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Pearl River XR 380 BWS (PR-2393A) (Pearl River_XR 380 BWS (PR-2393A).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="XR 380 BWS (PR-2393A)" ShortName="XR 380 BWS" Company="Pearl River" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>cfe1856e-d03b-457b-b01c-b8a2751a5fcc</Thumbnail>
  <History Date="29-08-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="01-09-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b90ecb15-5615-4f86-8bee-65bbda3edad8" />
  <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="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 %.f%%',0~100" Dmx="4~103" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="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="Split Gel" Display="'Split Gel'" 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="1,2,3,4,5,6,7,8,9,10,11,12" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="13,14,15,16,17,18,19,20,21,22,23,24" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="25,26,27,28" If="'Colour1Func'==3" />
      <Else ID="29" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="0,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="5~9" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="10~14" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="15~19" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="20~24" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="25~29" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="30~34" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="35~39" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="40~44" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="45~49" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="50~54" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="55~59" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Op/ 1" Display="'Op/ 1'" Dmx="60~64" WheelPosition="0" Colour="0,0,0" />
      <Function ID="14" Name="1/ 2" Display="'1/ 2'" Dmx="65~69" WheelPosition="1" Colour="0,0,0" />
      <Function ID="15" Name="2/ 3" Display="'2/ 3'" Dmx="70~74" WheelPosition="2" Colour="0,0,0" />
      <Function ID="16" Name="3/ 4" Display="'3/ 4'" Dmx="75~79" WheelPosition="3" Colour="0,0,0" />
      <Function ID="17" Name="4/ 5" Display="'4/ 5'" Dmx="80~84" WheelPosition="4" Colour="0,0,0" />
      <Function ID="18" Name="5/ 6" Display="'5/ 6'" Dmx="85~89" WheelPosition="5" Colour="0,0,0" />
      <Function ID="19" Name="6/ 7" Display="'6/ 7'" Dmx="90~94" WheelPosition="6" Colour="0,0,0" />
      <Function ID="20" Name="7/ 8" Display="'7/ 8'" Dmx="95~99" WheelPosition="7" Colour="0,0,0" />
      <Function ID="21" Name="8/ 9" Display="'8/ 9'" Dmx="100~104" WheelPosition="8" Colour="0,0,0" />
      <Function ID="22" Name="9/ 10" Display="'9/ 10'" Dmx="105~109" WheelPosition="9" Colour="0,0,0" />
      <Function ID="23" Name="10/ 11" Display="'10/ 11'" Dmx="110~114" WheelPosition="10" Colour="0,0,0" />
      <Function ID="24" Name="11/ Op" Display="'11/ Op'" Dmx="115~119" WheelPosition="11" Colour="0,0,0" />
      <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="186~189" Colour="0,0,0" />
