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Showtec XS-2 (Showtec_XS-2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="XS-2" ShortName="XS-2" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>32bf7595-77a4-42c9-b9fd-b1d5bccb5f13</Thumbnail>
  <History Date="16-11-13" Author="Nic Morris" Comment="Created" />
  <History Date="30-01-20" Author="Nic Morris" Comment="Added 10 and 17 channel mode.  Added Atlabase ID's.  Added product thumbnail.  Added gobo swatches." />
  <History Date="30-01-20" Author="Nic Morris" Comment="Revised colours" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d59b86ff-f170-489e-ab7b-bca622915abf" />
  <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="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="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="7" Lowlight="8" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==2" />
      <Else ID="13" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Orange" Display="'Orange'" Dmx="16~31" Colour="255,128,0" />
      <Function ID="3" Name="Light Blue" Display="'Light Blue'" Dmx="32~47" Colour="0,128,255" />
      <Function ID="4" Name="Red" Display="'Red'" Dmx="48~63" Colour="255,0,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="64~79" Colour="0,255,0" />
      <Function ID="6" Name="Purple" Display="'Purple'" Dmx="80~95" Colour="255,150,150" />
      <Function ID="7" Name="Yellow" Display="'Yellow'" Dmx="96~111" Colour="255,255,0" />
      <Function ID="8" Name="Blue" Display="'Blue'" Dmx="112~127" Colour="0,0,180" />
      <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="10" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~128" Colour="0,0,0" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'==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" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>db2934fd-f7e8-42b3-a05e-205908a20da9</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d8f1b102-f4e5-42d2-8512-367dbc54689c</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~21" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>27b9467e-fd8f-4c7b-ac62-4e4463620af7</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="22~27" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>596e449d-8614-4ff9-a648-377ba1993094</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="28~33" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>aa344017-0406-4ebd-8172-490ea00a1572</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="34~39" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>7c27734f-8efc-4303-84ee-9bfc7a7f9537</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="40~45" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c1ec584a-6cda-4da5-8202-27604a2a29bd</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="46~51" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>f086d73c-5d30-4794-9cf4-957499f82d55</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="52~57" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d8391ea5-4987-4ca5-8e97-f76852b2bea0</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="58~63" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>a021ac2b-7f49-4533-9d95-8475ed094916</Swatch>
      </Function>
