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ACME Willow 500 (BSW 500 II) (ACME_Willow 500 (BSW 500 II).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Willow 500 (BSW 500 II)" ShortName="Willow5002" Company="ACME" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>88ececc5-23f2-4139-ac69-6a13e138f8dd</Thumbnail>
  <History Date="26-04-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="29-04-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7e4b9f3f-07e7-4890-aefd-52ecb9e9f339" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="9" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="10,11,12,13" If="'Colour1Func'==3" />
      <Else ID="14" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="8~15" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="16~23" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="24~31" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="32~39" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~47" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="48~55" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="56~63" Colour="0,0,0" />
      <Function ID="9" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" />
      <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="11" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" Colour="0,0,0" />
      <Function ID="12" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="13" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" Colour="0,0,0" />
      <Function ID="14" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="21,22,23,24" If="'Gobo1Func'==3" />
      <Else ID="25" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>e341d6c5-72cc-4063-91a5-115eb4e30f76</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~13" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="14~19" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="20~25" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="26~31" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="32~37" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="38~43" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="44~49" WheelPosition="7" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="50~55" WheelPosition="8" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="56~63" WheelPosition="9" />
      <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>e341d6c5-72cc-4063-91a5-115eb4e30f76</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="64~70" WheelPosition="1" />
      <Function ID="13" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="71~77" WheelPosition="2" />