      <Function ID="26" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="120~185" Colour="0,0,0" />
      <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="186~189" Colour="0,0,0" />
      <Function ID="28" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="190~255" Colour="0,0,0" />
      <Function ID="29" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~255" />
    </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="1,2,3,4,5,6,7,8,9,10,11" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="12,13,14,15,16,17,18,19,20,21,22" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="23,24,25,26" If="'Gobo1Func'==3" />
      <Else ID="27" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>9faa5a00-e5e8-40da-a6fc-9d156dd1fb07</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="5~9" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="10~14" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="15~19" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="20~24" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="25~29" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="30~34" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="35~39" WheelPosition="7" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="40~44" WheelPosition="8" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="45~49" WheelPosition="9" />
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="50~54" WheelPosition="10" />
      <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>9faa5a00-e5e8-40da-a6fc-9d156dd1fb07</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="55~61" WheelPosition="1" />
      <Function ID="14" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="62~68" WheelPosition="2" />
      <Function ID="15" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="69~75" WheelPosition="3" />
      <Function ID="16" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="76~82" WheelPosition="4" />
      <Function ID="17" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="83~89" WheelPosition="5" />
      <Function ID="18" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="90~96" WheelPosition="6" />
      <Function ID="19" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="97~103" WheelPosition="7" />
      <Function ID="20" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="104~110" WheelPosition="8" />
      <Function ID="21" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="111~117" WheelPosition="9" />
      <Function ID="22" Name="Gobo 10 Shake" Display="'Gobo 10 Shake  %.f%%',0~100" Dmx="118~124" WheelPosition="10" />
      <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="188~192" />
      <Function ID="24" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="125~187" />
      <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="188~192" />
      <Function ID="26" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="193~255" />
      <Function ID="27" 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>9faa5a00-e5e8-40da-a6fc-9d156dd1fb07</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1">
        <Swatch>4ac2d7d9-cd5d-4d17-8600-6f272dd815c2</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2">
