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Chauvet Rogue R3E Spot (Chauvet_Rogue R3E Spot.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Rogue R3E Spot" ShortName="Rg R3E Sp" Company="Chauvet" Version="12">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>f3dc709c-493a-48d5-ad00-dcbbeb4e3821</Thumbnail>
  <History Date="05-02-14" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="05-02-14" Author="Nic Morris" Comment="Created from Chauvet Rogue R1 Spot" Version="2" />
  <History Date="02-07-14" Author="Nic Morris" Comment="Updated colour ranges to match latest documentation in response to manufacturer bug report." Version="3" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="4" />
  <History Date="13-12-17" Author="Nic Morris" Comment="Created from Chauvet Rogue R2 Spot (identical)" Version="5" />
  <History Date="13-12-17" Author="Nic Morris" Comment="Created from Chauvet Rogue R2X Spot" Version="6" />
  <History Date="28-12-17" Author="Nic Morris" Comment="Fixed duplicate channel assignment in 19 DMX mode in response to auto gen report." Version="7" />
  <History Date="28-12-17" Author="Nic Morris" Comment="Added product thumbnail" Version="8" />
  <History Date="24-05-18" Author="Nic Morris" Comment="Added gobo swatches for wheel 2 (wheel 1 images are not currently documented)" Version="9" />
  <History Date="17-10-18" Author="Nic Morris" Comment="Inverted zoom in response to customer feedback." Version="10" />
  <History Date="24-04-24" Author="Nic Morris" Comment="Created from Chauvet Rogue R3 Spot" Version="11" />
  <History Date="26-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="12" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6d9a7736-9758-420f-87b8-d8c6925262f5" />
  <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="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" />
    </Attribute>
    <Attribute ID="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="Colour1Func" Name="Colour 1 Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour 1" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="2" Lowlight="7" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="10" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="11,12,13,14" If="'Colour1Func'==3" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Yellow" Display="'Yellow'" Dmx="7~13" Colour="255,255,0" />
      <Function ID="3" Name="Light Blue" Display="'Light Blue'" Dmx="14~20" Colour="0,128,255" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="21~27" Colour="0,255,0" />
      <Function ID="5" Name="Red" Display="'Red'" Dmx="28~34" Colour="255,0,0" />
      <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="35~41" Colour="255,0,255" />
      <Function ID="7" Name="Dark Blue" Display="'Dark Blue'" Dmx="42~48" Colour="0,0,180" />
      <Function ID="8" Name="Orange" Display="'Orange'" Dmx="49~55" Colour="255,128,0" />
      <Function ID="9" Name="Pink" Display="'Pink'" Dmx="56~63" Colour="255,150,150" />
      <Function ID="10" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" 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 CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~128" Colour="0,0,0" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour2Func" Name="Colour 2 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="Colour2" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
      <Function ID="4" 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" Highlight="1" Lowlight="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour2Func'==1" />
      <Condition Name="Index" ID="10" If="'Colour2Func'==2" />
      <Condition Name="Scroll" ID="11,12,13,14" If="'Colour2Func'==3" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="CTC 3200K" Display="'CTC 3200K'" Dmx="7~13" Colour="255,240,200" />
