZmf/7DH0k+TiXF0hWmSi+DMrDapVlXTzQZS60EpoCbwTxj9N2PO5RKaaT2iavj6Yz+Crem/cWh34QUjpoXVk5tiK9NFHXJMJI/U98ufx9PLZSlUaDKna6+wfuUU7qipibIPFiL6/lQS0A6GPtFYbggvTsDEE/FdZhS7o29FUBgGT4RjaNlgDMmMh16L+qwSsfuRyBTQTyCkqaZFuWS4/akpwak266SpcAbQKoRziJxHO4N/K0DHu+dI4+MKq/CYCWWmTyFgC3Ou1BZZHuHNd0BkyDyJmwciE2QeyUy9gs/MWd8h6QImKHBz214NVQDfFzK7lBOIxurC7gkkULafNvSJiCw8WNU1kc+CVbTNZoOoBXVCOSvmvkuJNUTXOTjQYVSMB/q3oPOromGFUjPKe4CzlMmldhQBylTZJE23Rgh3IUHreZXm7OMyz13mLpB+HZGe5cQlYyVQTaVYrutTqg0V/3vOeV2gYlETa8KtQUaI4tCABQ1jS8hx//haC0+LKI9I4nqFqhrQEx2vbKJuYZO3z+bQEDUHKh1ShwcdFweD8ysSy3/NaV/qdBoLskKGlbHtZwHbOBsCudVPYebup7ZyflQy7HC3QBbRPXXEgU5WaWKaJNlGbrwQc2WwxcVI4JtEcLUijMG02Kf6sizOv3KlcZsSq0MR8Lc3MrhQEHpNPi6YHUUSH1AiQoXUFbDa8pLpepQPktQJ8AfMYIpKyS6LlfaXDQjRVT6Ro8l040kwOojnq70FJEAFDNyCWRaUpgcmHS7uPhoLwixSZbe8ftfjMtB4DlobGYyp9jyibnmDK4u3JUgxPSTWYfvjBZ1ynzj3yDlWByxEEUNuIvXgNBrytH3G5oDy6CXa+kmp+St2MCxD+W0Ql18pjwhdLiwTlPV3zhIYOJl+dGqEO8xyw6f1dI4rhw14zEmSILH3cX1IBa36yLZCrSkE1Y+ctWKp2hcZDQ/lFgN8SQKEod2bOFARGMWGfqAulQFMY6AKLroUD6S+bQRK/zgSO6daqAFlaR8AGm0daisOagm1P58RzMpGITTOxlgv8FTsbTYAKoG1oYRFV2hQylILxHPhY6uPmVSHSBTaHawEgS0V/YiFguc3UarJu90BHIFhFQU3zrCSHlevOqzS6DTp9CE7VaKegCkCKxzUlmB0+6ZQJfAPuRI8xu2yeELDoyJdaklftUBa0FZnKze9fQoOJXQfX3FPB0ht2pzAcCJRKUL6YEFi1glIPDa+LrC4Q0aq/F1FxaCXeOb7pSR+LwFTC5TuoPFXm5M/Y//IROFNDT0JEohLlHQIBskSmPpwK2ChIFQl3RUVCb0KniSDldIJtTg9ZmCf4f0J+nFQAgTrv+V7zhGHAutED6urmLWCCAHya2rC25pcEawnYYPOYQkTCgSdg/JrQZilEViInrVX4M7sQuWhuhCLAqUCt86eqOsj1DQyB6Yv8tOWsWqWB4/hBWtGQ3y5gOZhVisCm5w/LHlT1bFZ9ZtfO9gSFTIWAtfeYd0Rb2I1wtAujRFf0yfnlZNMuY06BFQF6eEp/aK4q4VJC1HcWBI5PCTdzRMBUWGharYKFdKQgFr/LeUd9gR4RkUYKSOqnCchehZ2aVMp5Tpqc0HEXhh4z2IBCpjbMF+GCWcc5X/wZpGnTzeCI5MCw02l1awpOdMyHl7iVu7Qrq8Z6+0zZASa3zY/BrTWVutipKk77dv3ID6ZjPrXgE+Ty/fi++CQbhTCq65o4/C9A83cNRGQC0nsvwxA8znvXjvIe2JJsEWkEVrUkJFCSo+rTT+mOurGOdphKTlqEf4C5tos4+jEiPCXzaLJyGiMF1llhH0G045