        <Swatch>07858ad5-686c-4658-82f3-a1ef446d510e</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3">
        <Swatch>cc229837-eaa5-41fe-ba7b-6949ead15978</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4">
        <Swatch>9a5f89ff-663a-40d5-8c85-8ea5911d3783</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5">
        <Swatch>7d2778cc-743d-4432-9b1b-f13cdb6975ad</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6">
        <Swatch>290c452f-3678-4c27-9612-85c8283915cb</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~79" WheelPosition="7">
        <Swatch>445868f2-a2f5-4b5e-9afc-6eeab4d50533</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>9faa5a00-e5e8-40da-a6fc-9d156dd1fb07</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="80~89" WheelPosition="1">
        <Swatch>4ac2d7d9-cd5d-4d17-8600-6f272dd815c2</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="90~99" WheelPosition="2">
        <Swatch>07858ad5-686c-4658-82f3-a1ef446d510e</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="100~109" WheelPosition="3">
        <Swatch>cc229837-eaa5-41fe-ba7b-6949ead15978</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="110~119" WheelPosition="4">
        <Swatch>9a5f89ff-663a-40d5-8c85-8ea5911d3783</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="120~129" WheelPosition="5">
        <Swatch>7d2778cc-743d-4432-9b1b-f13cdb6975ad</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="130~139" WheelPosition="6">
        <Swatch>290c452f-3678-4c27-9612-85c8283915cb</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="140~149" WheelPosition="7">
        <Swatch>445868f2-a2f5-4b5e-9afc-6eeab4d50533</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="150~202" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="203~255" />
      <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="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~191" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="0~0" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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" />
      <Function ID="2" Name="Prism 1" Display="'Prism 1'" Dmx="128~191" />
      <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Prism_1_Rot" Name="Prism 1 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="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </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" />
      <Function ID="2" Name="Prism 1" Display="'Prism 1'" Dmx="128~191" />
      <Function ID="3" Name="Prism 2" Display="'Prism 2'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Prism_2_Rot" Name="Prism 2 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="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="Reset" Name="Reset" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset Head" Display="'Reset Head'" Dmx="26~76" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Lamp" Name="Lamp" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="26~100" />
      <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="101~255" />
    </Attribute>
  </Control>
  <Mode Name="19 DMX" Channels="19">