      <Function ID="3" Name="CTC 5600K" Display="'CTC 5600K'" Dmx="14~20" Colour="230,230,255" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="21~27" Colour="0,255,0" />
      <Function ID="5" Name="UV" Display="'UV'" Dmx="28~34" Colour="180,0,255" />
      <Function ID="6" Name="Orange" Display="'Orange'" Dmx="35~41" Colour="255,128,0" />
      <Function ID="7" Name="Pink" Display="'Pink'" Dmx="42~48" Colour="255,150,150" />
      <Function ID="8" Name="Light Blue" Display="'Light Blue'" Dmx="49~55" Colour="0,128,255" />
      <Function ID="9" Name="Dark Yellow" Display="'Dark Yellow'" Dmx="56~63" Colour="180,180,0" />
      <Function ID="10" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" 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 CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~128" Colour="0,0,0" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="15" 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 Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>65e27003-86b1-406d-9142-474dc74d8827</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1 (Tribal Breakup)" Display="'Gobo 1 (Tribal Breakup)'" Dmx="8~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c6fd1e37-a09e-425f-b6e7-418f091b05e3</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2 (Shattered)" Display="'Gobo 2 (Shattered)'" Dmx="16~23" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>14eb990e-9529-45d0-ac3b-5fbc075b3814</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3 (Stickmen)" Display="'Gobo 3 (Stickmen)'" Dmx="24~31" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>cf89fb22-a318-4fb1-91f4-55ddb733bd12</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4 (Linear Ovals)" Display="'Gobo 4 (Linear Ovals)'" Dmx="32~39" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>19c48441-9160-466d-9c83-f1ab3d4908ed</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5 (Laser Triangle)" Display="'Gobo 5 (Laser Triangle)'" Dmx="40~47" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d41d6cd3-6d7f-4a82-b776-8e7e972902fb</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6 (Line)" Display="'Gobo 6 (Line)'" Dmx="48~55" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>684bd97a-4c2e-4f01-b18c-1d902cfd4ed6</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7 (Thatched Breakup)" Display="'Gobo 7 (Thatched Breakup)'" Dmx="56~63" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>36890c74-40b7-4250-b927-c35969a431d2</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="120~127" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>65e27003-86b1-406d-9142-474dc74d8827</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="112~119" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c6fd1e37-a09e-425f-b6e7-418f091b05e3</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="104~111" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>14eb990e-9529-45d0-ac3b-5fbc075b3814</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="96~103" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>cf89fb22-a318-4fb1-91f4-55ddb733bd12</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="88~95" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>19c48441-9160-466d-9c83-f1ab3d4908ed</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="80~87" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>d41d6cd3-6d7f-4a82-b776-8e7e972902fb</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="72~79" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>684bd97a-4c2e-4f01-b18c-1d902cfd4ed6</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="64~71" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>36890c74-40b7-4250-b927-c35969a431d2</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="191~128" GoboSpin="0~0" GoboOrientation="0~0" />