rMk2iWEDG1TDEhlpcT4fINBRdDSlRSbgww80qMykl95KqJNjqppJx8FoEecTLaaOgRcF91m93zapu+PRA+8FoEbIu2V5oYYyfGiRbquf1bkyaIqs7YaYQDF2bRu5xAFsBHETAsM6FtEjB+nYxB+sCm0CDYcGY9haRxVdWIJhfBhcDCosr3OSGOWRZRD6mZGwP3oy9AK50UGHOP2Y9IXlQ4xzOftmgVMH4MzZXuYpySKS19yoFRFFSxtEkfE8Xk0EZY9bYx4ITaNTUEIHFUMzDX0Z5PU6UtX76bqtaIXAkZd8FFk5bHh3aFwIm/FJOm+8CmnLi4sCvaBQyEqKQ/8ml25ZBac/wJwk6oKyrpkvfi71VFo4uEMhsmWn2XVA9aII6NqZrEqBaf3+Z1+hMCLa34taAtaZlwMQ488MAiO6AWb8g6LBCFgG3e9Ao2ms+lq4Wal5NrO+GiDpLfKgVEYSotJ0isLgSK/tTjQ9eKENkBMzBCwLgGaJMhkN6h+eMeBBDcBv4w4evjciwYmxOwTgWGvgQ/igkaOj9VXk/zBGGdd2Pt1BhSapR2/hCuuhm1bcBD0fxRgRLVtkx1muYqQ/StTsyznqIAlLvEivWgkjZp1WApuh6FUgeBQcxiTRtx1zcYYWm2VkoPlDvA+yI6lVJuj5tRdxwgItbvqABRYMCHHlEKXQBf6XuxQB0Go0ChwTYe9ak94PzG8COG7ubVAAeOxlTpgHJyzj8XA43RF0yk37dB+XI0IjK5DvxWwgUCkapmkiqI1mUHCBGy2LQe96xgEdnsveR1NYx0wMY+dZKxmF2QDlkT1WCYTdMbMMZxRaNKq9A8Fp3ZHCJg4ISSrgh/TT2aUqo2Eyna1TrHvyZEIKEuv4yLFFDEv6cVui3YdPBJH2yx4f6cddn9LkWEQnvRlQctIsMPSRWZlzqP8ZnLARqaOZSV8OcywbnoYktWA9fVBoFD1Sw36yRqTWFQHZqqC6fXW8CcdKEmSGVkNDWIaJCvKVdUBakVu1B2ngnR4KA9nm+2vggYWgVfBZxxmwnJKaNAi/Xpep8CQY63oU/zM3MrHdiFBegtYDSWHVo+56ZucnT6/zEERcmxgWlUL9s+tlN5pUKaxjiBOCVkSjQMhSsQQQXfT5NJEyiL2BRdwVfrgt4CJjLBbJsvlcLs94CbjZ0jvSMfJ3dZ1nByZOurcNVBnhZJm86NLYNlEPnVmaBoc9NPWVXVQaiUK0HT5wT4a3W5yiqgqbpmBgb5YOW8HLDfvrRcoPyhh0R4kI0KD3Ue/w9ryGbmkoapOg4ZmjYdje/5oiHKfBQqwvuq4CUw3r9Ne4HUk34DpUZdIFPRtRtqkICVpV36hBBxbEVJEqqhwhcxSG41wbMhHHKSqkjaRgLwVWmhOE8T4er3If1dhCpBiUgPWIwupCjyXO5UKXl0eNcBUc616YpBAma2aVo/pPAtreXyxf8bBcvCM08x0rwMtVfRNsapjtr6Oih3ihHrKkRUQEQSHWmats8pR0qFi0D2GapHyARwhCft9JaHxYdpCBZREuI+xQoEzPiVXlyYRKvaej4AOMDJKO1Q7XEApp23PhOqKSw8d8BguhgJmkJdnLqwlIkncAb01VXHplN6dGylXVvMZLrQkuHpOd/Wo296S9WFKB+VQoHopZQ7HjFD7BcEjA7tJWBu3CA0zrsKUg6p+Qigbl0NlopPN+jB1vka6xNooxhtTjvFaRoBqTGVsGnDBiCa6zqcaCFaKx2ZzlqYh1GucxPd86NCCMf0P6oCQcx6v5ED6v5IwOjZK7e9sgwmoKqJFHkanUTMgbLhqfsMVyKYjuhu5wCXN