    <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="b9626dc1-f786-4761-8391-3074b1b541b0" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Animation" ChannelOffset="7" Wheel="82" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="9" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="10" Wheel="18" />
      <Attribute ID="Prism_1" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="13" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="14" Wheel="54" />
      <Attribute ID="Frost" ChannelOffset="15" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="16" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="17" Wheel="20" />
      <Attribute ID="Reset" ChannelOffset="18" Wheel="28" />
      <Attribute ID="Lamp" ChannelOffset="19" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="23 DMX" Channels="23">
    <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="85f83ab4-160e-435b-af97-91de291a3d6a" />
    <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="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Animation" ChannelOffset="9" Wheel="82" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="12" Wheel="18" />
      <Attribute ID="Prism_1" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="14" Wheel="24" />
      <Attribute ID="Prism_2" ChannelOffset="15" Wheel="53" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="16" Wheel="54" />
      <Attribute ID="Frost" ChannelOffset="17" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="18,19" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="20,21" Wheel="20" />
      <Attribute ID="Reset" ChannelOffset="22" Wheel="28" />
      <Attribute ID="Lamp" ChannelOffset="23" Wheel="29" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Reset:4" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Reset:3" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Head">
      <Set Channel="Reset:2" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Lamp:2" Delay="6000" />
      <Set Channel="Lamp:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Lamp:3" Delay="6000" />
      <Set Channel="Lamp: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 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="12" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="17" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="18" 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="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="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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YiLAHkDDMBb46YEHqpqEBVEAOvGqOfvhSQShL93JDYggRsWTqjADM3N5jYoxAM88GRtwuXBvKDIZheM9EfNwn7rtyddgEsAcioSshwvSmGID1igxNGDy5mEy4yOcO42osTnuE4GHitFNlKFyBuCJoTI7dh1o8iL4t3KwQjEE7TmIceesjFWzeBU/r7/i4zGLLI0LlHgo0yc3Bho5IyQy48NLvXPTYNUXZCEAlsvGuWQ0I5xN+YdcU+JIzAzMbzvgHRKe4Vb5/Z1RHBeEM49bRNsNCQVAkgahxFzyuWRaqjbXK9/fbbRoBHUDHJYJZi1kLug8qEtBogUPvCCy94txGZyflsie5TUOMQVQgWenkEdtO3qBK9aLdsXTrLIVN9zMWpBYHkM3lLbkqyCwSDqRKCZHh8PsEsJgQjfeYQhlNCsG3DvhtKCVQTgig0UchOME4FqGFLjVwC7EMKWCQ3yLKPLUb6ySdsz5XGeHzuDz/84OKtDafq6bsFnUroPl+2WgL4bp2ErYd9JZ4YaRhSUaVILgFOEXlLvgcgGU28zKepYTdEZuZkFXr88cddvHUjuMUMRlIus09fAOweEVEAZaYdwMS9R6tVysDLJFRBGgfDG/uS3KZPg5+JAE0e1V0AvZgjgsGpxhCsoYt3s4s3ooDo4QGzFyVc5QBuEvKV0meWtBsk86VAQQWCsS8Ey1Y6