      <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="192~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5,6,7" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="8" />
      <Function ID="1" Name="Index" Display="'%.f%%',0~100" Dmx="0~63" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="147~148" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="146~64" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="147~148" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="149~231" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="No Spin" Display="'No Spin'" Dmx="147~148" WheelPosition="0" />
      <Function ID="7" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="232~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="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" If="'Gobo2Func'==1" />
      <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo2Func'==2" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo2Func'==3" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>5f573aa6-a298-4c62-9140-1bc46d180b8f</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1 (Dots Breakup)" Display="'Gobo 1 (Dots Breakup)'" Dmx="7~13" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>335166a8-c664-4ce2-933a-f23334536b5a</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2 (Bricks)" Display="'Gobo 2 (Bricks)'" Dmx="14~20" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>97728cd8-5be0-40c3-a4d1-3077c2569dc2</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3 (Triangle Rays)" Display="'Gobo 3 (Triangle Rays)'" Dmx="21~27" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>f481dc41-c531-4e67-aba1-feff1a769efd</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4 (Grouped Ovals)" Display="'Gobo 4 (Grouped Ovals)'" Dmx="28~34" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>3685e0a2-da2f-4a36-85fe-e1149021968c</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5 (Triangle Breakup)" Display="'Gobo 5 (Triangle Breakup)'" Dmx="35~41" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>3a8be074-2bd4-4d4c-aea2-6a77e2cabf42</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6 (Foliage Breakup)" Display="'Gobo 6 (Foliage Breakup)'" Dmx="42~48" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>dd57350c-afd9-4d67-bf9c-9f47f7a116e4</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7 (Circle Dot)" Display="'Gobo 7 (Circle Dot)'" Dmx="49~55" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>3a20d081-7689-4b48-915d-11adf869f004</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8 (Mosaic Breakup)" Display="'Gobo 8 (Mosaic Breakup)'" Dmx="56~63" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>18007b72-b4b9-4f90-b6aa-a25349fab09c</Swatch>
      </Function>
      <Function ID="10" Name="Open" Display="'Open'" Dmx="121~127" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>5f573aa6-a298-4c62-9140-1bc46d180b8f</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="114~120" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>335166a8-c664-4ce2-933a-f23334536b5a</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="107~113" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>97728cd8-5be0-40c3-a4d1-3077c2569dc2</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="100~106" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>f481dc41-c531-4e67-aba1-feff1a769efd</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="93~99" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>3685e0a2-da2f-4a36-85fe-e1149021968c</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