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Terbly G7H NOVA (Terbly_G7H NOVA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="G7H NOVA" ShortName="G7H NOVA" Company="Terbly" Version="13">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>13ff40c6-30ac-4b73-b0c3-8dcfef0d0510</Thumbnail>
  <History Date="23-05-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="24-05-18" Author="Nic Morris" Comment="Corrected name from GH6 NOVA to G6H NOVA" Version="2" />
  <History Date="20-07-18" Author="Nic Morris" Comment="Revised channel mappings in line with latest charts (completely different to original!)" Version="3" />
  <History Date="20-07-18" Author="Nic Morris" Comment="Added product thumbnail.  Added gobo swatches.  Note tilt range currently inconsistent between manual and product webpage." Version="4" />
  <History Date="15-08-18" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <History Date="03-09-18" Author="Nic Morris" Comment="More changes.  Adds controls to Standard mode and adds Basic mode (note total channel counts in charts don't match)." Version="6" />
  <History Date="03-09-18" Author="Nic Morris" Comment="Changes to autofocus function ranges." Version="7" />
  <History Date="26-09-18" Author="Nic Morris" Comment="Added basic and revised standard and extended Atlabase ID's to 'V2' versions." Version="8" />
  <History Date="25-03-19" Author="Nic Morris" Comment="Increased macro delay to 8 sec in response to manufacturer request." Version="9" />
  <History Date="13-08-19" Author="Nic Morris" Comment="Created from Terbly G6H NOVA" Version="10" />
  <History Date="14-08-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="11" />
  <History Date="09-09-19" Author="Nic Morris" Comment="Revised gobo 1 slot 5 and 6 gobo swatches in line with latest documentation in response to manufacturer request." Version="12" />
  <History Date="09-07-20" Author="Nic Morris" Comment="Added RDM ID's" Version="13" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="18259" ModelID="1610" />
  </RDM>
  <AtlaBase TypeID="0ad30830-2ef7-4d7a-b13e-d8491309564e" />
  <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="Cyan" Name="Cyan" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Colour1Func'==1" />
      <Condition Name="Index" ID="16" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Colour1Func'==3" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="2827~4626" Colour="153,0,0" />
      <Function ID="3" Name="Blue" Display="'Blue'" Dmx="4883~6682" Colour="0,72,252" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="6939~8738" Colour="0,165,24" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="8995~10794" Colour="255,185,0" />
      <Function ID="6" Name="Magenta" Display="'Magenta'" Dmx="11051~12850" Colour="255,0,255" />
      <Function ID="7" Name="Orange" Display="'Orange'" Dmx="13107~14906" Colour="217,27,0" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="15163~16962" Colour="234,0,227" />
      <Function ID="9" Name="Kelly Green" Display="'Kelly Green'" Dmx="17219~19018" Colour="0,175,72" />
      <Function ID="10" Name="Cyan" Display="'Cyan'" Dmx="19275~21074" Colour="0,208,251" />
      <Function ID="11" Name="Amber" Display="'Amber'" Dmx="21331~23130" Colour="248,121,0" />
      <Function ID="12" Name="Light Yellow" Display="'Light Yellow'" Dmx="23387~25186" Colour="252,241,0" />
      <Function ID="13" Name="CTB" Display="'CTB'" Dmx="25443~27242" Colour="146,183,242" />
      <Function ID="14" Name="CTO" Display="'CTO'" Dmx="27499~29298" Colour="209,140,105" />
      <Function ID="15" Name="UV" Display="'UV'" Dmx="29555~32639" Colour="22,0,74" />
      <Function ID="16" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" Colour="0,0,0" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="32896~48573" Colour="0,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49858~65535" Colour="0,0,0" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" 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" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10" If="'Gobo1Func'==1||'Gobo1Func'==2" />
      <Condition Name="Shake" ID="11,12,13,14,15,16,17,18,19,20" If="'Gobo1Func'==3||'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="21,22,23,24" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="25" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>ef7be7da-66f3-48b2-9eae-1ae15395a84e</Swatch>
      </Function>
      <Function ID="2" Name="Spot" Display="'Spot'" Dmx="11~21" WheelPosition="1" />
      <Function ID="3" Name="Gobo 1" Display="'Gobo 1'" Dmx="22~31" WheelPosition="2">
        <Swatch>fdf789a4-3ff6-4907-bbed-c8c7fa6a34d7</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~41" WheelPosition="3">
        <Swatch>940c4cf5-46db-4ca5-9bb0-bb6feb5b41c6</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="42~51" WheelPosition="4">
        <Swatch>dcc9791a-62f9-4efd-b4b7-5c33a7567a31</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="52~61" WheelPosition="5">
        <Swatch>cc0a9932-1638-45a2-977e-f8ff0d5c6ce7</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="62~71" WheelPosition="6">
        <Swatch>795bdc9a-aab9-4dff-ba7d-e6513907978d</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="72~81" WheelPosition="7">
        <Swatch>7916e7ef-d59e-4c5a-8b07-3d9fcd9cbdc8</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="82~91" WheelPosition="8">
        <Swatch>7c2aa4ec-bef4-4c8e-8eac-510177e27ee7</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 8" Display="'Gobo 8'" Dmx="92~101" WheelPosition="9">