      <Function ID="14" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="78~84" WheelPosition="3" />
      <Function ID="15" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="85~91" WheelPosition="4" />
      <Function ID="16" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="92~98" WheelPosition="5" />
      <Function ID="17" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="99~105" WheelPosition="6" />
      <Function ID="18" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="106~112" WheelPosition="7" />
      <Function ID="19" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="113~119" WheelPosition="8" />
      <Function ID="20" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="120~127" WheelPosition="9" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" />
      <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" />
      <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1||'Gobo2Func'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>e341d6c5-72cc-4063-91a5-115eb4e30f76</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1">
        <Swatch>e394ab73-0265-4004-9550-4c228c60652a</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2">
        <Swatch>87858a32-dc43-4b2e-8b8c-23606ba463f0</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3">
        <Swatch>daa879cc-160d-45f7-a999-c525c5f278a5</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4">
        <Swatch>381cf96f-aa2b-4412-a462-e148ac8d8c15</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5">
        <Swatch>2b70c100-0902-4ac7-92bd-71fa8eb31b9e</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6">
        <Swatch>2aa9fddf-2c23-4cfc-82f0-b8c2e344881a</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7">
        <Swatch>0955d107-24c2-4674-a3cc-4087dd0da958</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>e341d6c5-72cc-4063-91a5-115eb4e30f76</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="64~72" WheelPosition="1">
        <Swatch>e394ab73-0265-4004-9550-4c228c60652a</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="73~81" WheelPosition="2">
        <Swatch>87858a32-dc43-4b2e-8b8c-23606ba463f0</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="82~90" WheelPosition="3">
        <Swatch>daa879cc-160d-45f7-a999-c525c5f278a5</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="91~99" WheelPosition="4">
        <Swatch>381cf96f-aa2b-4412-a462-e148ac8d8c15</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="100~108" WheelPosition="5">
        <Swatch>2b70c100-0902-4ac7-92bd-71fa8eb31b9e</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="109~117" WheelPosition="6">