5WIkP/EV03TNohQ+b0ql8JGtnkJmD9beBxiVbGBGr04qUNEP6aBhlAh0SfAD3zTXgVF+A87jrNnR5YfTLmtvkuYvD4AaaygkgYXZVWZJ1pBwjg9n5EL0aQlmFWpnjhAos7/kT8kuCyJftSq/oYmMN0i/6qeVWmigc0454QG6wTpIWXCmHdASZR78pSUOB3Dg+YgGv7x3wAC0GWuFg1kExJCAuHPdb6SZxhJc9Oh+brpOCfrgJaQ+4yJPDHkt4+AWUesvFY2VJOqWRoR3UGDjuj0KjTYWV1f7cuEcEHVrAYabQ4dKusNCJPGEMJDM6WRXxmed3pqrRSdUUzIbm1ootXyLLbIETO9TZoRWUtwmHZKIk795eK4QBQ6cjTBWb0EjGRjcOWhVEas9lGZy4k4uLSp40iJOZdE+Y/RpEp2osCQZqnq+wRaT6Vr3eRulAbh9PsErK5Wra7WrAf6CRgwewRMmPzfyHWNBVNncRGaqhzaSEvRILOazvQCEabsiRKbqLFLoYigTsDwdSGceLs6mJA0EoWAGXdDl3ZKRvEdognif+gPZovWoMGkjBQNEgQWoe+0ZwGDua4IUsKgrCbKqUXvde3+nPYu4O9pe2s7bqYGZOrMDXOf4K+5NDvPpdP4AD5E39NZ/4f/gN+D+6JBBEDhtIsm+VV9xw0wY2FmaSt2v4sAABMASURBVKbQdCpSpaWqOpkoCEl3fJ06sDpTK3Bw2RDer6ez/zWyFYSMYvvJ5lOsFsg2MFMoBr2Xi4SNGodwgTSMQSSS03gv5dHaBfsgzSNy/mk4vFs5SvV3ZtpF0KqOrEnBjHKLej6jooEjBEyuYtCE6dUM4bxdbxePFbCuFZ4B2iWNEEGVCp8KmDqVvl1BCCISDEj7ECJ8ZR1ssBAwPrUatvIYdwI5oAusyH+FgE0/BmaFoHx6awo5NyG/hUYblE/FaAPTwnREaG90QZfZZ+5JGg3/JJFMONVvqZ4I9B15UDdNCDdHG9bxYkrYpa9M6cFfSqojjNOSLJq0YxdRikKmUgGT/h885XAlAhekRJkTXJWbsyDKi3BRTElf/s6cMZW5ASaqi4AReMESRxzrTkO4B+XV/CnatEsdV0C1cLQDloGdl7Kra84lPCLbFLRYKmCCAu/hvqUIPcuWRDpZ+o+AmaWZP2wqbfSkw5UCRGLUjMdYdX2dtISHQ4tIr3idCEnqqw+YFcx6wHv2yVqIHHV9Ew4LKr8YxDWz1ifJLL1DgMomN6C6uE/3d7nwUI41DeyqkvYlfJ5M+UNaD+bprAoBs9t1mVPlde1YxhwgKA1rU3OllKYKzKSR630agWkq788xDyCh+ySYVZnws5gmRCdnP0acc84x6F39HhtEDVfdIVzMeJ/hJ55pJM6r0KEef2mnpQKmqP7gdV+78kAg+BZMSp1zLuxXE+USjpcPPJVy4VAjLJvUPT+JQ55qOKYxFS7AjvdBFA6qh1dNoZQ60kY4LRuoj2OtPq8OablPFzC3AgZuA+FMIedq47ZgqUEjFTBenOFbg0/7WBSiO6nruToKJLWOKSOK2Vj8sy6ZCKZAro5vpD2P4ErTRECAZ2J6+0ZZNKZaOtUPynhSP4h5jBPSuoIvV4aNo7m575HOnq98JjNu7HyUyBMuhZQtFTJkaCkiWBIwZ8vkfhjVNle6gtOp3HfMTFDmjhpHUuJ72h4gbYc5lzslYO6BBlMXrw69CR40GsODDU1H0OqOU+4K74lpJ6CS3vvuu+/S//HF+s4BoaVFozSPPKR79X3HDJfjd9mUfDDPT/K7g6/6wTinCMo1+ZyAuQgYQRBxWRi+E9Xb1s6uNU54XSYc7