        <Swatch>c9a26d14-a3f6-4683-99f2-e6b1cfd50816</Swatch>
      </Function>
      <Function ID="11" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>ef7be7da-66f3-48b2-9eae-1ae15395a84e</Swatch>
      </Function>
      <Function ID="12" Name="Spot" Display="'Spot'" Dmx="11~21" WheelPosition="1" />
      <Function ID="13" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="102~112" WheelPosition="2">
        <Swatch>fdf789a4-3ff6-4907-bbed-c8c7fa6a34d7</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="113~123" WheelPosition="3">
        <Swatch>940c4cf5-46db-4ca5-9bb0-bb6feb5b41c6</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="124~134" WheelPosition="4">
        <Swatch>dcc9791a-62f9-4efd-b4b7-5c33a7567a31</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="135~145" WheelPosition="5">
        <Swatch>cc0a9932-1638-45a2-977e-f8ff0d5c6ce7</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="146~156" WheelPosition="6">
        <Swatch>795bdc9a-aab9-4dff-ba7d-e6513907978d</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="157~167" WheelPosition="7">
        <Swatch>7916e7ef-d59e-4c5a-8b07-3d9fcd9cbdc8</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="168~178" WheelPosition="8">
        <Swatch>7c2aa4ec-bef4-4c8e-8eac-510177e27ee7</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="179~189" WheelPosition="9">
        <Swatch>c9a26d14-a3f6-4683-99f2-e6b1cfd50816</Swatch>
      </Function>
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" />
      <Function ID="22" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="190~221" />
      <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" />
      <Function ID="24" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" />
      <Function ID="25" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2">
      <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" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </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" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G" Size="2">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Gobo2Func'==1" />
      <Condition Name="Shake" ID="16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Gobo2Func'==2" />
      <Condition Name="Scroll" ID="31,32,33,34" If="'Gobo2Func'==3" />
      <Else ID="35" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>ef7be7da-66f3-48b2-9eae-1ae15395a84e</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="2056~3598" WheelPosition="1">
        <Swatch>6c1188bb-85ec-4c1e-8f84-7622b1533b40</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="3855~5397" WheelPosition="2">
        <Swatch>550fa836-c87f-4c61-ae20-6e9ba0937efb</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="5654~7196" WheelPosition="3">
        <Swatch>70acfeb7-5a11-4b4c-ad8e-0d524e8b9531</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="7453~8995" WheelPosition="4">
        <Swatch>4ed80c69-dc4b-4ee5-8be7-d6e102c13565</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="9252~10794" WheelPosition="5">
        <Swatch>131dc064-4053-40b3-a113-6af35fbc97a2</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="11051~12593" WheelPosition="6">
        <Swatch>f7950b41-9818-48ad-8fdf-fe3029ee1e10</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="12850~14392" WheelPosition="7">
        <Swatch>4f163a2b-27ab-47a6-93ae-b807374508a0</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="14649~16191" WheelPosition="8">
        <Swatch>6a47683c-49e2-49c1-a97b-3604c29f3dfb</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="16448~17990" WheelPosition="9">
        <Swatch>06bc7545-5156-45ec-9013-a19253dcae02</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="18247~19789" WheelPosition="10">
        <Swatch>71b9ec11-f6b1-47c9-947a-d3cfa2ce8fc7</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="20046~21588" WheelPosition="11">
        <Swatch>bfc687c3-5cae-48c1-b2fd-a1090f508e67</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="21845~23387" WheelPosition="12">
        <Swatch>1b20bd65-b863-4657-bf67-54c49093982e</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="23644~25186" WheelPosition="13">
        <Swatch>27eed790-bc81-403f-80ac-b15dd71ea39b</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="25443~26985" WheelPosition="14">
        <Swatch>fe815bf0-d8c5-4ea3-836a-618dad52ba6f</Swatch>
      </Function>
      <Function ID="16" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>ef7be7da-66f3-48b2-9eae-1ae15395a84e</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.1f%%',0.0~100.0" Dmx="27242~28527" WheelPosition="1">
        <Swatch>6c1188bb-85ec-4c1e-8f84-7622b1533b40</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.1f%%',0.0~100.0" Dmx="28784~30069" WheelPosition="2">
        <Swatch>550fa836-c87f-4c61-ae20-6e9ba0937efb</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.1f%%',0.0~100.0" Dmx="30326~31611" WheelPosition="3">
        <Swatch>70acfeb7-5a11-4b4c-ad8e-0d524e8b9531</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.1f%%',0.0~100.0" Dmx="31868~33153" WheelPosition="4">
        <Swatch>4ed80c69-dc4b-4ee5-8be7-d6e102c13565</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.1f%%',0.0~100.0" Dmx="33410~34695" WheelPosition="5">
        <Swatch>131dc064-4053-40b3-a113-6af35fbc97a2</Swatch>
      </Function>
      <Function ID="22" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.1f%%',0.0~100.0" Dmx="34952~36237" WheelPosition="6">
        <Swatch>f7950b41-9818-48ad-8fdf-fe3029ee1e10</Swatch>