      <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>db2934fd-f7e8-42b3-a05e-205908a20da9</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="112~117" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d8f1b102-f4e5-42d2-8512-367dbc54689c</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="106~111" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>27b9467e-fd8f-4c7b-ac62-4e4463620af7</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="100~105" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>596e449d-8614-4ff9-a648-377ba1993094</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="94~99" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>aa344017-0406-4ebd-8172-490ea00a1572</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="88~93" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>7c27734f-8efc-4303-84ee-9bfc7a7f9537</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="82~87" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c1ec584a-6cda-4da5-8202-27604a2a29bd</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="76~81" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>f086d73c-5d30-4794-9cf4-957499f82d55</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="70~75" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d8391ea5-4987-4ca5-8e97-f76852b2bea0</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="64~69" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>a021ac2b-7f49-4533-9d95-8475ed094916</Swatch>
      </Function>
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="118~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="22" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~128" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="118~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="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="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="8~76" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="146~215" Intensity="0~0" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="77~145" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Pan2" Name="Pan 2" 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="Tilt2" Name="Tilt 2" 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="Colour2Func" Name="Colour 2 Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour2Func'==1" />
      <Condition Name="Scroll" ID="9,10" If="'Colour2Func'==2" />
      <Else ID="11" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~15" Colour="255,255,255" />
      <Function ID="2" Name="Dark Blue" Display="'Deep Blue'" Dmx="16~31" Colour="0,0,180" />
      <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="32~47" Colour="255,255,0" />
      <Function ID="4" Name="Pink" Display="'Pink'" Dmx="48~63" Colour="255,150,150" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="64~79" Colour="0,255,0" />
      <Function ID="6" Name="Red" Display="'Red'" Dmx="80~95" Colour="255,0,0" />
      <Function ID="7" Name="Light Blue" Display="'Light Blue'" Dmx="96~111" Colour="0,128,255" />
      <Function ID="8" Name="Orange" Display="'Orange'" Dmx="112~127" Colour="255,128,0" />
      <Function ID="9" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~128" Colour="0,0,0" />
      <Function ID="10" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo2Func'==1" />
      <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19" If="'Gobo2Func'==2" />