        <Swatch>2aa9fddf-2c23-4cfc-82f0-b8c2e344881a</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="118~127" WheelPosition="7">
        <Swatch>0955d107-24c2-4674-a3cc-4087dd0da958</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="8~128" />
      <Function ID="3" Name="Frost" Display="'Frost'" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="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="AutoFocus On" Display="'AutoFocus On'" Dmx="10~19" />
      <Function ID="3" Name="AutoFocus Off" Display="'AutoFocus Off'" Dmx="20~29" />
      <Function ID="4" Name="Dim Linear" Display="'Dim Linear'" Dmx="30~39" />
      <Function ID="5" Name="Dim Square" Display="'Dim Square'" Dmx="40~49" />
      <Function ID="6" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="50~59" />
      <Function ID="7" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="60~69" />
      <Function ID="8" Name="LED Freq Setting Enable" Display="'LED Freq Setting Enable'" Dmx="100~109" />
      <Function ID="9" Name="LED Freq Setting Disable" Display="'LED Freq Setting Disable'" Dmx="110~119" />
      <Function ID="10" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" />
      <Function ID="11" Name="Reset Effect" Display="'Reset Effect'" Dmx="150~159" />
      <Function ID="12" Name="Focus Compensate Disable" Display="'Focus Compensate Disable'" Dmx="160~169" />
      <Function ID="13" Name="Focus Compensate Near" Display="'Focus Compensate Near'" Dmx="170~179" />
      <Function ID="14" Name="Focus Compensate Med" Display="'Focus Compensate Med'" Dmx="180~189" />
      <Function ID="15" Name="Focus Compensate Far" Display="'Focus Compensate Far'" Dmx="190~199" />
      <Function ID="16" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
      <Function ID="17" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="210~219" />
      <Function ID="18" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="220~229" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 18 DMX" Channels="18" Id="9a5b5755-cbac-4b2d-b684-fe66ec502efc">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="499d85a9-5c26-4086-aca4-9ff9b3eb24c4" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="8" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="9" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="12" Wheel="21" />