      </Function>
      <Function ID="23" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.1f%%',0.0~100.0" Dmx="36494~37779" WheelPosition="7">
        <Swatch>4f163a2b-27ab-47a6-93ae-b807374508a0</Swatch>
      </Function>
      <Function ID="24" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.1f%%',0.0~100.0" Dmx="38036~39321" WheelPosition="8">
        <Swatch>6a47683c-49e2-49c1-a97b-3604c29f3dfb</Swatch>
      </Function>
      <Function ID="25" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.1f%%',0.0~100.0" Dmx="39578~40863" WheelPosition="9">
        <Swatch>06bc7545-5156-45ec-9013-a19253dcae02</Swatch>
      </Function>
      <Function ID="26" Name="Gobo 10 Shake" Display="'Gobo 10 Shake  %.1f%%',0.0~100.0" Dmx="41120~42405" WheelPosition="10">
        <Swatch>71b9ec11-f6b1-47c9-947a-d3cfa2ce8fc7</Swatch>
      </Function>
      <Function ID="27" Name="Gobo 11 Shake" Display="'Gobo 11 Shake  %.1f%%',0.0~100.0" Dmx="42662~43947" WheelPosition="11">
        <Swatch>bfc687c3-5cae-48c1-b2fd-a1090f508e67</Swatch>
      </Function>
      <Function ID="28" Name="Gobo 12 Shake" Display="'Gobo 12 Shake  %.1f%%',0.0~100.0" Dmx="44204~45489" WheelPosition="12">
        <Swatch>1b20bd65-b863-4657-bf67-54c49093982e</Swatch>
      </Function>
      <Function ID="29" Name="Gobo 13 Shake" Display="'Gobo 13 Shake  %.f%%',0~100" Dmx="45746~47031" WheelPosition="13">
        <Swatch>27eed790-bc81-403f-80ac-b15dd71ea39b</Swatch>
      </Function>
      <Function ID="30" Name="Gobo 14 Shake" Display="'Gobo 14 Shake  %.f%%',0~100" Dmx="47288~48573" WheelPosition="14">
        <Swatch>fe815bf0-d8c5-4ea3-836a-618dad52ba6f</Swatch>
      </Function>
      <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" />
      <Function ID="32" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" />
      <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" />
      <Function ID="34" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" />
      <Function ID="35" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </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="16-Facet" Display="'16-Facet'" Dmx="32~63" />
      <Function ID="3" Name="4-Facet Linear" Display="'4-Facet Linear'" Dmx="64~95" />
      <Function ID="4" Name="16+4-Facet" Display="'16+4-Facet'" Dmx="96~127" />
      <Function ID="5" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" />
      <Function ID="6" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" />
      <Function ID="7" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" />
      <Function ID="8" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" />
      <Function ID="9" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" />
      <Function ID="10" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" />
      <Function ID="11" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" />
      <Function ID="12" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" />
      <Function ID="13" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" />
      <Function ID="14" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" />
      <Function ID="15" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" />
      <Function ID="16" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" />
      <Function ID="17" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" />
      <Function ID="18" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" />
      <Function ID="19" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" />
      <Function ID="20" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="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="15m" Display="'15m'" Dmx="51~150" />
      <Function ID="3" Name="20m" Display="'20m'" Dmx="151~255" />
    </Attribute>
    <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Speed" Name="Colour Speed" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="32~39" Colour="0,0,0" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~47" Colour="0,0,0" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~55" Colour="0,0,0" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="56~63" Colour="0,0,0" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~71" Colour="0,0,0" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="72~79" Colour="0,0,0" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="80~87" Colour="0,0,0" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="88~95" Colour="0,0,0" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="96~103" Colour="0,0,0" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="104~111" Colour="0,0,0" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~119" Colour="0,0,0" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="120~127" Colour="0,0,0" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="128~135" Colour="0,0,0" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="136~143" Colour="0,0,0" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="144~151" Colour="0,0,0" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="152~159" Colour="0,0,0" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="160~167" Colour="0,0,0" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="168~175" Colour="0,0,0" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="176~183" Colour="0,0,0" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="184~191" Colour="0,0,0" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="192~199" Colour="0,0,0" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="200~207" Colour="0,0,0" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="208~215" Colour="0,0,0" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="216~223" Colour="0,0,0" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="224~231" Colour="0,0,0" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="232~239" Colour="0,0,0" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="240~247" Colour="0,0,0" />