      <Condition Name="Scroll" ID="20,21,22" If="'Gobo2Func'==3" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~9" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>db2934fd-f7e8-42b3-a05e-205908a20da9</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d8f1b102-f4e5-42d2-8512-367dbc54689c</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~21" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>27b9467e-fd8f-4c7b-ac62-4e4463620af7</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="22~27" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>596e449d-8614-4ff9-a648-377ba1993094</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="28~33" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>aa344017-0406-4ebd-8172-490ea00a1572</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="34~39" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>7c27734f-8efc-4303-84ee-9bfc7a7f9537</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="40~45" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c1ec584a-6cda-4da5-8202-27604a2a29bd</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="46~51" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>f086d73c-5d30-4794-9cf4-957499f82d55</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="52~57" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d8391ea5-4987-4ca5-8e97-f76852b2bea0</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="58~63" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>a021ac2b-7f49-4533-9d95-8475ed094916</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="112~117" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d8f1b102-f4e5-42d2-8512-367dbc54689c</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="106~111" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>27b9467e-fd8f-4c7b-ac62-4e4463620af7</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="100~105" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>596e449d-8614-4ff9-a648-377ba1993094</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="94~99" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>aa344017-0406-4ebd-8172-490ea00a1572</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="88~93" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>7c27734f-8efc-4303-84ee-9bfc7a7f9537</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="82~87" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c1ec584a-6cda-4da5-8202-27604a2a29bd</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="76~81" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>f086d73c-5d30-4794-9cf4-957499f82d55</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="70~75" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d8391ea5-4987-4ca5-8e97-f76852b2bea0</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="64~69" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>a021ac2b-7f49-4533-9d95-8475ed094916</Swatch>
      </Function>
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="128~191" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="118~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Dimmer2" Name="Dimmer 2" 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="Shutter2" Name="Shutter 2" 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="8~76" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="146~215" Intensity="0~0" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="77~145" Intensity="0~0" />
    </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="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="Move in Dark" Display="'Move in Dark'" Dmx="10~14" />
      <Function ID="3" Name="Col in Dark" Display="'Col in Dark'" Dmx="15~19" />
      <Function ID="4" Name="Gobo in Dark" Display="'Gobo in Dark'" Dmx="20~24" />
      <Function ID="5" Name="P/T Col in Dark" Display="'P/T Col in Dark'" Dmx="25~29" />
      <Function ID="6" Name="P/T Gobo in Dark" Display="'P/T Gobo in Dark'" Dmx="30~34" />
      <Function ID="7" Name="Col/Gobo in Dark" Display="'Col/Gobo in Dark'" Dmx="35~39" />