      <Attribute ID="Focus" ChannelOffset="13,14" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="15" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="16,17" Wheel="1" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="AutoFocus Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq Setting Enable">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq Setting Disable">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Focus Compensate Disable">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Focus Compensate Near">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Focus Compensate Med">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Focus Compensate Far">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Smooth">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="11" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="17" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" />
      <Palette ID="7" Name="Frost Full" Number="47" Page="1" SetControl="Frost:3" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
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</Swatch>
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</Swatch>
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X08uDKsjAznHTSSWkWZwxYUWJ6TZB5YTtoQy4uFGGWYnimCxgRgtiIc9FFF9W+l9tCMJ+TNg8+bEYMohVBFyOpytoqICVdrEzvK8L1i+QCurL8OfHNDi6MWilWSbBeN+fW0osyXpXLzjqqsn6K8CBi9K4bbrghXclNE5uBfigJkBuh355idBvbt9Embdn3KhIMhItIdwp+HlwsdLcyo8hzIuVjSuw4aquw6qqrphka8s5a9rslxTao6n5dJ8E6ZTPW9ZewHcVOhK2kyUVgK2pDLnoHP5KV2hX0Gk5T+o+s2y7FKLYiztKib81iIrFFBIqgs5KS9NsiipkYVWAd21IZB2XwXOhi9L6WwJXtyn5RSrDeIQdbtf0UyCfa5WFVyNiMgYeQz1svA53LNhdLLts2n9NKK0WHUWcAsUyyCaB09wPKO2lUlp1Kf7Ullm15iKd3RVaZBLa02F1BUJzkFNkoBtUzsCjFRdu4kAK2wpmywyKqJBgXfOtDDojrqu2R3vHLX/6y8RqkFulQB+SimMdMNP2Cj4mvqQsyYnGUXn311Z2uUQbSvIxgdFjBbVtlEbZkJOOisL179V7PIxa2SZ9bZxi4ruTIFn06cAVnZunsswjWO/tn59gr52HLsvoEePPFrczomCru7KGVVdBkoI/EkssWRK+IrWIqQoiH9VYWYO4XwkN0rWIlN/DEMxjKdCHEZMx4DvTPLqAziipUGWOevxAWfYxREomdw/wdWDxbqUyCcap2PvvnPe95T1pm5eYorTzVxXhbFcTmFJVWgTQRQokhl67T8vOZ5m1h4lhcJ5544lAboFhMZWoD9wk1QUVRGcokC92MysBxGuOdtxWy0qtirMJXoggtsi9wBne+nP9hGcFeEnvFKlh5FNk2fhWEaEpMtE1xczThqU99aiq5YlsTZKAbMS5I4DbbTlcwOEQ0yqxZ7ooqguVBl7KoLU7XkdCoFqApuC8CwMlqEVVBsgKnbMwz7wF3qgnWO29xs9irDQoeDGdinSedgh5zmgfJKTO0rVeeQ9MDz8r4RwE6ne1O/LMICY1N4FpQtJuvl5TqQ0+LUUko8nRjkq8M5kUemmTHSOt/MxzKn3dZlGBc2p3iJayfLNdICo7VGZsiQ9LwwleBDhSTjWlL5mMqK+mqgvCNbQp5x3FSCJ2qjGD5gpEqMATKinH9nBO5yfnqeb7hDW9In32Vv5E+Zi7dIyu0AbiDQ0tM0CLBtk06gEJv7/dqBVl9EueMmHx8ufF8ShTPInjp6SNNyia3BuW12GOrDlYmv10+A3XU0EyP6yNLy/E9hW5ipHXVd5VOToeM6b6tuw91oszxm0HmrUUYE1VJFnNoNsF6zUuqNewa8N4XWyLxN9FlkKzJM2wlcZhq6ku0ZyERP6dbNJnLyCWFOpZc4qAqrk3kALvTdII0Z9YcTzzC0wFji1GkXZc5ZYHEVyoYE0KiB3r+dZLf9UiyCBViY1zKmqfkJRj3dqczrqtq8/hSYsMOyCRlxUOTyyXAzQoUI6sDnasNuUwoiZgVwE4CVGMbbaFoV45XWeEL5T9WirE6Kft1SQqeLz25bDsvAIdw6QL/yROsc0qBLi9l6FJzaJ/naG1ytoKkQIHeWHLxa9kKYhy+44b0JAuNIVDVJ4N/0fZGjyoD6S8NSKegJvBf0mHreqLppUGliMjewKVZBOu0PdoKqwo7WDhVoFSKjVk1LBkPQhgkFg972MPS68d0KwS9tjhNJ/3gUnFFoR/+p2zLYjhVZYowEqoIRkFnGcdYlJy+LMaqLTcDnZre2ODGwaX9/CMlWNgzBbdmmyMREDgtY73tsY4wiik08wCVyVaPrU4YoylvnMQiHWOquVmy9JsBNQMZGmSpyvKg6xRbussOriKY0I9M2KqT6WyTUnpidE2LnO+rThejH1sAZaGsHNbHqaD23JpJMDm5nQ5Yr4rM05+qwMqhZOfhARO/qrv5vOrArSFC0AT6CeVVMt2kg4FTFbTmdJXhUCZ96a50saoUdYvQQlYA3ASqgyhMU/AcaaV/F9OKcsAlnDo3T7BOqArFSGmpAnO3KtEvX+1cBXWUfG6s1CoQ48JKXdpAjQN1KTfUAIZUlcrBYVpXA+E5xBAMWP10tzpHNQnH8tQCoQYzCNZpe0z/sMTRR1GviheKfWVbYxFCS7HN0yilvO90q/zkWNFEPfJNyKGvUWjqGm0yqwjmuZFuVQq6OaKgx2T8cmtkjuc6sMSRsUYNSomRESz+9M8cMLl4SgXYmqq65NgGy3KyssrkKlJQWIl7PrHsPYpqmff+znV55cUr67bnSYXFwiqsqmgSzGYYldUycM7qmLjllltWXt8WHJtSTl+1gOukmPskFbmTKuYs5dSyQRmjUUb1+SqC/6VMIaza5qywYql8BqYvR2MZZFpS6kkqDxKh1FWCh0ufK+p00wYV1xysVVul3mdGVWU2f2ETwehWMYW3pJg2U1V9LjKI2KiFqGgYuBZukWDrhNGpELAslwmqEvNku5a1t0SSqubAAroZuUAuGOeqRDsPYWmChVmni2kRWpWhopCmbpuUAqSfWL6TdR0o8dw6TTUR8tbETUukGE6tg2Bzoj6xBFUfXhVOqNK9xOLKGqC4PtdF8aGrIxRSsQ03efqnCU0JhApwqwimS5Hf1SUNkGKxBCMkLOym1HVxSvqdcrgSzOmLYFWtAcrcAvSnsnx9Vl5Ve82mBERb59JEsCYLWp5bHeRt1RFMrxB6VWwXSQmRTQQDjt6K7bk/gpXV6dnjy8qjhGjKJB7vcZkrgX6Xdecrg78p69swzWiyJJuyc7UssFVVleNx4FIx6pIM82BAIb1k0Dogrkr+n//858VfpQTr1vO7ApxvZXlVZX1E6V5l5jAiyuuqqnxxfeJ+SOcojg3ZwVhVsOioC1VbKTIYwmhV0GEnlmAsVq6RpjI28+U9JdXnayBY/w0ZcigT86qNyvxlFEnZDUXQ1aq2AytUOCO2OnyaEFNVrYNiXSq1gH4dwSj6Qm2xaUqiKvL3m4qURRu4iLiKclixLwlW7F0Fau6KIEKL+povKEZWhDAQL3EVpJ90acs0DRBAtvULpVWBa6COYFw9daekiAo86UlPquwAVISYMsla5u/Mg7Uvr63QRzaVYHHpCCUo63NQVuJVtj0SvWUrlne47LrALTGIQ0knFaQzH1QdwVhtdaiw5mZA5nAswUCOXhPBQNy3QLAVEKxVW8w8ypS/4jEsnINllmC+jXcG3uqqnu8crLIipin80wVNB0LY/ijrha1oCVjwDnqoO76wzjIvg23S9tfkE+N05RvNBcFX7eusonXWWWfWz4rJfAhT9PZ7AAiThy1U+VVZqETGJaV+0nO5BgGTU6avZkAu8dyqpEnhJtZoHcFYo6RkbCIAHyWJ11TAbJ7pYvk6jL4IVjy6RRij2AytrCRK1VExZCE/rCz1R7U4y2cUdYqTgJhQjtyvuqxcYbS6nmqUfD7ENoaSDOOYCnlzNTCCFSGLIr+FkUplDXFV/+ShmUdZAhszWapJxz6iU4mY8x6bTu/N4rR1sPDbEIzObJGXGXZ5mG96YhbN6YtgXBJ5KVbs3y5Xv1ia7vDzop4mE6IsBqfIYBozI/pBlW6VR5mDO4+YNg1NUYEi+Czl2NW158pAxxsIwVT75hvUFosLin3eQSl6HoKzWo0XQRepSyhcWlHV1DePpvPOSXxELaZe57H22munOlNEMe0SIG4MwSj79On0XqOvXgLH0eVRrMErc/gVz8FmBJRJL9kSLTq73KFQlcWSAWnk6dc5XJFPCZp061jEqiqC3/L3WMR9EawYsiia2MXYmQrqfDiEd7hM91KmNaxj9pYGxLRztwPUEQwQoQ3BYrtTuj8ZLxnBZLB18oUVww15x6mtr1iYUVQqKZrF017pcTH9Ru/IiDl9BBnK2m3mYZtsA5ZrVaFvHnjR60tyI4JRnDo7W/PIb5nIhcV5FI+jKzuNlUOv7LCn/+G/iGleHFNj2hQVKIJVL3dPPWsdJCD2drNbEIzYqT41oQZFHSwfhyw6YbE/n4govUNmah6syzaHY91REXPofVNmBpBEhECbg8KE6/i6qtpFQK6C6VoEa3eGcQ76O8j9ss35t8KFDEXxW/TcC8gWdQl59eNuRrK0IGYXoMasu+66rZoaS5XirecNKDvPCblyet3NmQTrBG4JZyO6yWKQu7jKis7VYn9QIl1QNQ/hDKkiUkxYmqxK9ZYDOPNwYlEX6G6D2P4b5qlt12wRG340RSSkGUe5tCvJo4UK+lSCXdPq6gVIvy2L4OeTDt1Q/kvw9hYtTCk6+TCTLVaNZLFAl2WkzQD3Rl3vi2nFoAgWiyanbRVsq0rbGk40vqZvglUBm7N8bg048oFqjri8osq7rwFdHhraVVV/C1dQJFWIS+9ZmjAogln4FO26jt1Q1dNiQBgewWRWunke5aLDVKPaPCQR5gtKeZiLBkARCKprDEmo1rLLibaTiEERzG4Qc0RfMWFhwEgJxtxwJ/0dkliCslPH9L3KZ01odlJ09slqjT1HSPq0cJXe8nkjY2lGm1OCmzCIIwwrgFNXLHv77bffFiZTk9JO7QPaguiWkkIxtG0KCRWTCNueK83nRg9UZSR+2Sa+NmloypSA4sGlE4rLcSsLFamXGhnBePDVPMoxKpM6tlQ9KByeGQs5TkrdXVunmdgzjCYNVZVUeUxJjDatwcsIxkPaqcN0F9gSm2JgYpSqkNseb0wn0+SDNJOlMW26WUw70LYSfkxIve4ZwS4c442UQs8r2ycrMSa4m4f3C0MpQuCrUQfY4UzqkUMaTlOmBNSdqJsHVaTr6XIDQMqpPMG40Dt1ORwWlLVxwOq8E3NmdxEmS+dq7gztKblCJplooh8xPWebCkMyCL01PbfYluktgUv/JZhemkHRJ9I6dzocFmylrE5+MRKpCxRRkIj0MmVvMjMnkWixZ4fHeulJ/6rzO8EzKCYgDAiX4JR/5PPBNGqfOIIBnYPTlmEgUzJ/IGcbZH3GOHZlBcSW0I8KZbG9MsRWA+ktweGtHXoZeOG5iYaAJU3/8wQTjW7u2j8mWG0Cqeecc05ap1fVmz8G/GYMCAmQ2kXqSjNI31JXxPb7r2m+OwsWpTih7tXZwhRDRq6yyvoBYUlmQ55g7HraY6fTPkYFFTMCrQwADym2T34ZVCvT0aQCe9hK8sdZexmTkiwy0uYgCd+HRa5TkfiuhWRhxZTHdQQOLfERLSGYs2WCHka0jcxd0RUekq488vuFi+hmbS3NPLg2NLSTLqSNt20l5oyfQYO+2RA8Tre0mMqjIvgfqQYjwFnZOUVQzMnX/m7iCZZByo7MCilDrETlUrEhpjLwojMCtPOUWEeqjTItSDRCjy3JmGUQ8fA9JxwzWigWCWbvlIA4tADVMCAaoK2RLj7IQZnvB3QVOossEFaWFOGqBsWDhGRLeXLOXyo7rZdVWHf+wAQAd2Zkls4gmJNKgwSQZDU1UiwPEyNHjLmvGVq/Ek1WhyC67Fv5bLopq3hqo2S3heYlcuXFVPWiF4wm1agEtu4Jx2n5026hrGyNY2QqCQa2ESQzGAMUXITrh2j+VomXwerUF9ZhVcMKqnN+sv5UV8nnivXcTwBmOdXKCHZqGFo+N9dGDRDyw7Xpzg7XuvTSS1PHaD85+nLSbJvaTGmuQhr1m//EmFDdjMDFY/YkQnIBDMqJy5iZInLhzKnFH84iWJAA/wor9qjwz9n1/EMCb7N+YcXT0zxcVp0u1P1kEOihIVxk26Hj6Ceqy18/yJfkkXCKWuiBoCaRwi7lm37ILbC09zULOAp3ij+squxeFMa+yQhikywm3vWyNBWdDm1JJA+l29Ex/YBPiNQx1lxzzdTDLULg322R70Xr7zNyZf83ssOiSDX9tcRV/R0/lh4UOunE9KIogkPWs4npxDMi2GYWlf2ilGCBideFVanEZ+i6mKyHphwo9Xvih0IffFW2vn5ByijypaPpe6qIRGvJmDMoIR8kbmovyRlsqzbyINUUxwheO0ihDnSxLDOCxLRVc6HwAY7CwqzUbkAAAAnJSURBVG3AyThT9ou63hSqKYZOMJMbC1ahgs/shNy25VZlMMlMf0OJnM8wtt5669rUmXyeWUwpfxkQhTTS4qrY5ioG7o+UnACCVVbeVBIsPPiLwwOQFTh3KLfUQ9uQhUlRJ6kyybbDA2+LHUTBLqVaQanh9Ar1nixRbah0DMxIYJvLV7WPK7yE5HUdp0eEs3Gl6pdN3XUcYTZUgtFLujhGZbqadEO2hZwxDevKzjzqApYgn5TB0ZolA2b5/3lLUVOXmO5/g4BFYHsmcUUdYroZDhm1x9zVEiww87xhSzHn4agM6sdPpUe74LfyNbE612QQxJ7JEwO6UnaSRhE6zsjQ4BtTVIyIpB09qe786yogr3gj6U7PkjiI1Fw3WjXEJhyOAKRXbT/0mP5gQ5ViuuYp/uBY7IdkQMpoVGtwayCZlgWMg2FXGsmEQPI8NHnrItVIqXEE2zug8ZDORoL1pBgH2rym93YFv5TOOxT3WCuuCSxTlqEhQU9aDueojIViq89hgRTqkvkwJTi1SXpBbIdDjbx0MxuaX4yjlcTRo2LXXXdt7EPaBqqlnX9kIJeYpbMVWaPFFlSTCm4KxoYtmPHBD2a7VtQyhiojFtXs5m4liJrFwNSrghQ7MvxzqK0Hee65CuhQ8rzqelB1BZ+UFB+Di4KSzMwnQVmPZUcRjgO63iAUK1YqtVHMeNVewULMHLojxJE4EfPGNmLCmcfOeRlIN8Q6mHC+KMFlirteFl2U5SbQ+cQ/jWyS6D70Kc30OHQRL7Y3aRcwBEQzZJv6vu5lvfXWi26fMMTM1CoQl+XnX5cgmmCBsX8KX3i3pJBQNkwooDVsD0I68rPqjlkZBATDdV82snMS6VGsOSX7skJJ2OJZlXS+Yk/aDEjEGSvPTFIj8mibJAhvFFuNxoBVa4tvOrh9CNgNF2Lf3FbROSkMJyNs0fLv+gKzXC6UYaVrDSAFhy4yCrAGdXE0SFanj5A0WXhHCIfU4y4ZNjwLlrEEgJITZocNc39Smz9oRbDA3NuDFJsf/umYiLGUDOs9ystu6F0hKU83ZWnTgzQM6qDbomhCdm6l/w+TXDz2/GDisQL1TXHLIcGHzr+9ZVpI6xkJ178hkGxB+KfT2PtzXPUJDVKkSBu2HkYBpZiUaeoR3y/yRxkOw4qTKcHa5cPjXhkTqTIg1QJz3/YPOy358EHHB5I53n7k5ksVTIhMU4NyTLrRozLCDbqTn6TIDKxfUYN+em0JNQn/MCwMyZZlZ59nkJhJijJCdHscMo42513+sJ89hctCJfhaTW8cNUhx7gYja0orP0s4R8Gu7TQL53TdVvNhKESwdefPbaoCL70TUkQwxDm5Sfizrr766lpCgXtFqoULF85ImJw7d25akDwkcEd0dk91JliYxD8HSSGdR85Mc1OrMYOrwSDhMmSHeyKbwRWSr+bhiyINWYAswSx9h7QsntjLf6d/BmtSEmGWVIiItlD/RySWaFvXAskoXstlU5ZC1E/xcQOkEW9rrrteoC+tOHzwZWECdgn/PK7xzROIrEra6DeJURt3knGQQCaZvKzmqt6tnMN0tSFhF3PczwX6Nrt6+phTR/dufPP/EAXb34IFC9I4atUWTg1Qr8CaHlJfjUO66l15DMquX5gsrkLaZkDXu8PB1sqZLA7bVJBiy5Ua1G+NQg20HVo4iAsNhGA9/9gO4Z+O9+ivrPoOBj40qUqct2XV3HnIE8sa6hWPUhwgNC7Zoa2/qwoD80z2mqfodqbhVHnMJBJCKmOIsY0MnLKaFSsyEZGIadtEx2M9KoUbIqTHbpJvXtIvBur67sUr5Y2xmVvVgvFT6Syj/IvTVIIgqy/zXrPAprW2kM9MWrgKID454a7YbkC+Nz1rBO0/RfTntYkzxmDgsZVwg9cHkm2UtCCZlSzskndUciEIbBtK1cTdEI1nW8B5kiUc1wYLEJkU+kqriWlPnofvq6xOc7wRtPtEro3M3aAvPJTgXRuSCRrr85X3jJdBSosjZwzkEpuTNCjInC9kHedxgPxo6jwp6jFnOpbB99DoRKHJiL7L0MgFQ4sO50jGSVOpk8ljbyJXEXS0rH4xDxMiQ5UCzKEpexXp+LtU4ggaaycpX58lJsQTW0CRSSUp3VJtODd54vPHGHIrHHTQQa2+SwYde7QGRSxhoxGBzjVvWOSCoaYf9EjmVKszkgrrMia8EgvKMsnRVXq0BeIiXVbC31biCA3pfq0Hmd4WI5a+rMVNBq1zFTH0/Jae4o9kTiRdqvxk9ETZp9lh98VDWasg/ihpkWowpD71TeDn2mGQ1mIVRpJA1XNhbJcsbvEzw+OvKlt/iGmFLNaMYALWVS0wbct8WCrREXGMFvEhYSwclJ+rCaPJ0EsWO2PDyz6BaJa5TiypWSUzUz5815NXx438Fu8rKlYR9Ab5/do3aZluIY25YFbgepdBhH/aYGQEy9CLXTqjUm7/WiZBzhZdROvIaUMxB4yEOvPMM1P9inU7Cf33k8UpN9v2G7jugpETDHpZGJb+YWHseO211y7DVyQE4kT7Nsf4jRNywMrajg+zCqkl7BpHh7FHPyk3/WAsBIPeF96p13T4iFtvvXUlDlVDMYdQCv2GEs0q7FJ5Myiw7njU6U5edSxUWqeyaIKjC3KsF4x6SyxibATL0NsyxS8pLmm1ko47RgaddFQyI5oSNkmC/i04zE2gAZykQI7ONv0tECfbwmxpfGd8ZZy3iOQViUiqUbUbGBBU/8zvkkM/aIydYNArJHFS/NZhHJ4UinuFSm666aZ01KGYAr3KKqsskXxim0WXgGzTaTuwtAGqT9SunjQqK7EJE0Ew6D2QEwPRzkwWd21RHteqF0aRgF36n04peGjtAPsP23HaFhNDsAy9B7RnINoR4fXQZIhdfZYSCMXtFdsrYtSYOIJl6D2wzQPRNHHVC2GonRanEBoDHhDTQmmcmFiCZeg9wGf9j2hLMBXEyjDxBMuQI5rSHR0/tkom7IzxIYKOpa38wXUNdycRU0OwDL0HvF0gmiITJXM7JyM+9maEELs9KoxFVX3oJx1TR7AMvQe+fyDageFVG4Mdeq9TdRRhCZSMcz7LPjmt7HiWacLUEixDbwI4Fk8JZOP02jRZfICEbMSJPh46BydeOW1YfPb04pF404ypJ1gevYn5vBHIJk1WkiPCIZvOdZOis9GpLkkWk8oBnheNIjdrHFiqCJZHb8Iu6I39AuGWTxY3azGQbe0wHDJ0pyHfioqNy8O4MllMKgdnXxjub3KrVgaIpZZgRfQm9NzeSBFIt1x4WSeMObkh33rF3quuIk2d5YRnBCod7n1z7/Wa3LgifPZS28u8Cf8PV081S5sFTDgAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>