="86~92" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>3a8be074-2bd4-4d4c-aea2-6a77e2cabf42</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="79~85" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>dd57350c-afd9-4d67-bf9c-9f47f7a116e4</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="72~78" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>3a20d081-7689-4b48-915d-11adf869f004</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="64~71" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>18007b72-b4b9-4f90-b6aa-a25349fab09c</Swatch>
      </Function>
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~128" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="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="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" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="AutoFocus" Name="AutoFocus" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="0-5m" Display="'0-5m'" Dmx="11~30" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="6m" Display="'6m'" Dmx="31~50" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="7m" Display="'7m'" Dmx="51~70" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="8m" Display="'8m'" Dmx="71~90" Iris="0~0" Zoom="0~0" />
      <Function ID="6" Name="9m" Display="'9m'" Dmx="91~110" Iris="0~0" Zoom="0~0" />
      <Function ID="7" Name="10m" Display="'10m'" Dmx="111~130" Iris="0~0" Zoom="0~0" />
      <Function ID="8" Name="12.5m" Display="'12.5m'" Dmx="131~150" Iris="0~0" Zoom="0~0" />
      <Function ID="9" Name="15m" Display="'15m'" Dmx="151~170" Iris="0~0" Zoom="0~0" />
      <Function ID="10" Name="17.5m" Display="'17.5m'" Dmx="171~190" Iris="0~0" Zoom="0~0" />
      <Function ID="11" Name="20-60m" Display="'20-60m'" Dmx="191~210" Iris="0~0" Zoom="0~0" />
      <Function ID="12" Name="Auto Focus" Display="'Auto Focus'" Dmx="211~255" Iris="0~0" Zoom="0~0" />
    </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="65535~0" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="5~255" />
    </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="Iris" Name="Iris" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Iris" Display="'Iris %.f%%',0~100" Dmx="63~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="64~127" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~191" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="192~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="8~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~15" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <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="8~15" />
      <Function ID="3" Name="Col in Dark" Display="'Col in Dark'" Dmx="16~23" />
      <Function ID="4" Name="Gobo in Dark" Display="'Gobo in Dark'" Dmx="24~31" />
      <Function ID="5" Name="P/T/C in Dark" Display="'P/T/C in Dark'" Dmx="32~39" />
      <Function ID="6" Name="P/T/G in Dark" Display="'P/T/G in Dark'" Dmx="40~47" />
      <Function ID="7" Name="All in Dark" Display="'All in Dark'" Dmx="48~55" />
      <Function ID="8" Name="PWM 600Hz" Display="'PWM 600Hz'" Dmx="56~59" />
      <Function ID="9" Name="PWM 1200Hz" Display="'PWM 1200Hz'" Dmx="60~63" />
      <Function ID="10" Name="PWM 2000Hz" Display="'PWM 2000Hz'" Dmx="64~67" />
      <Function ID="11" Name="PWM 4000Hz" Display="'PWM 4000Hz'" Dmx="68~71" />
      <Function ID="12" Name="PWM 6000Hz" Display="'PWM 6000Hz'" Dmx="72~75" />
      <Function ID="13" Name="PWM 15000Hz" Display="'PWM 15000Hz'" Dmx="76~79" />
      <Function ID="14" Name="Reset Pan" Display="'Reset Pan'" Dmx="96~103" />
      <Function ID="15" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="104~111" />