      <Function ID="8" Name="PT/Col/Gobo in Dark" Display="'PT/Col/Gobo in Dark'" Dmx="40~44" />
      <Function ID="9" Name="M-2 Mode" Display="'M-2 Mode'" Dmx="50~54" />
      <Function ID="10" Name="M-4 Mode" Display="'M-4 Mode'" Dmx="55~59" />
      <Function ID="11" Name="Cancel M-2/4 Modes" Display="'Cancel M-2/4 Modes'" Dmx="60~64" />
      <Function ID="12" Name="Reset" Display="'Reset'" Dmx="70~74" />
      <Function ID="13" Name="Invert all P/T" Display="'Invert all P/T'" Dmx="80~84" />
      <Function ID="14" Name="Invert Pan 1" Display="'Invert Pan 1'" Dmx="85~89" />
      <Function ID="15" Name="Invert Pan 2" Display="'Invert Pan 2'" Dmx="90~94" />
      <Function ID="16" Name="Invert Tilt 1" Display="'Invert Tilt 1'" Dmx="95~99" />
      <Function ID="17" Name="Invert Tilt 2" Display="'Invert Tilt 2'" Dmx="100~104" />
      <Function ID="18" Name="Normal Pan 1" Display="'Normal Pan 1'" Dmx="105~109" />
      <Function ID="19" Name="Normal Pan 2" Display="'Normal Pan 2'" Dmx="110~114" />
      <Function ID="20" Name="Normal Tilt 1" Display="'Normal Tilt 1'" Dmx="115~119" />
      <Function ID="21" Name="Normal Tilt 2" Display="'Normal Tilt 2'" Dmx="120~124" />
      <Function ID="22" Name="Normal all P/T" Display="'Normal all P/T'" Dmx="125~129" />
      <Function ID="23" Name="Chase 1" Display="'Chase 1 %.f%%',0~100" Dmx="136~175" />
      <Function ID="24" Name="Chase 2" Display="'Chase 2 %.f%%',0~100" Dmx="176~215" />
      <Function ID="25" Name="Chase 3" Display="'Chase 3 %.f%%',0~100" Dmx="216~255" />
    </Attribute>
    <Attribute ID="Macro" Name="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" Display="'Macro 1'" Dmx="8~22" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="23~37" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="38~52" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="53~67" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="68~82" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="83~97" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="98~112" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="113~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~142" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="143~157" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="158~172" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="173~187" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="188~202" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="203~217" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="218~232" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="233~247" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Macro_Speed" Name="Macro Speed" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
  </Control>
  <Mode Name="20 DMX" Channels="20">
    <Import PearlRef="SH_XS-2" 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="89e32a08-ee50-4a46-8b62-118895707222" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Dimmer2" ChannelOffset="15" Wheel="4" />
      <Attribute ID="Shutter2" ChannelOffset="16" Wheel="6" />
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Pan2" ChannelOffset="9,10" Wheel="19" />
      <Attribute ID="Tilt2" ChannelOffset="11,12" Wheel="20" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Colour2Func" Wheel="37" />
      <Attribute ID="Colour2" ChannelOffset="13" Wheel="38" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="14" Wheel="17" />
      <Attribute ID="PT_Speed" ChannelOffset="17" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
      <Attribute ID="Macro" ChannelOffset="19" Wheel="22" />