SQOPEacaeHAtwkssxatXKJHxKHFbRMwm0EJEj9pykG5BCDOOkIjpALG8S9XxLaBH+a5CGi6HPTeFTRpT2261lk5ZQFjOxUg9jozsgv222+/gjEH0Y6MvzLjOvBNOMDUM36p/ND6mpAYBBLAmltAI9SZK3XxVf0DfBu18305MqApmVaf7fPqKnt9tu8TxwiKdAmf2n5UxioC2Tk5/Ye1BMxJpfnuxvBNrsXSASfp7q0DVpz9J4xxCmwqZDFvoa6Dp4zya9LJg8AXEm2iC0RkKhRMdaRpFQYOIBoLHyv4KcJbJ2C0j8AlHawsy9BU6TAP2Mx8U5TGwFFdJ6Wn3UJV25rVHCVgdi1HUctVOL+iOVqJPWdy6qZUByRx+RO6oGN0JZ+JOcQbRXNDtHW1AedFY2m5qwInW2VCOToMWPCuYIJRGWmJjQ3j3+siVvVeZfAX+Wd1Y5pEh3or1YgRiKh48Oz6Dhv2/VSwYvMl3QfiTeV/qBIwcx4Z/80q/q8TlKHQBm6Wj2TGlC/PTPYBIeWoeogWRzivk0l2P0547Tr6iXCVjxwso064wEPX5BICXgeaT/qnfO4kQpe2de5PVcRZRyV4fjIM0bVFEHR0uR80TVXpjShX1Wx0d3n2fFl0i8yFHkj+L59UspvQK5FG5Wg9HBgYkJl1ZoSuI2D5h/0zX8yj8z/WTzdrgUUQ6XnYNIboo673rw16LwkTE0K4mKs4exGw6Ra0Sw8g8pCprCrQ6wICTtOgPWjEKp8Nb1bHSREyBYYCjK6goUO4RImeqwmKTVA2LUqV7PY77qkrRtTfH012yv9Y19nN7mh9GbQSdkAM/6d5OOlDBQxEnSJGzHeac8Nj9Zm3ZdcT1LoqUlGY11hQvgjNWwYS1AA5xGqVWdO8qusq/MYy6gr3qoTAponZXKJw1EqbcAUUhNqIyFtZAxG5YKXtPPWBJ+FxcCt9lUoBy7/Y2blgmDhb64sxJ3wMD1ytOEFSmSBdwifAkMexLh64LyySGtPpnR5HLPKjUfpOWC6XoqRgbuQYcV+4M+RsdK+rj4/RANA0KATtIN0T1aUp6syr4XyS8mWEWWMmq/6/CgoKmc84tML3cR1++OHFM/Md6urwIyNRnv/fgneSmar/aJpNobSgVsAQe1XOp4pMajzNxiPpOPkIUWZuyOkbdl+MbuSXSPP0bY0nLEGVVMEmEaB4sFJQNBQfkOCp7PR5BBCXp+U/Bf/F+EkbzgJWCRfUCSYzz8dLNYz7YQ1E3IS9C/haZlpUTZ+m7W12loVfixYhjATYenk+sQF6ThKvLUOpFbD8YX42/4IOB6w8SanOj8Aiu6pgvBDfpa+AEVC7L+qdqPGuwsV5Zu489C7RkfeNzmsBBJPk7/F5tHRVqz/NUDWCEjDiKAqCUucqIH3VYpVHY+HSYpJkF4QFaQL3hbl1BUSh6d974FSyUvefbdN1TKutFLAuPAlzyDSmvZRVNr6tGlRUJKKMLH7biCEQyaogINRdJyzzdzzktKHFYrSZdRqhrlQG+GwokDZw6Nuad9WJOWmFkEf/YoAWbBtjOgc0TjRufPK5ZH60TotJ+3CKmS0ahiOpKjSF8hGFdemcA7s0rdz0PrL2yl8w+3w70R7eK873tsBSPchRposA8Eeo9zqgAtxflXARZlxRnL/kM2mWoaMudUPXMe6i1q4krWfBhYgJ0VVA0SgN8p4mSYZfKuvhHhbcSkh7NRKaXbZ2pRbzRfhVAc6zRaLOPVQ8i/yajDyNI3oDpR5R7kFwgnvCmKelId4rPUBe2sTlNcwAlj14myowbzgeJq08P9bnE4oAknXMFJlUQwNfii9KUNxrW4sfDY4z5OeVU1pl2GT8P8+Oxj3mmGOKZ+D5dhEu2taMewEAXm7ICSYJWuextwrYTIsh0BrHEJsm40FzbvkcaQ24aS8hYAEPSAWoQrty+zxfpSoJTaDtcCAgbfNd5Q8tdFrKQvCisC8QPNNQlI8Y5GN2LfATmRLCJhObAifIYvCzJPw9W8+6a3SOw4vEOtOdzrroiRPbtBd0nXC4f34hYGp5MRrFglctepnVBrtNKE3b0Xp4GiaS+eQsl3cjfyOEy66L7ps6mGUq9VGuVSfMTPmUM8ssEsY8xgGkg+La4LlFVqIL3D/Ng7RV6dHntDWuR1q10bcQMQHea/8uL+wkYPmCfjPXYtqEK09TF901OdIcVyaTyQqWmwARFP6QxeYEM4t4n/LBAXEKRQo7n1muExQagckpE4veS4GfKoqppi/yiQgYDYv7aztHOwXzqcZdCqkMmpH5Lj9bVIlUEBqlj2nnd9KunouNPWK8+pFkossL+8xoVdW3a1YxDZGgNJkrX4w6lrhVa86P8m/l3ce0VnWNW7SUIPW7zAr/jTnll5SnWBNSRYKpHxfAhdGI3nOq8xaRzQKPpja5OsgsqJwNGsbi09YiRi6He2UG+WoyGu5bz6SAKW08aYMsAsKWgHkuA0+8U7fUuUS2s4DlQvS7/AFgKY9vfXH9exTRoHA8ZeXb4GHQDkhMQQMnWrk0PwwjbVdyqMtCTlj9W5lHIqCS8fM4zHNIsCDa5lMx60Cby3qAahLcYQCfphoFPydy7yNgYGNK3Y040uZRZKHri/tOmVaQZWZTdRNeBxgvyUz2ydhXNRrIT8q1efiRzinDYku8p72LgLRdCYPx8HoyFAKdEC5o4sxwgrIofLByEaQsge/Kr+PfVqWlbPIRB8Fa+17lsr0ELL+5c3Mttlf+R8d8XKzP76bg+9h9Y+F9VA246iAa9dCZGNoM9zXBWKJOYPJ0B1UNNBHMKAWPwCBFW7UHU1feIMynGrugOWIO/4SQHtjr3J68Ru85+fn7/zh/cDoejs2v6rEsHbCIs6bl7+QtwRgiLL3SZLVPiwDtxB1ANsvDpimcNOosQ8K573A/myaIY+iavegIQrW3te/7i4PuIv+g43IhMxT0AUN+f97wsBGQkS+l6SSx+V58lj5R3hDQJpxwhCgthgOUC1UEQGsZL1AeVDIWcpk0tSDAnLEmrT4Ab7TmQ35xjJijLGS11z24aE5AOXRhq/kzggCmxO84qTXGQbbxZ2OAPuDz8anKp9HhnOQJXSiGJtRVYrShzV0YCGF9JT3VBYMFLJfo3+e7UzmPOY0btb1+DHBBSFjRYHoOdh30FapKYCaCAJ43NIrQkk1l13Xg1qAmYur0mBn3E0M9+s7WeugbjDLU+Qd/ORcyDGF7qUAJNIscodSNOvPo1i5DzRkNRLj6HJoJNNiijgtEIg8RLhpZIDCm4neO2NMaj3mD0Z7gzB9T5nlAn9/DQyk7sXv5Kcp4NDOkLD6h4hwjL1V8qipdqeBnoRCaChqrgGpYocL1wqF+V4qpQo2DsjVdSPfp+gtYZFqLcKmK4KNgmQkZwUIEqqq0wwkYTkcho6YEHNii0JSOSkG43H8ImPu0IaSCaF71aVXwvdXjLyKq7gFE2UFTvNEkAjbjx3bL/+iY2627/I6EbTizSFS8jVLjmJGFTtAdE5yQhaMl5C4x0SogVG+0Ocx1sLCiTemWJnRNihP+KF9ilpHAUaYjRWYOBTNKECXgfTeZCK10shFtfaILhOK13fryXXWYjCyZDU8Re6Poq7drDZhKzHN6bnS00fueNFlEZX4GR+T/mM6+fhYtKWiwyFq7xs