      <Function ID="16" Name="Reset Colour" Display="'Reset Colour'" Dmx="112~119" />
      <Function ID="17" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="120~127" />
      <Function ID="18" Name="Reset Prism" Display="'Reset Prism'" Dmx="136~143" />
      <Function ID="19" Name="Reset All" Display="'Reset All'" Dmx="152~159" />
      <Function ID="20" Name="Reset Iris" Display="'Reset Iris'" Dmx="160~167" />
      <Function ID="21" Name="Reset Frost" Display="'Reset Frost'" Dmx="168~175" />
      <Function ID="22" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="176~183" />
      <Function ID="23" Name="Fan ECO" Display="'Fan ECO'" Dmx="192~199" />
      <Function ID="24" Name="Fan Full" Display="'Fan Full'" Dmx="200~207" />
      <Function ID="25" Name="Fan Auto" Display="'Fan Auto'" Dmx="208~215" />
    </Attribute>
  </Control>
  <Mode Name="19 DMX" Channels="19" Id="c6c2419b-bbc6-4e18-9da3-e2bbe8744090">
    <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="f78f80b9-748e-41f7-8f43-e6d8b4131b07" />
    <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="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Colour2Func" Wheel="37" />
      <Attribute ID="Colour2" ChannelOffset="9" Wheel="38" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="11" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="12" Wheel="17" />
      <Attribute ID="Focus" ChannelOffset="13" Wheel="19" />
      <Attribute ID="Zoom" ChannelOffset="14" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="16" Wheel="24" />
      <Attribute ID="Iris" ChannelOffset="17" Wheel="21" />
      <Attribute ID="Frost" ChannelOffset="18" Wheel="49" />
      <Attribute ID="Control" ChannelOffset="19" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="25 DMX" Channels="25" Id="bd338fe6-f134-46cb-8579-dca6719d7bd7">
    <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="5b0d6a4a-df30-47f1-8de9-58620f388fe9" />
    <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="Dimmer" ChannelOffset="6,7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Colour2Func" Wheel="37" />
      <Attribute ID="Colour2" ChannelOffset="10" Wheel="38" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="11" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="12" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="13" Wheel="17" />
      <Attribute ID="Focus" ChannelOffset="14,15" Wheel="19" />
      <Attribute ID="AutoFocus" ChannelOffset="16" Wheel="50" />
      <Attribute ID="Zoom" ChannelOffset="17,18" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="19" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="20" Wheel="24" />
      <Attribute ID="Iris" ChannelOffset="21" Wheel="21" />
      <Attribute ID="Frost" ChannelOffset="22" Wheel="49" />
      <Attribute ID="P/T_Macro" ChannelOffset="23" Wheel="52" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="24" Wheel="53" />
      <Attribute ID="Control" ChannelOffset="25" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Pan">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Prism">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Iris">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Frost">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan ECO">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:24" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:25" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col in Dark">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo in Dark">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T/C in Dark">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T/G in Dark">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="All in Dark">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 600Hz">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 1200Hz">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 2000Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 4000Hz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 6000Hz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="PWM 15000Hz">