      <Attribute ID="Macro_Speed" ChannelOffset="20" Wheel="23" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour1Func" Wheel="7" />
        <Attribute ID="Colour1" Wheel="8" />
        <Attribute ID="Gobo1Func" Wheel="13" />
        <Attribute ID="Gobo1" Wheel="14" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="PT_Speed" ChannelOffset="17" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
        <Attribute ID="Macro" ChannelOffset="19" Wheel="22" />
        <Attribute ID="Macro_Speed" ChannelOffset="20" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Head, 8 DMX" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1Func" TargetId="Colour1Func" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Gobo1Func" TargetId="Gobo1Func" />
        <AttributeLink SourceId="Gobo1" TargetId="Gobo1" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="Head, 8 DMX" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1Func" TargetId="Colour1Func" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
        <AttributeLink SourceId="Gobo1Func" TargetId="Gobo1Func" />
        <AttributeLink SourceId="Gobo1" TargetId="Gobo1" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Head, 8 DMX" Channels="8" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
    </Include>
  </Mode>
  <Mode Name="17 DMX" Channels="17">
    <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="e93abdce-8468-4690-8735-9e964ff7277c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="PT_Speed" ChannelOffset="9" Wheel="25" />
        <Attribute ID="Colour1Func" Wheel="7" />
        <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" />
        <Attribute ID="Gobo1Func" Wheel="13" />
        <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" />
        <Attribute ID="Shutter" ChannelOffset="14" Wheel="5" />
        <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
        <Attribute ID="Macro" ChannelOffset="16" Wheel="22" />
        <Attribute ID="Macro_Speed" ChannelOffset="17" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Head 1 cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Head 2 cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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="63dd6b75-e88a-4a16-867d-0b8eb0a8c74e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="2" 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="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
        <Attribute ID="Macro" ChannelOffset="9" Wheel="22" />
        <Attribute ID="Macro_Speed" ChannelOffset="10" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Head 1 cell" Channels="5" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="12" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Head 2 cell" Channels="5" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="M-2 Mode">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="M-4 Mode">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Cancel M-2/4 Modes">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Invert all P/T">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Invert Pan 1">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Invert Pan 2">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Invert Tilt 1">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Invert Tilt 2">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Normal Pan 1">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Normal Pan 2">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Normal Tilt 1">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Normal Tilt 2">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Normal all P/T">