5nlTP0PrQxjUuA0howQqWoEtKzttXJ8S/7ji+fIxxju306vGQspmXj1uQreeLCoG6nhmdrUjo4K4tSropVZKgFTKdOGRYUHdFHwJgjFbZRVYsXGyNgqj9CuEBetOn46LRtzcaZx4HxA2FH7Ngnz9gFkwoY5Df4w/xhK03tJWR8FhUJZQGTFK+bPwr+T7l1VxDmNCHNVI+BFFQ6fLfvnPsVAsK1rbWb+o0nFzAYKmRxZnRaw6Wuq6naU6I7PR6vDcyVchW8lUqFsQd32RiuaOGfdxrKhjKZyPfA9fFHtZ2NwNyEC+YiYJAImXLrTj4ZZ9g0QWZMpQHfpmpWKMebWUO6Rr0/9p7TLyXTBgWCrikQTR1BABu4O09g6lVSBORaFU8OBJ9rx3kJF8xNwGAmZEpYEVidokvhugstoeaJT6MEWT6ROZPHiw5xDrNq0HQUAKd/RDnKIIzUIL2gm145T9TTde32roBocfupfa4y5ipgMHP8CdkxWQ+eDFAI+CMhP+6r7MxzmFV7ctQJmfIUucBFC9jElQuN4G+KttXT4Q+d3z0AHtBuU0aLdVjIk5lRGM5FMb+glz7nRJdr9MsQ5is8JGCiSrucMKIhVBmogq06PHUqqGKgSTRk+MwpwV1QIUGLm1QkEHIp6fFZAyYvClsPmornasPCtt7sCx2YC9oZ2ZpJLJMmyGm7GM1Ei6VAxlqkeUFyWicUQUMWp1zXGCBgdWtHESEhVhruvTn5rh6QuN5zivRPHyxOt88wy13qxFDbP1mpj1ymRRYVog08fLVXGm8XwTUpw6ZBacwphAtslLQRV1VJ3dF7LVBys/PYxPUQLFzAYFaFoZaMd27AwuDK2BSaSg27Q36KEvuOkRwDQiUVNCVSn1OGQGtbz0nXrIYW9n3GlNyMwbIIGMy+8ANnQ4ePyEbU+KcwL6xpZljXosWVAB1Y5qxFs625FD2gPnvvRZvEMpZNwAIzkyl/qbF3cLdSG/hmAgH9h9q+9B3OQ9B0eavvMjKq6/zYOujcbjvTuwaStXsNqaGfGssuYDBrJNF7du/8OiyraO4dC8PhopxYLZrc5tSta7SjISbynGaRmRuxYAgp1Qu9bVFRYhtWhIDB7IG8NRe0U7I1U1u0x012fmXawSMX2TQpeihoRE20eLu2U0wmBseMBThk3sRpX6wYAQvMHtC+uaDxy16UtUz16QopKLPM5ApFlVUjBaaA7IN00QKLIqXi9u86K2LRWHECFpg9sDvngmbupVkI7d0eDUBj9BkfPhQLrLhVBnJolxFKy4kVK2CB2QO83VSCth5gVQhWYMULWCARNLPRDY/fKVvPzhhvAB/LWPkXNA3cXYlYNQIWmD3gXXJBU06gZW6PbMSxNysccrdH59dRdXPoVzpWnYAFZg/8kFzQnp7/NMZgt9nPyY8iXDC0FyGfVZ+cVHU8y2rCqhWwwGwBEIsn5MKmlMG8Th3nxves+OOhZzDkFSknP3ty+Ui81YxVL2ApZgvzdlcubNqsFTkSOMK2VbZyfDY+lW5bQoWNPX0RtVnLgfVKwFLMFuzjs+tJucDpe9tmdhE2s8dN391gzreiwwRv4eQKQqUr5DP5/S0uE7+MWG8FrIzZgn54dhXIhc78dIdIbpFciuo3mf3UydGWtpKecQae5sZzZj/PSq4z88/udfDP+oT/Bzq8WfR8ABOnAAAAAElFTkSuQmCC</Swatch>
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</Swatch>
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