      <Set Channel="Control:13" 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="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:8,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="5" Name="Dark Yellow" Number="0" Page="1" SetControl="Colour2:9,Colour2Func:1,Colour1:1,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4,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="UV" Number="9" Page="1" SetControl="Colour2:5,Colour2Func:1,Colour1:1,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1" />
      <Palette ID="14" Name="UV" Number="8" Page="1" SetControl="Colour2:5,Colour2Func:1,Colour1:1,Colour1Func:1" />
      <Palette ID="15" Name="Dark Blue" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour2:1,Colour2Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="2" Name="Gobo 1 (Tribal Breakup)" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="3" Name="Gobo 2 (Shattered)" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="4" Name="Gobo 3 (Stickmen)" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="5" Name="Gobo 4 (Linear Ovals)" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="6" Name="Gobo 5 (Laser Triangle)" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="7" Name="Gobo 6 (Line)" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="8" Name="Gobo 7 (Thatched Breakup)" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="9" Name="Gobo 1 (Dots Breakup)" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="10" Name="Gobo 2 (Bricks)" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="11" Name="Gobo 3 (Triangle Rays)" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="12" Name="Gobo 4 (Grouped Ovals)" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="13" Name="Gobo 5 (Triangle Breakup)" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="14" Name="Gobo 6 (Foliage Breakup)" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="15" Name="Gobo 7 (Circle Dot)" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="16" Name="Gobo 8 (Mosaic Breakup)" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow 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="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" />
      <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" />
      <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" />
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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FOltLS9yUp0hk5/JSmQOYedb4ikVQK3P/xxx9fj2g5nU1RTaesylXdAdzJLjvTwdgB31fqxBB88PnPf37mWBx97IEn65577jlzTl/e9773nVxZAx8wdd5Q8rGw4kuhSzwn6ps2oNZR5zaRlXeMkYJESCYy08GOcxU6kZVJ0HGR5SY+3tTBAEvn+BzYxysAWasJrBb7pK5kikIhiVlGHQ9Mafff+ta3ztTFZ5/obJwQfTmjusrtH0AYXd+R/4ADDqhNRKRWIA9t6RlkQjIgn9/BDKuNvWyPt73tbaeGXVY1cZ1UB2Pux7P0CU94wsw5IWsgNsz4WBMJ72pDznTF186oTLAvGWy8XNdkkklN0SiX47ohplG5HX3961+vjwXQVihR6RTov+L6y4z0pdV22/bXYgfbZXKgMzH+elddtlyJ6+BWo9DkFIdZiEZlCk29UJSXTHk0elArsPpryxWWM12ltPTs9tH01ac6GCqQuG6wD6JQjY+Rp8zjE5/4xEydZU6W2fa/xQ62rzvQmTjpYbAl94OaflBTMOTTYTyQ1zAhxfUDTznllLoeKS7VdcO0DBjyQ+RNCPVPgSmmKbEIZDGgvC1IhKfqB3bpYGGzBrIdxu0QR2wTbdRXsF8i7mu3bf9b7GCjmYc8UfLhreCHf5bkqi6jk9c4o0vy5hZcmGNNOimSGJ0++MEPTkrSwCmRenwU+EqpUYmUlLEhvs2HP+X5SvS2r4fOzdtCP/OZz0wpd7/5zW9OjpyPww47bCaIZRmz1oeFDnaiOzA6eZl4FXzta1+TGxtApgSPX/3qV1O6pNIepvye6mTohzzavA3oJCoinJEt1GG0+ta3vjU5sgj84LxspToYQB3CCIzf2sgR3EN5ot2u/bOwsMp4rjGusKT0+e8RsG9+85tPHeclsaorCZXYjk6H3zygE+SE1SGH+umVD8kHt7A6DqMXYgKZD+Pgl1QH8yghl+U8T0/Sp+hbC9tNCgYTgy6miG