      <Set Channel="Control:22" 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,Colour2:1,Colour2Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="10" Name="Light Blue" Number="7" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="11" Name="Purple" Number="9" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="12" Name="Purple" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="14" Name="Purple" Number="8" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1,Colour2:1,Colour2Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="11" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="17" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="18" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="19" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,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 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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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quSC0YcobS/ELE2ac+MEDDFAtMopeKTRF//vOfSxfIRuwzYhYMIFxk6pP6NkXgcL/3ve/NDoDTbIjBYAz5qD4Qw3L4QhkgiD24i20WbBBw5XyMABKiExrhOwwYEFxnPpvZCesM6SzABTgRtQpRguX9uUpDmhPz9XAwwC8hZxhDsTeED8ihq5SEFQEBIU6oTB9nmAtK7q4uqhDKxlVXXeUdWKGYnwt///vfM32amVbxwfgMBJhF0PXHWDesGP5fkYQ5RsONWH8yiQUrd/dQKyp7fCI4AzL7MR07ppgQRwyxcjB8j5ikhdHOYiIUqAVo1/h9TRCkDripoYS/K+YVi/UxdRf/DmffJhh+qKmipwAYbd2NNzp5BDfcspUcQYLl1qvUWRDrhVMbAvO2T05TBP6OZDqKlW3ZuncfMPkxguHo/uAHP8hyj50E/k8odMLNtxGL9fHbisUoLpJSPcVUaQYs8U0PwXaNWbGYBXNaLy58zKEmoe2TQBcRq7wxQP/VBFwafReoAGfktlvJakBqCJm5D2RMbM0YiClajbKi+Dk2SIyzUOH3A4pgCMd4UnxBK+YlWN7NuWS9sBTov2OQ9rzCREvQlA6LWBuxoljUnu+DZEzzUuvYFPA1UVSErDaLK9d5xfxUW0OHpIoAL1LyImjyZwjGjEWxjqddFVZsO1/365AFcwam+NKtty7J7vsBPwDzHgOjAiGdBDEdF0oDfBa7INcGFxP/iphVDBT4knivI5+pArRyTNEhmMS1jVgWBye/uJLELyXFxoxTBFNi0YKSWqIvh0vRoVZwxSljcRIs3+RgjOs1n9a9COZwScCRZm8xQhjE1AuMTEy7RLtOgFFCMICzi/S7qggwFeQjQzlJwOrPV0Hky1kasJLEPy5mNVwSHxz/4oBF7Yu1cyk1NMbAGddmET4LRo1YKe5FQDEW9wIEXyVwBfraAXKWRKol6gqcZhqhkM4hXtcqMLUR2ZdUcDMwfQujKs1XXAJNVv+ER4plfGQBPASDK3Cm5LOXCJbv/TPR9SmkhGIWh2Sp5yRKiE21qSCGFctHAqYF8oe+hnY2IBmFr1hvcnRSqysFuVpuXqhewIDQia8yHmChUuFzU1hoFAlGAJl+bJ6V6kTNnZPtvZVcFoygqnPvH3JTMTB3S9QcmGgixU2CSLWEYIAcIIsV6Q3hNxHhp8yO8IurOUoVEMTEv5FWjpMcDxUHx+KOTK920t+X3MeCFVN4TKWENVyFzmoFZ+DOlcUnXQQ7yPXX+CCS0qmYc2pAwNNXzlYVIaWsDaL6RKkp50oBF53AMARF3RoLNruAo0xeFWsYi8nZCPUKw+LECOaqnPLd11/84hel53ATPAQDcMdPsHy/xb1df+lrtVQES39SGxKElKdVQQvyFFCcQnWS60KGgL/ECpMOPbvuumtWb4hFI9fpWmRAKOJ4OOBEyfHn7HiUBKwcXY1ZDEjxxGYPV2GxLwzjWrnj/7lat+fYGw4V97u0LRhLk5KgiHlfks5hdDtyVk74pL11gNqV/Kg0bsXUwHTHMl0qsynCaKyMkBJ1BP4M07RJvOOTQqa6bcr5bKbo0G/78Y9/HP0cVz9YHxgQxMeKQkjUG4EKd7gDhy7vO2/rDc4ML+kcW5rrQmwHjiJSCUZwNCbq40YyTfjK1lyg6w2qVIkeLQaW/3w/R9Mg4xEb5JLr7wpJ+MAAohKr6AZgbLDWdtysADhUJljevGSU8y+EygJXK0gfQhoyF7AKkrACubsUggFWRtycUNedToI4nK9TkAHklqTmGFApcAVWMTgBgo2CS6Z5StGCkbNxJt5ihRgGEhNtENItuUDOTPL5pKio+EkBYQd8MTRntrKg00CoiKo01taAPvsS2XZq7JGUmb1qjVhSOASXbuY/RYI5Q8OEEiQrJWJQKY1BJOK/IqRNdel2yIX2dcnxgcAlOjAqm0INUtoNpEOxWgVAS4AY8AtTY4+uWcPsHBcAXCoRzDk9EmCUIKWXO/6UxKcrQiovxinFCsW2+3MBkhHsxAKiX+8kcOaRRElW70BSSAsxUhP3Ln8Sq4r+LhASgUtZlU921/SXUppSFhepcEujIqQNcgHBvtRoeKikywYrySoEA/RCZbqhdZQ0X9k0IAGWy94MzAeC25IB7gvQplapc36IHpgtPNgGTmk/7EljFmCRs6bLtW+QC7EkaxGpDj6QRujBTTfdlMVwqrbDxJIh0yHvikzFV1XdCpjCV+JNUlBwIoFv0IVaQvnCN/hyAYLBJTh1Q5FgJWAGpXN2rCCjiCrdaaSyHgPSQHX3YeQmE9xEB4WjXbcmIAYGM98j8bkMsD6BG90HYn6+wuRQUxhfyCXUmitHP4J5p0ep79PqrW+4+IxuaUCUTs70Y5CugH1gOidiT2IcfTzB3KaJxs2nDQFTokRuVAQ1p5IgLsJOu0jXwLdfAPApZAWOfsYpw56y9lbJwxMgpTVSqoMPuAmMbGkYAcIjmCN90oQiFf07FpFe/vSNpVqqbp8wZghicDSGo3FcKli1k7KSIBTLrJJlELg5GacG6ItPKt1Jx5REboqTn+KwF8G8nxKnItxA8JRcYVMYOnRodjBtQjbaGVBsS7qIXGzIujEb0IUQVQr+ECkqaZsCFwi+SmoV+N5Q7UPIOLg2fwAshhi4gZlrCNzCgsEiZ31WSjA0JQaWuqmBQZUEORUxSFyaLt5gusaqcbBjG2CQoehgyikuDPhu4n4cqfE5H/guaUdpCmx9KSLOM5Ts95XusRDCfQhkV/jDrSDYYN87WpGQBlUSyyDUe8wHRji7d+AIt7p4gykv1BuiSSAVIvMgQSjPSjI+1Hk69HuoLIuk7wZ7CYbpTo22txpYC6btVFkOEXpiY00ktLsBTPvSGB3hHbITPsTCS6FFh0DP5ycY0fampcF1gQVCH59KMIDPhA9nb3DQa2BVJw3AAgZV6D7GdGk1jUxGMKecUbAM7QecV6miFE13sXQqBVULRZgGUGMS9cZJ70WwgKBWU7qg4p7E+n6wUAkhtLoVxCYHQTBnx7JU/yuW7S+ClQkBwtTgKSC6XrWVOH/DDiCs+HqRZFjhlOAxkuxQOIE2TQktzUsQ3L+BXgsWaw1gIzW2RYS4CsFYhaGHJ1dXBRAbklG76Sq971ZQ0sbmFFKggvHtUGeAtj5W4R66r4IoQ2bBnF5car4wtRNNnSAlU11VggFIRtCWtEzVpHi7wLRIRXVqL1i6ecdahkoUI1WMQAHrQrD0sLoDqYllaUdnFxC8UWxBAUVV0D1mzJgxWSSdYtemK5yagOlR4ds2xwdWjZIujRIBZ4rIwIGNGtsvMtVno1t0nUppcoN1CAZYaNCjlIg/u8LRN7VbgJ8K+VNl3GRJIGRsAUV8EFlSDCkafhcaI1iqKU0tFbNBuIKMfqituRS33nprVqdJ5TbErZrKagrz58/PNmWokvGgr4XEf0ZTLwl4p9Y32GiMYKmLAjrtSbrhhMAIJ0rfBEj4QjC0VSgbKOWvolurA2JcFANX3VSUvm1SBaykfpXdhn1t0YGjxXkJjREMvTfTpFR4iKPNBZUKGl2gVwKNVprU0LO6pXoaJxlV6/jx46PNheuClkrnn39+Ru6qu8FBBpQVksUW1z60Y4pBrD1CSOZj0Oim8DjfKcpWLmwdgqESgAisCD19qyqDACRJbFZwSF1QQIRSLqmgMIU+F7Ra4DHW+jIEpnT0b9KEPt8nKZCOyeUlgfVGCUYaxtdy2wUKFXx9rqQgss9UGasbrArT558DdS/ni06OgG9KYht/B20aUm6EkBCrCSk25CLXKg0cszL17ZFuo4lFj5dgVVSbAhltP+AHECKoq3LAylANhDKglUAWbqTh+I4EM1nGk6/DX8Mh5nlT4U2FE4+oHnAH6oRmXMCC00kyJb9KvYJU3t5Eey0IhmKtFAursnknPhgXW1o6T9IaM5vSL8EFMv5soIB+XuJ4NgGmGIpS27GHtwuQCyl3qBmKC6G26EUgjYpFBmINhzUegWDckRLB8I9SgYOJ452S0mDaqEswgJRn1qxZmXo1pG9aGcC0OHfu3OQsBCt3aXuHWFUTMURBh6DHIRimqtQJrookBhBBTiEYq8CUEq0QcMbpz9DKLY87Daw14skqWxdKrReItXvHegkG8gMQzOkYpEigi2BFh0xEWsxJPgxVpGuf6irAH6NrodSR7SWQjmO1WKUzJLsNS0ITgOm3bjVWjmXGgpVAPIZIMrrrFJBgpbGbpJktYDFBOgQJcBNgwUDoAhMe2+Wtl0DmYs6cOZU0/VyLFDUvKbxYyEMo184s2BLfSTFNphIMEDOSEgzwXlSaTSWcIRllZUwnp59+eiOf2SkgXaf2kaR31dU2liultZakZXtxD/AAlngJBqp0LAYUeRIFlkbY2dGCMEMTO5wZmOYhlIax8Ki6I20nQf8H0kZE6asCVydlIwnCLJKAsjCgHiZYnU59pFlSUjiQoUmCGdAlGWEduUVJB5puAAoGAsd0n64bI6T42Ffb6ALToyTBHdt5JUdGMJaLRFVLSSyhGXSCEyVxKw1+oopAfoPOq2nQRZnPZmkP8asuYFoNpkOsDcn2Juo4kYY7tkQOgtxrDLhPse2t1QpOLR6g3/yUHiUo/0v64ToEw5/CsZRm9wHv58RbsU8jloDqZlI9bMJAYLZqYrlpID1GFYKaI6W2IQQGEdLylJ4hrE4lgVuKTkIdeXLcDbdMqojmniWCsS0JwbRUKY4Bo4EuN9JqI6wYDmkrt2zhBuLX0LGZgxVspywa0XJ081itJjVokCplcwcDVCQxmTUQxkizhrGGYLQnLjlAnCiBy6oEQ0tEmRXJaCnYGIFS/yp7ZqeA1TH7iRMURgHK9IkIUtqGvQqwzHwvv49rUmUTBwlQ6aa2ruJ6S31gYffHrOW1IdhtvndBMC5IVTCS0DpJOiADArT0k5BuqFUXhDLYg4mD/CvpJtJXLAyqrqINmJZpEkLSGCkTGYtWtWMwoFdrlZgiClqpIZFIrVXOqSLBEFSV7COdY7jhVYHpZ/9DVnFSQEhiaXWlPKlgMXDSSSdl/yYATCKbxQErJuQ2rKpxGUiom5UZVom/w1qTHCYjgbOOjIjke1XrXwVo2Ci0TVXCEJowDVxiwMILZOpw6X8Eo5emHm2YtJLCjKV9cf/mKmB3MNSatDqSAt+EH1Kll1gTgDhUt6dWuHcKiBPQqFWRBGFZpb+TDccE37EITvGPoh5soXIQjNUCq0nfDqsScLOwDCmbeuKgsnEoS+1WrCpXJnDTIZe0204RdD0M7D1Ugtk2J4KF5h9FgrF1g3M7WyxPHYKBPfbYIxsphAekwHoyPdcpsl3ZQUSd2GEVcgFWjim1j8L717cNSJFg7CJKuXUpwofjSOyoLsip4dOlRJZJXOMks1hYhf5gWmTgViUXPmOK9aLuQRAbhUN9O9L2EYy9ZbQfhmkrrVXZwRYzLN1twwd+EMHElLAFoRLeTz5u5MiRtb5/ZQLSZ1yIquQCBLZTKqYITwj6uS40+xQBW5M/T3l2XGO6qkswQG6MJrqEAqRA205OkUKJVSRTmQ6fKH2dSioqhqRbShsg0RZgXvE/NsGYO1kilKotiQ/FurVIgMPOHo0oJlNWPKxkIRmaKMnWzisjIBSuClKkOgFhClQQZEpb1ANCH4Ed1gy4of3e1O8b2KlUT5M0jCpZMZQRpI5qNsPIQASbNE3qCIJk7J3EivTYY49tec/VbgL+FuEetiusC1S/qY38cJMEKuUFxd1ugYvCc5VnmiRvx8k1AQSGTLtSGa8BOvDjjjsu2+sak9109+huAz4ovxM/tImcKfo4rl8qhCv5ufYTLoLN1wf1SKVSH1Z0pCF8O0akgiJd1BMpm7kbUGzK5prz5s1rSj/edWBhhbxIMDWJQNqK65Vq+RnUgvgXnJlvP1kimB4xz+oTmK3/WTJVyDQoO2+qCgjrgwXDca+y28R9992XqT7p/kc6SqIE6AVwLZgp8JOqtny3gb9FZ+oqDeUYzIK87Gy4U/pez5tn6WOqcuQmkd+QdW+qAzXWB/ObotwOApoAAAoSSURBVBsrghuAQI+VKa2LiGj3KnDiycPin6ZusRcDPiuLpCoQTI8sZ2e5XnASTDPxQW3FcI5KvhiqCAoI6igsbJDJZwGRUk9pA/UDqSgS5HxOE2Xv7QJhGNQj3MhWbCiPLs8k8VPB+QhCSlfAGdcLoXXqDOVx9tF4EUFuso8+PUhJSaXs+20Dh5iuyQwAzg9dezd3k6b9EaV1kKuuNMgH2oTSvbHqipsNLAQFtjN8L3gJpm/WHfqk6FFZEsljxagu5uSbAj4CIjmmuLrdD4kRQTR0S0zBZnrohj6syLQJGONfYRmabjtVBO0UWIFW9U0ROgiCq9fBFd+LsUjbdOUgGDCbTNXZLcwGcmbai0MKQWONKAgOEjdCgo3unemTnCbV502edwyU5bFLHGEeSN+OBi0IG+leFOpQGAOuBucewfTQi0GCaWbe6LNiCO/QeKEEbRKQjDwbCgGW6U2BC4USgANy0ZOVxQqrUG5GU7ugsejAQadFEuEFkvtUVrVSim2DICoDtU5nRqZFwX5IWK8bQ2+Q5Aq8VoxmGuTEmt5hjG47+GNsmCCsv0sC0xSNfzkMqKiBaAjviK+ZAC6xI7sgA7KY2B1Wkr4PpncY7kMnq5WQZtNEuI7lAqxmBS28gtYLRAmWWzECaKXG6zimVMQQImgakJbR34RPJgExNQ5uTq+CRnT4xnXJxQARtFyYH7NeQJrtRJRPgKnkLaIVYypohX6e6RLfhfwjZFsFP6h5oDoqJYHtA75XJLvCykRUqCE6G83Ue7UVm6n/WdpHztTgkYxtRX95/AgcY/Jnvd7IpBXAnyQcQ0qpCTArUfYWwUw4Ifm8FLojfaSuvFSFQX8vnH1kOK0AEh96VyA6ZPXaraX/7QYVS7QGYKHSFBjIkebEtFwVy2DFBNOMfVRbMYbJPNfrmGdWfpLeBlVB3zFWf3TLqdLic2UC7TMJ0NbcrKofWFgJVo6HwQXpZ6ZO2JQLs0XEvq4XcfhZIjehGfOB4CFSHYKniCCrdMPuZVA+yJRIsUaTejjCEsxCkag99z6pZDyJYJq5z+sfRYXmjvoobRbI1DV27NiMAK0s/SeEwHTM1ilIsKt0xO5F7L///pnYoBUtB5BiRdptEXGd/HxKNxVVYSMG/fkPa5JN0f9kG7DSECJuhfIS3VGr9/yGYJTToT4g9SLo+NKTID5HzBGpeCtUvIsWLcokTwFAqinc+9TPrrSm1V90sf6hyCkOcb1Oo1rk0O1oxEsEnmU17Y+4SHRKTBxkXQvaEKBzYzps1cZcDEraBkQG5xzueZXPrxM0IWRBJbiz5hyVABHxpnZDiwHVBOJFUiTow1LaFHQbIBbFHWRJWr0RF5YRvX0ArKZK4SkpKhNMM/oxbcWQ8zBxOx0uRh4R+dTdKOqAyD89RonII8lGgdsrQMNGPIvNJOr0ApGCqH+kdz4y43Hc66rfUSvsq7/4Lk0yatmc9eQkfnH6keG0k2T4KchzOEgzXXLJJVluTaAMaDuQENF5EWtFHrFdfTjoHMTsElmFT+Ie1/me2nmF3B+jBuoo1+udIpkBcTMOSuRJN5E3ZQHSyYQ06RxSaxALa9u0WCAG1B4sGCIB1TOr+l1FNLWdHx3PqEI6wPVip0kGSKnw3RwUruKjGY1WO8Ic7IvJNUCLhqVqqhdrKnDmCYZH2mCiXmhkZ4xGCJbHxybofw7Sx/au9xiScUOJ53QSrDzx1TiQaiNdpiaAEjqIh0jx/vvvr7QaNdv8UZpP9fqwYcOyMAOE6nQbKqZD7kGknTse/4TUeJcPjW1ImjdPoQHYTfpwVlwYkrHKY8rq9AUH+Gsbb7xxdlCUakAhBteYPmXkWlGh2ruL4T/RcxW1LCkb9mjiN7W6v2xVsDKNyJHYSHLPYvOSumh0x9s8X4lu7Hp9ODulcNOocMHJZJXXrTfDKENIsNfZaaNbQJ0lBRwBIB8enZJnlKBRggF9gg9pkrHXnJdkAOkyJMMvo8fpKrQGqG9p00BH7QAg1y7cu6a/v3GCASnJ8HlIXhN9x/FdhWbBShkBQqQyqGXkAi0hGCiQjEnfWwW7dOnSTOZDEpd6yyYUmaugss2/UAJHdlnD5xrdKnKBlt7NnGR4zjRWd64uAbWByG8os6JItMqGm6vwP1BbQElhZJ8oVot7Nu1z2Wi5ucgdf0jGrkzOOJkBhags6c8+++ysncAqa5YOSv7YvDQSRCXONaHJ1aIPbbmDeQjjQLWixY8z4m+ANZsyZUq2tQuO6fDhw9txij2P5cuXZwFkeuBGOvKwlDymqThXDG0zEfkPOloTjX3g6MQSjE9gzVDHohFHackeiqvgBvJxZOTougIgcT2pifRPCto+B+W5S/IUaPuD20tgzdhzEu05wVl6xLaz5L/bgbwZK08ANWK1kNyMq5u4roKOODm5CgMt2Tn6OFg5lLFFkJxFxsLFJGBINqDVatluB+ksiBVJ+zBrzNHH4XUkN3XQMS86/8GH5k2HiQKWNP42SNCSqGXqpGcpTU3+3ywa0yF1i2RBIv0u0CZNafeUaKPjy7R8yiR/SWGvs1rJBgFapC5Tp07NpNl0R6xbLt/toNIaCTrFGQKpEdU/k6to6JtGxwkG8kKS/fQ/x+oDIb9oizUuOrtVkGODcBwr26qTZir4oJTokYCPgKJYalcva9cqMYauIBjIL8ilmmjXqhVdWyiPE3VOYzsVagUhGh15iANR2dSrK08uBVJvQjU8Clo/0SuCGWBaqwOnqegaghnkF+gITTT8srOUo6uPD+idKPrgwAFGLUoFNHv6tEPjXhfsj4naluKVhMp1UnFHSntFtBtdRzCD/ILto4nG5kT0QnD2KPMB5SapJw6KcxH/caBopdqpG1qeE1qgJ63pKyvcbN2AxoDTJS2UOomuJZhBfgF3q0o0ANmQR3OcdtppWWU4bTrx13bYYYdMaNiOnXVJQNP0jtoA9nkkrRNJ6bjQE8Qy6HqCGRSItp1+PFofdCCuZIZQcJipFBBTo6vipptummnT6K2BxJm8KAUjKUUZBIfR+EMkfEN6zaJ745GWoKR0KgAfi7byM0INd7sRPUMwg/wCH6iJRpEJJXMTlWPbmxTgRKPB58CqFOGSQLN4QCYNWZBU25/VYAsDcrez9THL14e+29FzBDPIL/g0TbST9SNtDCbkj40GxFg42F2h+T86/RaBLfEIPqM+WeDanqWX0LMEM8hvAIHFqzTZENLTy5OK81HKsT10l4JtiOkRSn72antLvF5GzxOsiPzGXM6hyUa3EESOEA6ybaMq+mwtAD4V0gdIxVZqt7dDm9UJrFQEKyK/YTfnxwmacOxBOCI/INuW+mCfmVbXzlGbf7c+7lErSEVXltv0+a2cvaYsrLQEs5Hf0BvyI4MmHZlyurkNLhyUOA3MH4nOxuIXpGdw0igPX5Y/Likci/V3d65PQYfxX43yIiCfJE4gAAAAAElFTkSuQmCC</Swatch>
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</Swatch>
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