WAQaOiNY1CD9I6C/FmqNcgE5TCHYeuutZ+KLPk0OW7bkGO4IxuZQUYF8p+2xomkqJ6R74IQPomoH6ljlYQjWIOfL8kB6otTxVFsF2Ht2b4a4+9+7Br0okGxLnQDCRV/gM+zd5xyvBA0gmBOBId4bGnUhVqYeV67g872TALIg2EVSpS2Rdh9YZpllqhS8OBaE1nc2gwH25RGCYTv4QimHIvJFVLvkyqb3AsdLsZnBnFl4EEyi6rZkxzXwtOwcGlommqGUC8hLim4e+NTzb7vt4hg7nqpjfdxKEMxZW0xygAJUFQTufLjXnHB28RDVLFVLCdy1rGhg1EteEvgMtEq9JKD6yfEMtpbTDUlJdwiYegmE+tpJjGpwIRgac6Qv5QLqNW34qmWAxFKcAlDhuoZTgpGcxUgUDw/FJLJgH6C6WlIq5CQp6S+XWBhiRAHhH1+y7r322qtKtT1Jd9dwSjCk0VQy0+QEUNzpi2B2khZbjGKKcmilSXyPCy8gP+kris8+4gKcCkdasCpwvik8d4EQjLwW7Zp82BCUWWHsowAAbJOMEiHuot4woLExJWQi2qQg1peEmhCI7C4C6BXiowLdOcHQu9OolpPEYI1H2+QaEAkNOX0uAG2KqAfwLdLzCZQTdrkfv/uqn7z44otTnbo5l75yuc4J9t5775nGH8inAYlainB9aPO529FMSbM4yIbmPoG7x+YEBbD2Th8oTWX7Zdegqv24445L/T5z5kxv+5g7JxigtZEQbLPNNjNTMS2SXINYGJsXsME6oLiWGZQq6rh7QRQCGvjaZCKQjE3pYzMs7FVMCVG/MHvZm4m5BgRjc0KnW8RQ3UOhBRcccGf6IBigDJ/6R2oOAQ3gqJbBwSgVe4xyNtub46ahYNkH0JtxjgQjRozw4j0G+AaCscg7JRgeCcuV3BkEQtE1YUj6AL0g2P1D7BcEe1RL+/JgXcNOZhPm8eUNY0rY5wQngvalHvELBEMGmrnjbQjQf4GlkU0VpIgB+8iHrIfwCPopYmOU5QNmBQzXUrDH7GNk5vfRRoDYJA6Qbdgjyfac150Hwbx8As19McARAwKaf9CgjaXLByAuhGJ5AdgahDBKgWB2U15f4j9WFJrhCXC8KPfzjIUyg3kBSyI9F0SdieFK9B1D3AfYRkUIBuJqkVQo7JtAtPgu1RRUJtFFSIB9xwwfAcwMNtfXu1NYijtM6ELUATQ/IynOc66RTqhSTB3h3UEyVwQjmU2LeAHmBBtMRNR8ea5XggH2FiIWRswKoJ6kIQqhBIetG6sBFx8BZCnAXhYhliu7iHgXISMJSVDgQS8KXwKEDPBPMDBu3DjTlASjEhD3kU0BXJLMbo3E7Bl3u858YbfzdLVnAI4V9q+EigBePbusRAhDML4RrVxC10ZmA3YAbjKkAmieMDIJyLrSINlkZZlBXVsKsxhqEIGrHmE03LP7dVC3EFVrqABwalY97a7+odmOGxO6fUA2MPUjQ6GoU7Y3YfcP1BdUM7ve7YM8KDNa0gnG7GW3eacJiguk16kiDog48Pwu3JJUERa3V4IBeh60atWqCsnQ7sveOmGNcuw9GwRfI7Q3igLLlmyTjAFOq3cXwFO0tXk1NeTzCOPFCcFmKkcdpnNBSEbtn7QLogyN2S1scpfZyi73QjYkcbgkAimTLS7kxnNlNxKHxFuX+lFbpRER4FSKYG5umzwByZDa4OEI7Nq8YgG5iOZLl0P6lfmqC3AB0llyM+Dhkf1wCSTQMRLMcMomGKl7fwV4afAlDyElJQTDqSAHSvI7aUBNyuYMAjxteuu7hL3jGykicp6++40FgEuLCUYvTX2nM6U56XSYD8TuELhSD7AN88CBA1N7WJOeosmaz5hboWBpRAotIEDso9U7mjIbETaomQmn+MHWg6HZiIxg5CZtuGrMy1JDO26IBqiZxIlA0pMEklHJQyzKrntEzpTuoLhA+mzFDBZRi6uU/scmWIUekelbpF2QwGXnZ3Kg6MOkJIt4EO0pkVTH6VXiMbMBgh2WIHUmWQ7fSN+IwiMqUp9pPYlRRO/E0Lt95AM7wgxcSlQw6rFv7HAISyZ2H2rOfO0dXHzsOd6DgaHMxuok1XmPfLtXc2E5HhwbkRMBSB9lv/6IAIdSBnaKYOwto+0iprZIwhXpcF3RIuEQWjs1a9bMPIehy3JEVgGCoeQkwm3PntRXIvNG2kJz3PRGKxQTk33A48OOevjhhw1xM90gLM80yuMzbakMIMCMuqRU0lkF4EnZpwikz5noaCInGDOOj1ACJCM1BRlosCtLBA4GFzz9ohcCEtTs0sZA/89sZrewwt7BzswU4GQJZ7ePuDaE8IwqWqx0grF2ksqPtD8S6gFHnY2rgdgYOnS2TqblOe3Ci4lqE8TFSaCTdrookBZIzFaMbOD/6bcaVdjE7voNIthOEe5U2E9UIRg7leq7e7KKYBbz2d4pE9iUgSWTk07lNGkkZjBiZdKHi9I6lLEsm3TroVuQDJ5HoUFglAwB/SNYKnEgshEWr3bKlCmGVMiUohRB2vsHcOwRqHsn27vdgkxuxR0qAoLZHQqjBEY6o1gwI2K7MSiYgKBswQJh0zsF0gGIhr5xhUekwh7MmTMnilK+O9KfyEQwhNrMpdH2JS9RcOEYSYQtA7J1/54AZ6qJ/KsRTE9x/+hlcpz+8QKfR2MbuCIT9lFoWltBtsC2wezWWp4wDu6kP1lT5I08xgDlMTdpx5BYWogPRdVJuTbAXh7x0CdMmODz45gZxmb6Q0aC6QOar2cxdhL1ZoulG5zEnuoI5g5255zp06c7F3Sm4UE4k+kP2XIHQ5VHgqVvlgXBOBF1CA+UwtIbBJCe8oyhNf2hRoJpRr6iZ7Gp+scWPo6ImAxeDTEk4HivwloNvFsJnRAm8bw8ToUrNf0xV/ZzsPJEMFIkpGskVmNvxVyH4sHsZXcupGuhZ9NjcLY/ZiWYZuZ0n7MYKRMhGI8Y+z76MtQWkApDdi6zF546KTKPYPbKatfko9/wNoshmaaLn+w2geJg1KhRPj6qVoD8pr1JGBXdnveQyjp7gZwEC2YxAmjtnBySBfJ7qE0pWwNU2NCUowwVBt5BftRWxSI2tFsGeMCkXLMXyFeBxo6YsMB5XIz8nBAMBQKiQBLTdSgMJPLtynaaIntszUTcK69dUvMimGbq+3oWo6asT84XFwiSwDSklT2O0NPzHN5PHfIDKSGWRwEdJpGJe8QYOJHPCwvR0NIXqZNy3A2RiD4CQKlfJFzB3ehzG+FyAkujXU9KMt5z10KKBwblfFWAvAmmGfuTnsV6qzRBmQvgTdKvSrTqffv2NbLkiRMnuv6osgJeI73W7BgiLeTfeustnx/bGy7k++JCqwAICdOe5aBcLywEaJV69+5tDH5OGopT7DAKZ12V0pcbOEc0M6FaSsD589zghGtfUFqgIIJp5i7SX6yn/pFM6qq5Xl8I6N+K8nTYsGHmd6qOEOrRR8x1QWo5YPDgwVX66lOORjdJblZPQJ3Qc1GB2vaC65j0+3+uSUYpDEbTErleXwhwq6nc6d69u/kdkiHso0sfG23VoRLYrDhDAuxYSvQ8Vm1Dql5c+0L/sahCOf1Bd2uSMTcfU8z/ZwPuNWpXUQNQoEqPBWJkw4cP93mHJh5o5jDouQGlMp6YITWg9l6dHnA717yYfwxTicn8TJ6nUYj3qAbCEzSs5QTK5gpE+lk6mclwx6Pc3RYxJHJojgmFArp9NpWga3O+dZEuwP6bOEOU0gkgF127KyoqsvxnaBCOKDo8VTTBNKN/1iRAzsPatUKu1xcCSMbePWjnBwwYkLpbKUETnfvIkSO9tIPEyaAjDUUdxJcQ7qVXEQ0ZMsRsaADphw4d6rXXPLNW//79jXdob94OubkBPZPrNz06cK2LfYNQteT6g9/SF7+H/vGuMO+TCZCMi0gfMXKWEoiFbFQHMSAbQVnkwHSSKbS4gupyeukzsP0gUyZCZQKv4aJTmc2yRQGu3c0mLCj4pTMQpkH6/udsUIrN5aNTdxp6cI3DvEHoZgWBPUYTqn5h3ysT6ONK5Q4Xk+XRrtyhHYDdFx/1AL0nMHZRZaRXD6FRx77jkdgRpE3v8lMTyJvOnj3blNuxXAmoBCewyaDwlkpyBrNsocoQKs+pBMf+ZDm2ZywBvSyIE3reoQNcVazdZcNVNwy6+lOFdGSuFxaDBQsWmGUCpQVLJne2vWm6gEpqW4seBjgT1ENS4s8WLKReEEhCSOweQiq2PQQovO3Ro4cZ2EdskwfhITrePSLL9BQYZOe4sfM49vRWBQ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</Swatch>
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</Swatch>
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SqVRF6PpR0EfAlfLEYT6rJMuqAhJ7mbGsPbqrUFVi2BCozyDoI7haBNj5PDrtf378IOhh6wJA3A59qCHL99Kc/TVZZZZXaDUMe97///VP/lbCAJe0JHMKl8/0lfxWb9X1nDnnTL8aaWfIki8WPWIuhpS9Pf/rTk4c//OGl/6/zjaHhiuVOJZNOPOJume/n+330ox9NrQPY2VkiOeRlYE2GTIKDh0R4h/VqakXz8Dt2qBEIBri0BMF6LY+emrJeCmWwvBhZ+kdEn+80FFxjlb9hl0YKo5gja3BnIH9GMMtwvr+XOBQHugo+c+ieZnbdbaxWETx8Qj4RgEv7+UN6RYG9opq9sqMxih0sR1IugqhdA6dVaNLcF8ZL2aR+LCMc5s9//vOtP9fED2HBpNks+x7svuSCqsLnllgLp4If9o/sqtZNeuYe21qvImShBksnJ75NcUMTCJ+YCJLjKgKP15X6u5AH5QUrl7eCTeTLQ0h4PNCan5AzxULWsjPCfcclnDonT7DOELSrq9NrAwI5Wnz+ROxWAXa0rEmV1n980iyZdoi6C/IX+Y1Zwa1NTdmkcOyV8GuuwleLBbvWo48+upOvVYVtt9029T3pziJgMYL1Wh7FfmK2EQeTIgnNmsU+fsWNpPS0k8vgxgpXaEyXddsRTrEry3dMRPjswKssLHLooYemAWHWzc9ncTT6rZgWJrt2y2IZucQcFaII5dg0yYqIq/lOMgZynb5rGfICzJ5IOZURbM0+71S1M+sDSgcFDnZ/MUGjjhzPfvazZ/6NcyuMkoedWVEYRXU1/RgraNL4QgZIx+iGA/KqMcGHZEXLyCUE9MxnPrNy+a/KhkAT6VRDpJxaJlysSFyvPl91shKWgEnnPGeqUX4JYsqNeWrctA022CBdFvMOKx0YybSntu8OJ9/oxGexYiDYKiYHnnqbDcti1ZadJUMqAUrX6CFw3ZbErIInH+hlWfoAMfhceXKJ+kspWZ7tIrkWdZsj5Pe9ZESK/Mc2Nas1WB23zOQaYfTaQ1c5sRKpzlMs6mJT1KhNUJKWPINJM/kCm7rGSPx2haUic9A5/FksKwPSZHGvJvja176WDqDLF4ey/BQtQflu122BVO7LuFbuc5/7XOvjB6XuqG096DrxjCOGWHIEnFoDwVbp+05VKRlLSVk3wCJYVkyWHY0AZvbEyhGKSdlQdC1jkyNlbfN69aytuHQTAnbttqOtEgJw7O2o5TYtsSyyByzLYLSF780iZl2IKIH5e6xsH5HkK1/5ylS6XuTQP+hBD4olfVolCsHKQhSSt22j85xnuUCDAM/EZSdv2AFSve69996dmqIo+eKU77///jPO7zvf+c5GaaY68NXG/TXLOkef38TK89c44G12lHap+RZX73rXu2Z8vD6QIrMTLiJYRCsWh2BFYBUoM/uEGfTB8vSbGE8rX4mvI18ondMUJtlSjWCWmgmUcqXIZNSCsywR2GFa5ikpqiwQ/8iymj28HHMZjy6ldWUoczdsrOjQIiAl2Mp93kGdXpGTb7seI4bFgeUvWC4tj5Ydu73seJWyflyWK0FbYQK/R95Dw8/v8NRO8ojjfIRcysi18Cnp6EmKijoqIqKwB3WvyfZzMckFZY1bhJ0YiCbNkGuwMoL1EhhywovSFLFlvcgEdkB2nbvvvnu6VJQ19GA5+HF5cOxt473GDHzWociZ1jbUUPRCzzbeU9UDYNMwJMoat9gdu39l6pAWWL63BSs7Y2cofbyENcukTaQWnOMQKOW3POYxjyl9D0HHgXo1LAG+V+bTqLY2aax7Bm6Ah8fGw5lG3/nOdyZyXVAlLJB7jYDUgi3X5x3Kjr4bSq5skqRqssOlxsGxRkBLpxvIz6EBE9/JKpWQU3ZgiIT6OLgPljngT+bVviBt5YGgFRMvnCTBqsrcIjWtWw7BouUG8mjSqTkmKB3EdxxIQJsllJFXzIpN+Tf+kLpDy2RWlTQUhCoylagHgx81DrE4fplQz6Sb2XkIkawqddQTK/bWeLAGswEmR2Uz57RIE+9GarWUOdyRloBKIA1hJQiLlHWg5tBPozbTKlMWo4yVk+xNMDGp2QA7LZ38quBcoqxSp02f2K6ImNebOGJJjAY5FH62YoAjVm5FDXoRzO4ohtBwaUWf/OPSgr7nRabBuDo1xWxB5g9NCvlApXvFmR/4YPdZh14EE2VXndw1kRsTnHd5SrKWslK4yAWmtZAvldqiGrFrJU8qapEusMmXlQJTiDspeODKfK1Y1re3DxapzCkKEF6kXohE6b6dpR2lHZEAbX7nOInu0KLxNGzCJbId6i6FUMS6WH2TK+1FpSrzMemdJBenrFikr34tg3cXzu28Jy3beg9dBzgOebosgSz+lEFKyETmxXXqHeUyJwEThfisRVkbgwkc8l6ICczRtQgmadiZYGUB1SHrAOUY5emoIsaT3c5KJIcmXWa5yHPG0aefWBfoYTaeupIHFLmn8Cgr2dfnw+/JQij2jZAbXAxlAVarUqRU340IZq1Ytes7lKWEsvRIbKjgkbsjf5FPHD84QUGGwWrxD4uWgK7NfrtCB+pxgrnGurgdtapEuQ2C700jF7OUryxOJ58bQyMXcJW732ux5V9YBvItmyB2IQhNmAlx01lH/k1VwtrTj4jyfPwvGnzgm8XyL5qC70WPxppmQscmlVI2JWQ9+q7qlcZak2iTSqu26osy/X1VG4SWuCGzYJ1hqeGgjhOMVFgVTF/H1dPLGT3ooIOSF71oUfNFfpUChzq9ktRQ1jc10/nzxfKHwLMuMU9Mc72S6lSovn8mDeLsd2n0wkLbkHjAPFjEkywPJYmqpq6yKJuLvK+aR8TNRmrBruz7LiZy/GkgDORj1J1oWwcSYdrxPNQhZvqwtrDLdDxxBhPE56CQ7XtjLcfeo8jvo+zokjpCMBZYg7jslBRqEVbGDlmCnw/X1qIJnfSdmwa4MgrByvwCyV6OdpeGJkrBLGs0+Rksi+THXZ1dGvTtt99+sX+zuzM0a5PP1BuDiLHpKW+sK8WsghRLWhG5gE+IgF2tJa0YaMqSFcKQSu20005pmymWUsEKlawluEyxqyjFJqgqOB4xAxGHYGWgKUKUqma+ReBnINd4gakgpVBEV/DLyn4/f4YSBzxbjuugWTEVRx0QTIK9q5VUw2mI7Y0n6q0eJOUZfBd1kkXgz82fP7/ysyKqkVOCCS3LX3SOK5j4MnmvkivRdZaoyNKxHp5KW2b+hYg8x3ycXFpvdulsk0d+SchaevLBpG8sQ3wS16BjNSdcZXmZtWS5jjzyyJlDEvhJHgzlbywAIljKWJe2p6NVQSGNinSxvDKoYhI+MrJdvl2o768eoAoR/S+cunyZYEr/GSbTERedhV1VUXFfyhOFRG7+uKjOzc8qrMvgJh188MG9YzP53vsUsfvss89i/0/Kg2DITgrO2rnhlvjxggsTpdI6Ayu25557LvYzrAgFqx6ssRqVWAI9HHbTZarTrG1pXW/WIkTcYV+GW1mQ6IqkB8Hs0ET0kaAMXa2Pwl1NUGJr/Iu6KssdUodYbjSZ06fMsGR4ULKgLkVsttQSMiJa2YEICMqfq7McbeD97FDlMGNnJPigkYBTM7lITR86d5jmuMbO7Vm2xKwQ0zIWA9lmA7nKqpGEPsYT0pZx1knIg+w666MFrMnJJ59c9FYzQEJWOGaQFOn1z9BWwfXJZ3Y58DUPccW61aQF0kYiGcGKKyhaQA1fTJjMpo52U2QWSIS/6qztoodF0avdFwc5H0RuWjuIXGU1nF2hOinLBigoEZTtozCm5pC6ioSUU3mCEWd3zu/E2tqaMEtirOPw8uBf8KXqaiL10BoHS2p36XuyrJl/o4+DukYFHWVVOpb38UB0bPhOaist8Xa2XWoOIoYncOn/CaaXZnBCmbTOnQ5jyHb4cfRQQ7T3BteoXL4u0S1qngepdT4eZ7eYEYwvJBGNdGVJ6+wAq6FhaVdnKTAt6d8WEaVXl+CUP+QzwfbjvVpp+nJaaXqqm4JvIlpv0gUTmwY4uyA7bKsMdpGslJAFyBhI8YwvmWoYXbMgp6S7olmOv03CjjvuuIQl04V6kmpaIR1+obYJgsv5rthlcP8j3vuZ2E6eYGSp3fIvI2jQwTy3IZhtd8z+riBiLoNgopvWGlpa9AbjNHOgLaWW6rKbbtl761vfmqZrBDp9Z5ZP+GB8U1J20Kllk+LVhibruuP9/LlMZ9cEHlqbEYOr4TPsgsuOSJSAl5KS8ouEGYlznmDq8BUU9jrtwzY335qyDCyFEECsQzT5TXKMbqSouRgRx5ovUuXQsz6IhFzIaOljsZpOsECygaAIJt3EktX1ldDIl8UukhOZcMuq+zguR2oL6SMhEmR2Lzjy431j9RpjGCIBh2Z6Osx8O2fLBD+Maet1IFZV2x9OJPEdh5jkpGtKQtLYMqboN5tYO7t8YBFxBXbrQgOeWk1UsiOR605JKwNy2qDoPdYk90p5a+kUmTfx+TgZLZ3v5SFk4akwWEHvy8/rktu1waGD0w/NZ7t/WfA33+Q4As7MzimC8cdHEKQXwZx5UwZPJJlNH7gpttIsThXkHZG4DgiWP5+oDySY8+0/qyCsQ4Jk+E6IPb57lTbLby7A8qc9QtYHti1Yq7LzlyJhsUDaOMGsnXIFnffUnjaHBHgys6NhWC7LRpdtsKeb9Ee6KWt/WVSLyRpacrQmNwQh5woQU/BWXpPyFanE3Ipg6beky+9aDfh7rLQ43TTOxxwD7ixWYrYYwZxUGp4mafheVsyWvKjRRxsQ10koS4c0CVs4f7FOgjyb4QGRWDeUAdoJliXJ3RddCI0Mvr9lfspVXqflT7uFopolzOh9MGkfiOJ7guuqXoQQ1EKyVhLKswFUDqz4eEO5NuBvccTpy8iWmhziardoc+CeaBNa5aoMiCWsShHBrC322ZOtO0sWadANcpmqRrSWFOEDMS2OcAzI5SFGn4lhdVlc4YE+BMtAMiQcYtl0T+oO87I5oMwVKvFnipEJ1h/gzBJ+yRIEC5P337BMHhX+uP8ELmoGYjR2fU0Ol3JSR1fJdBHs4FhNPs14L/o2UIfg92NWVNmZ8re0DKUta6JK0YPWEM0flyQNiKNwZ/wfyyq7Cbz3TXqewFYHlTLiRSTH9Et15HKz7fia7A67QMC07iS2MiiiGLKVlbiYnv565LtfTfp3KfRl0UTy8+cyDQC5x8KigEKCBSZeHawYnfNgvpinXLihTatGDnBMyzWO7ECsLnWTHpbsvKKhINbmcyht8xLpMvg+DimzZBN8DhieOAlniv6jqjcF9eAgBHvDG96QbsXbkEtpfZmory/yOy/VOvydMk17GfKdHiO0/65E21giqyytNSDBSpWmpQQLjPx2sGJmNJ6gfATkyh/nUgeCRq0xY+upMuTTQkgv4NmWYPkuNVWpqRiwyxTzavOAxjiRuARn4UrZf9Z113GYdjSCCbw6da0NuYjqiPyGIlcRuhwtPMlmL+6FtJjy/j6bkkg4oOo/KwkWmHluTCtGV1XUoLcK8mZ900ttUXW4Vxkm0fM1D057G8XFQDIo1qsyG9+kP1g0K8ZJtW3W+aYphtSHlaFtXw1aryIV7NBoUylOrzYAKq0X1BJsZMUE0ObV/WwTyJsJlMY+bzom2p421iR2FxttPlMOeIB+safWWS9o2uHQqZebJBHiYnZsagibVmgrdZ80WCOK1SZBSr5X/miYSUBQWmqsSatxYgMxusiHPIh7NToJtRHBAlN/HCyOYzF263NVGVREc6TLFAN5UJhK6vY5fLMt+FNaLqnSqVMoUHtEOnalMTx0Tcglga7JyQAniByOE01+sE2P1oVhbJdEOHpGclrhBEe1rvpF1JpKgEQn9gluVTCByF0md84wgQ41S0D1eRPoJDRA0pvacWHTH25MsMDY64IVo4eJUplpR0lsp0Yx6+9QBv6GlIcOf5M8TKFJIWuRv9YlzNEEkukLFy5Mz3OsgnoCQWknmwyAXXGh6Q+37TKtKlPB4pYtf68QVJk6LpMF10GaSGuCSR5do5Cj7r/6pJkAAAZTSURBVPSzoi6BQ7UP1UyFJLsOtHgkOwPA3LeqzG1FsMDcm4MVWxD+SK/cPlhUAPolebKsi2HZ+ZPA2tkNCdbGPP019mljlLd2yTFP1fUwuk9VcE/URJa1RegJ6YkFN7f8Uq375If3vybcvF3CHwmxescaiOSygxy0tuRYl+mexH1o3pV3xTyKL9bJYhkQ1nIWo5O1ZVpcTnqt6jptRvTcyFqGRgZS7WLu2/5ip4MYwgcdG0jmcdqxy++XQacYrSAVNSjiLfNl/BwJim6FlAJ9YRtfhCb1nWWbFElzAeW6TUIZENRmyLJY1qw3g9yn1NGAculPm/Muv9jnpA8hC5XgxbPTERSYNPiSszT2RQFZYQEVy5SbNFLkwtImXZYkHRjLtPxNgpllQVntx11jF4LZ9IjF1TnzCj5Yf+0QBiSXcETn8FRngoXJvD5MvpzPBWFEPzJVtxg+GdnveK+IDFn/LqDFcjBDWyBXvn1mTCBIG+m0lJO6x7Luz3mw4iqJBj4lV1X0Nua66xv0OqsofPClgWRUdsf0eZ8yeCrJflXX0GhVnR7C6hHXcXBtz+t2puJqsgl1IZI+ULhhyTfKEvakzQKn/Csl/nXkIivPinaH1p0F7GyO+7xB78OwRv6YY2T3rP3hDiCRNqgwqlQO/DXNSAz5Tn5L1dOtblMvjSFhN6kAmFafChU5MtgIKOZoW1XNr5tQauo9Xf2uPGKdeCs4RRC1daT3WwIUo/wSVkE/rqodlZ2XcIagrK27DEBW1iYNREPVRZLTFZoaszr587FZ46YJa0XLHjJVRhMi1/HJojntjSgEG8XHNKDnLK0T4z3HgSgGp97uTpukKpg8VkK6Z0i0Waa6BGC1NmBtJ3jUn8Yl27eNd5Uh2pndo+Yptj26sA168qcQhYoZBSBV7bwngbYCyqbgR/I9LfMxj7qpgQOUNs03L+mLqIfCj/KVtmRnh7FazPfOQz8ty54NAL9Gl2fxovwZRHMRAshCDhQQUmMTPvP752HMa5NnbIKoBINwgb8KJHO02aAkA9ZDjaQh+m/XOQ3xXyxY9iO3UmoK5NrA3MV+4+gEg0mSLAMfheNvE6BSmxCQr6aOsCuadPzrmknQroml4ld6MJSUaRY3BQxGLhiEYJAjGbn1RE5jZ9E0k8uAcDoEWjq7iAKbVDK1PR+A72yJ11fDKSBTBp9r3lDkgsEIBiOSrRf+6PjUQXaXVSAXlih2AprwBD9NbIrsp66RCDRR0UoFsZRCCGWVRVJampiwVNI7kziQvgHsFjeN7XONY1CCwcjxR7KjkwHjZFXgPBvZcTRiUBq+ia3pXZqRjYrVEXmUtpzspi2hLG2WOKJIEOjVqcfyZynUrTofA5sFYOa3j7lbLMPgBINRCGPbZFGLn0Ei/m0gZ1mUt5RYRz5LWNsw0NZbT+XZ6QJ93PeOFeeqw0QIBqMvtFeYxIuTRZ1YoifI+8IlxtBwzVJIXO8cI/3TBhMjWIZR7tJpU7T9UaU+t6IUJDfb9E1cd8HECQYjFQaHRW/IHZIIythbUQirhpLu3fpIbvpgKgSD0RfeadR0WE/uyWWfbxmgod9l0kviOKZGsAyjJVP+ksg+SrXSrUirfxZ00dDHxtQJBqNCEufP6CdwaBKhuPcWCkWx9N8nTGqXWIdZQTAY3ZDjA9G04dO1RXncoD1ilyIIslkBFg4dOG2LWUOwDKMbtHsgGr/skCRSV5+lGFJxezTtFTFpzDqCZRjdsC0C0dZPFvVCiN7Kc45DY8ADmrRQmiZmLcEyjG7gRrcSbQZzglgZZj3BMuSItnZ43SuMrZJbjo/Gx9JW/uCqhruzEXOGYBlGN3jbQDRFJkrm5idTOPZmQpC7PSqMI8r60M92zDmCZRjd8IWBaAeGV20Mth+9dj6KcJbA4UKCz9QnpxUdzzKXMGcJlmE0AQKLpwSyafu3WbLoAImNk57HQ08QKkecNiw/e/r4kXhzGXOeYHmMJuZEI5CNhJXIEeGQTXP+2eKz8akuSRaRSmuhiyahzZoGliqC5TGasPNHY79AuGWTRc1aDGRzwLdmZOX9COLgpjB0QLkiWUSqC41wfc2b3M9hLLUEG8doQs8ZjRSBdHpkrhHGKrmheHj50etySX3aSnpG81g66BtGr1fmxuXhs6tPpl+K8X9gubKOafpjSgAAAABJRU5ErkJggg==</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>