984xu1kDrE2wFdEC8GEE+o6uAOXSKMLCDlUkMaKNxYunhEMBoxarFYUFp8fOK5Zsokdfjhh0/uKg1GMnVuDllEsbqno+POruoUIH1rYXdXMIg+1xfALNG04mojXxc2NhU2H8jI5j0hhqBrwhJsq2NF8IR9AZqA3KbObSOjpfcjwxKh6hUgfWthH1fQmynvAmQlVb8kMT+VAC4y6vqKCNsAeatkZupA2i12q+FDomMQKYWrc2pEfdvb3laH65GJWn3gjJweyHWs9ON6BUjfWljjCnozldmZgFBVvyRpnKHASa9LECyjq9/DyDvqsULsYy2IiX4vdDI6VpsLEURM8atTtSjB6SAGyuS4XgHStxaOcAW9SCYXBeSjro52OY0YE4NzLlB3sNstRmN0Z3hEYHzvEmEeyAjhgf6NxQmjWikXaeRYEhDntAvWB5wnA1gExTIeK09lmEcdU8AXLCZ9a+EYV9CLYU/rGHx9bJqQc+N8aaQSYMWIzqjLBuwoKtuAlyrp0HNXTYxAbT5hPFfKqxVdnzpnLN74xjee6TgE2Mb1eB8poLguLFPStxZOdQW9SOaYJmBTxBZHTnoVNc1Lj33FcfqL66WIe0tTCkpA43f5QonFxOSEK0ucToAVGB8ASuJUB0vp9zz5MNhjqM2qkEPUNujGAnhepZRt2z+AvaCI02RWKGA5oG8NS4uJEMm0kwvccmPPVpbxMegwXVagqBJwtGvyk++SEMTbIuPYSzwj2tDmhQqxPAD0bCUSxjHqMkIdfPDBdZR8fJwO0yVYmEUFeroBcjR9Sx7IZpwOKQexQIl8oQIR6DShDtPV85///HoaRc+WeiF4U8QbuQf88pe/zO60yGRB2x7rm0gd1QblIeKJctWDEYeOhhyl6pcg7dkHXT1aIsrCbLJc7goVnu9XZAFhYwY6F3Y4D4znqQUEerOgpI3RZdgPy/m4g/lwffJVMKIxGnkZCLEhJe/h4hRShsboEvjblX07WNc8bhFlYRaRadq2a1FgE9H4Wh//+McnR89HyDqT2nS0KfUTnSz2qSIIpMtqMQSr5mrMkVuwmQaovSf5KLiPGHROPGJLqDdS5H35j8CDGQTdGVmM/GzCsw9MLyULW8mPkhGnK7DRqRSSKjkKAjAJcVP5T9t8yelkwa+KRuuatxT1AOiyIkT4x8zDy0Ibr+rwTMFWybPh1br99tvLuqWJ90joZMirLKYQc7zowMiLegQWyMIoC1vpE842gVUJD0Vjw9ROFKgQVEBCE0LijjayhO/j5kKjkztiaAS5Ih9oboqC0mQkw2N4Tv5lsrCRCKIqNEwBxZ+6hiIrli4YIq+wsCAKCs+HPkrW5UBSV6G7YpSmw6g6y4CysJHK7hjcTnD48/5QZNVR11BEjZALhPiuVoJA5BzvVo3pJE58Nyb5rb737um34MGVu3RIXiHKwkayCvLgK/INhocopgfm+i7hVTvuuOPkimmwgyw+/kM0zhiJYxCsUjLrsyJTLh4buI5jrmpzXmyj72AAFc4ydKvurmilM6FqQPuOQVZNMXgDqACQJiL8x2CkIXaPbVroGCW+fGQyBZz8xhwF9tiDtA3nA6O0ihCiIxKhjfCPDBgfD4yvB/DHU3WXiLWidbCpqBRZ9QUw+mFLa+tQLA6QQQivR9WRY2vkd5TeDSBbYtZCv4Wa4bnPfW7n3TdSVBaAt7/97VN1cET0pjcWSanAGGWiU9shLiFrU9FgY3cp+imSzqLqeKLwjLNPp7LKxORcbIEY6lFfxCnSPQgOic8nwJfsNnF5E0OYWgxWw6g3kF+VTTVlfcCFB5VIbKrj2Xw9Vqvo2HhWUpHmGvwLsDZ2D3bX6UKUpsgfKgW5z+NKkGl8PCYZEWPE0Tu5ZJRKKSGRJ+O6webJC86Ve3ycQRekOligt1pwX7GyNpaZWdTMadVZu+sUcTjMIfJaAApGP/0xDWArDEAx2pbuCXdpBWUpaKNKl07qJ/zF4nTfhMx5bTeeFzmjAqNHVyCnpaZIyELBQzkOktqB6/i4VBS9jGiIC3H9gqwdDou4TLeRLyaG/4oYBWIgCzXpqHjRatShIXN1ZEwndCJvLeB89lRqGjlYeHjgiqTqebJKTdkgU8Caoa4VGFQ7mHToMG06PRwOmZJRawDMVgT54qJDeSBZFQsseGqX6WJBH00k4DaG72B8pSpCSDnNeaaShNBh2lQkTHUhJM0jZ+cNPggM3qGD0yl52bwYvFlZIBC4G5/n047noM3FiHbrql5ByUyy4zYwSg/MqVYHfRQLW2siow0uxkTCBMTGau/uG7B27dqpOjHR/aTAlKzOCcQmGKNrZBEuRE1A1eBHFUxEwQ+sDXwkJRXAJHNh5PUG+TagQFfXymQdtjb3wFuCNHCFiZf/yAMhH0WAEloDeXEpBzpC5pRR3TOOPWRF6n3fc0aHsOtsE+Ks1ejhlEdFjEc84hFT5w0h+rbUIqYJfUPjjIuBt3YN+3fhhElhEZLrngzIfYzEZEhk1ArgK075xiuhmSQhbPuXo5D1mxMwVcbZGZnmWEFirPfyGPXQu3GfWBbawPQZC9OpJCkBfCBNwn0f4lqObIoC/J3vfGermzmuWCrnfiaRPex/ix2saPKTEFiAFr5PJj6mEWQZTFAM66oO9NNtQBfrAQ2O5huTi+rE3l7pN3ing3UBnrH+uoEoWVNIpS4vSQR+5c/HR4NH7sAV5lTyk0Hpm2L6oNFYU12KqVjIUol+WV2GaQxtuh8R+QB852tDaqHCdByLBAEondU5pRlv8oo6o9AmqVPpm3onoFNkRAi+XW1Cel+y076CWrl1Ic53fMFetlNpM5G92qYY2oBo8aapLpVTNjelOHJm3x3nIPdGgAuZJpkRhhrgHacS0PVOoRmTHKVemEQmUvViorlHj6OOxWRD+QD0Txh9URwi67BaVefkkpEKb1SPVMpNtmaJgaoF4ZwRKGcFiIKWNoqBLVTV92SkYcRhtkDBWlpmG8DpFJr1fwYkAfaMzSGszFQ9T6YKOgcdE/ugquPpbXrh60XuK5WHn9EpqBJIKZBSuKqIcsxXqm4T41xogJCxppGJlbVPYIKRvkR8ZSFOJwGu/zMwjXkgXyT2wABWQ6qeJ+qKAKYVtOhNwQ8hdxbTWJudbggJjUttPcxIGRvImTJV3TYSQ6mgpmamcJLixaF5bZ7DeJ1g0mJV3ucj6EiZxnzwRgyBPsI4Jw+772AB6L9YSqv6IWs16bjVcUUiypEHmU4Q3rv6qsVUGvnULmdtTG3vEo/IytwGVGZvT/SF3usEM1GOGmcA5UYMRbaSYXntkcrBCnEjYWpD3lDAnKHOY9QitzxeAuq4IknsPFieN42SbcRPLAZh+aquJ9NqHOwRG6wDmKZ9PWQs7IRxPAQdBoO2r+uJxcQDYX5Elx29lUz9x0B9GLKLTx3JFNL0paS+3ICSm3jylcfwmnKmEBS3uBHhwMhekHSilPEYuTG2Y5KXS9UNRMmJnBlrx9HBxX5tyGApJWfsKg3iFKOe7KTiMXI0k94Mq/5j4HZ+3i5HA7Xtak90EiYjpjzSg/vOCVTgal+qDsZIwEeAbY5FhkLTao7wL3JAsOggRrNpFIFh8yy18AnZhWg3cmE0pesk4h3gaIjOMTa5xUT498BLJWdn4Z5s3M5v0IakxB4SjMuqqE8yD873HaFkpIzqYDlg0dFm02wjHQI1TEiJjg1U1WMKRImrjnkGCwD3llOf6yIfeiDj0ibcF2YvOn8B37DmDUnrgsJmo65ENmC1E4DHg6rXlX07GPBmoj7EJBU6F1DZrLuQDU4DchP4htGzCaScGqhLm5oe4dQfdcFIm8J3Ib5WGJiZOr13Qw5pIGVk77K/dowS7sWoO5jySeIyVLUSPkDUIirfmmK8B6UCap+B7kFZm8JvbDxtcsKKIsIyHQlBmrwS/hhWgj4gSmdMXVsfsnBCBOmSUA+3Iz+KxiBOYoDnBKTPbGyXmu5PcUFduLCw3+SkIsQXiQ2fxt6ZwmfhwRPDH2NU827RuSA+0V+niXiOsP8QnghDTVZj0LsneaBPLJCXjLzrs31JFi4sbGUsYpvE3OHDqtDy55o0kMf4qkiY0uRbhq0wTtXE6jCux6r25JNPntRoR1dnO28mY0QYYoQeg7G+DV0g3hSqbkfSV8jrPtuXVCE0FBH2kRFixSAKxLYvhiHdb3KOBp7A1Vg5yvW9cT0gldOLaZRoaWId21J/tgn3GLvpyKgp0KPF/mnEIajzlpK0KblDMC2pqPKenBHuA2UhNOzgLjCICLcx0PU0rVjiqJ0ARkCvvKXDqChtzEG47jTJT0xjKeCn1XR/BMoGlyQQ/N88YjmwiSh08XIlwocPMBCBHoVwqZwTtEdKeTyAO9jj6n6kCgMNR7uL9CYPddBBB9klp5F6AeRZVaNSQJx4jo6kXjDghfm6nri7pNAW+ItysymhLm40cYR1ikz/seE8BkrY3I3l6YyMvkSKw5Htjkfb7cn+A2VhoGFnd6FBpLH9Fw9SCke0401AWPcvjwb110aJiJKWkLYm8w2xgCnkZDXEF02BXU+6bDCVs7MaYEpPqSVQ6bDxAgpVnt8DPZw6pxB3tp+Q/QfKQk9DkVEMojH2wDlP1cvZCIovM9RHx4SnBNMny/ec1E5sstU0SuLVqvz0PTmOO5IHjn9dRgzcb5ruI0YqwDc1AvIcI45gjaMXlIWehmKjWLwTLdOIqkegRxu6rvA8Gf1yooGakgwHsgNuAOnVu+rMum7kpTJ0IyuqTVBBSYcBwcbRC8rCmIaj3EV7M/hxBaAyUPUYgdpWeOQmU+fm0OfIaAL7GbW5tXgbX042R7LyoPRltI13N8mBckJE3koBz4u4fiHiVSr7i6csjGnYxjhYLxb7fTV5S/iRQQHvB3VeDlEs5qLpHjFjBdmP+2nTe9FZ0Y8NgUpIl7JSsJIeaXqkL2xjPyH7i6csVDQcPLl4bxJSFkAoWNMLwfWlKQf/kA7WdF0F0kqp6/DywlSLqkTV8SRV+RBgBounYKbHVPoE2mhIouQGHmyXl/0kpixUNGxuHLSvEUR2QqWQSmfuicE7BeIS1Tk57BLTGJDqZPhtMcrlhJn13deSVSEjuvLApcM1TbXIZqQqiM8bQPoACkTZT2LKwhQNe05+pDcxEzU503mqBHMBqBjUOYG4p6CngnRUfwy3lD4geYu/TlcyReaqJAJYCLW1F50MwzeLo7C/kgehhOq8nsQ9VvYPRVmYomEj45GTHypKVnZMIZgvaCymT7W9DEC2UNMr0wVKWjqfX/ojUPt6ZMGOdUX407NqRJkZq1MCkLeG6pR4NjxKc9HVH45pmw/KK4Exsam6Pci738guKfuHoixsomEL45lG/8ODyO5lsb2yCXGDoZglsVsq0pr8/b4+xIrAkh/VCce9bIOWPjaeB5RY9uOFSifIeeYu+wx4YsriuQjCGeowOSHvfAu7JdkvUpSFbTTsZTzP6G+gF/ni2kLwY8R+S5h1Ujj00EOn6uaSF6RktZzIoVwSod624CDwRJ07Z/Ku2VZY9ocmysIcGg6Z/Pggog1v03nFiM0lZJZWy39WUV09Yj3xAo217F124s1h23bQbC6qzpszD7Fbkf2gjbIwh4bNjCdNbmAQm9IYKShXH+yRhJzFyE0ikmJstmqK82wiI3XK9EQe1hSwDqhz5kje8WZ2K7IftFEW5tKwrfFso7+hzmT5jaxAYEaOXNLkS3bAAQdMai2iRL4KdElMjfHWyrnE4A4IyyPiKl4VIiOl7JEI6yO41+SSd8uWxvL951AWdqEBeczf1CASFIog3YSmDoajYhzEuvXWW8u682Ac9ApYBWMy8vXovCnMK1eYYC+5y1MWdqXhQHdTRdi081qbNywjjgcvWdWLiUCNVwI5vUqNGimzVLw5atMopjZ4nwMPtJ+W77sLZWFXGtCPHT65sWIkD0MMVpw5OSXwDkW2IQFvTprvOKcGOWZVvTbiioy+DCN40+pWKT8JVFHAqzWuOzJ5l530XSnKwj40kDzleKO/0UFEccpWy9gtAV94rJUvxXijKkK8+kQG5eTBJz2AiljHr1+tqLts6VyAvMN1yUuGUhb2pQF75Vqjv+HBZAVGRNDQfAqExqNFJ/AhPkZOshhkTuQYqg4cHLFHtsUi4smKeiQFbINN8YekGYjD60b26fLk3WXbGXMoC4fQsKXxFKO/8WVBTERAbXmHxjwGIycbTYURFGCsb3MqTPmbIdznBLcyurHyJJ6AEbstqUoh8s62tNuU77UvZeFQcqOTG/YPsOQMKgyljcdclYuccDQV5BIHqywjjtK5oCwsQW54cuP+QZaEeMjuvffe60Ln1Y5ka9asqY/lgKCO+PyYrEK9nzz6rCFWhRE5WueCsrAUuXFjcZmsC8k/FgvOqCHieshnuPg0yU8ByEhtrtSQFAIBOAWqOktM3s1onQvKwpI0IPgXXV12odr4ifRHqcgjonzic1i9cg4epbgnY6RW58b0DobIX0NSdo5A3klRgV5RFpamARVGcT1ZDpUDHmiSo5DRPPq6u2BB8OiSDWdk8i6KqSKaKAvHoAFlbHGNfxvxfghg+iOO8dhjj03u5s+KLbaH9s0xgcwVHP9Qvi4TGYx3UESJmkNZOCYN2C4HG8hziQcqGn0cC3O2mcEMFYNwO1U3h8hhdC70b+r4HEmbD7YtdqUsHJsGvDCKuPqUJsJ+7E6NekPVzSW5J8g/q47NibT1IK+IvpSF86ABfzKcFot4xpYkHSoYnlmBlkihuUSkbWnj3v5cQykL50kDU2ZRH/8SxDRFHCeu0+r4CiBtOvcpMaYsnDcNBJKMEq20gZK27BygMQZl4VLQwCqTuMvBwb0bMGk72nBuq8Q2ysKlpAHFLGkKiuSI3UBIW9FmoytOu1IWLgcaSLhSJKvPek7aKCsRyVJQFi4nGshPViwJ3npE2qQ1P9dSUxYuR9KYk0b1jbwhckV0rEBZuJxpIPs1KdY3JBmNZ+WZk9mclytl4Uqggc0i2JFkRW57k0mejWeUmxysBMrClUQDeyvtauQL770V4TIiz8Cz8Ewze/+sNMrClUoD+12yqSovaPD20HMk98o9c+9T+y2udMrC9YEGfNDY6H5/43HG5SSzcS/cE/fGPc7FN2spKAvXRxpWG3cx7mtktDjBeK7Rv/gxyG/wW/wmv809rFb3uD5SFm4oNKwybmfc3biPcY3xCOMxxlONOWYr6lCXcziXa3Atrsm1V6nf3jBYLfwf1BBqO4QYJecAAAAASUVORK5CYII=</Swatch>
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</Swatch>
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</Swatch>
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</Fixture>