      <Function ID="29" Name="Random CMY" Display="'Random CMY'" Dmx="248~255" Colour="0,0,0" />
    </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="'Speed %.1f%%',0.0~100.0" Dmx="225~0" />
      <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" />
      <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Col Fixed" Display="'Col Fixed'" Dmx="0~0" />
      <Function ID="2" Name="Col Index" Display="'Col Index'" Dmx="20~29" />
      <Function ID="3" Name="Gobo Index" Display="'Gobo Index'" Dmx="30~39" />
      <Function ID="4" Name="Lamp On" Display="'Lamp On'" Dmx="40~49" />
      <Function ID="5" Name="Lamp Off" Display="'Lamp Off'" Dmx="50~59" />
      <Function ID="6" Name="Lamp 330W" Display="'Lamp 330W'" Dmx="60~66" />
      <Function ID="7" Name="Lamp 370W" Display="'Lamp 370W'" Dmx="67~73" />
      <Function ID="8" Name="Lamp 380W" Display="'Lamp 380W'" Dmx="74~79" />
      <Function ID="9" Name="Reset All" Display="'Reset All'" Dmx="80~84" />
      <Function ID="10" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" />
      <Function ID="11" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" />
      <Function ID="12" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" />
      <Function ID="13" Name="Reset Shutter" Display="'Reset Shutter'" Dmx="94~96" />
      <Function ID="14" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" />
      <Function ID="15" Name="Program 1" Display="'Program 1'" Dmx="100~119" />
      <Function ID="16" Name="Program 2" Display="'Program 2'" Dmx="120~139" />
      <Function ID="17" Name="Program 3" Display="'Program 3'" Dmx="140~159" />
      <Function ID="18" Name="Program 4" Display="'Program 4'" Dmx="160~179" />
      <Function ID="19" Name="Program 5" Display="'Program 5'" Dmx="180~199" />
      <Function ID="20" Name="Program 6" Display="'Program 6'" Dmx="200~219" />
      <Function ID="21" Name="Program 7" Display="'Program 7'" Dmx="220~239" />
      <Function ID="22" Name="Display Off" Display="'Display Off'" Dmx="250~251" />
      <Function ID="23" Name="Display On" Display="'Display On'" Dmx="252~253" />
    </Attribute>
    <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 25 DMX" Channels="25">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="248" PanMaxSpeed="179" TiltMaxSpeed="124" />
    </Physical>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="595cb7e6-8df5-4fca-a193-4b1edb0cb6f8" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Cyan" ChannelOffset="13" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="14" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="15" Wheel="12" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="18" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="19" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="20" Wheel="17" />
      <Attribute ID="Prism" ChannelOffset="21" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="22" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="9" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Frost" ChannelOffset="24" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="25" Wheel="28" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="AutoFocus" ChannelOffset="10" Wheel="49" />
      <Attribute ID="AutoFocus_Adj" ChannelOffset="11" Wheel="50" />
      <Attribute ID="Colour_Macro" ChannelOffset="16" Wheel="9" />
      <Attribute ID="Colour_Speed" ChannelOffset="17" Wheel="37" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="23" Wheel="52" />
    </Include>
  </Mode>
  <Mode Name="Extended, 36 DMX" Channels="36">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="248" PanMaxSpeed="179" TiltMaxSpeed="124" />
    </Physical>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="5636d64d-d449-4c1f-9005-2be9776fbfa7" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Cyan" ChannelOffset="17,18" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="19,20" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="21,22" Wheel="12" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="15,16" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="25" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="26,27" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="28,29" Wheel="17" />
      <Attribute ID="Prism" ChannelOffset="30" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="31,32" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="11,12" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="9,10" Wheel="19" />
      <Attribute ID="AutoFocus" ChannelOffset="13" Wheel="49" />
      <Attribute ID="AutoFocus_Adj" ChannelOffset="14" Wheel="50" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Frost" ChannelOffset="35" Wheel="21" />
      <Attribute ID="Colour_Speed" ChannelOffset="24" Wheel="37" />
      <Attribute ID="Colour_Macro" ChannelOffset="23" Wheel="9" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="36" Wheel="28" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="33,34" Wheel="52" />
    </Include>
  </Mode>
  <Mode Name="Basic, 23 DMX" Channels="23">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="248" PanMaxSpeed="179" TiltMaxSpeed="124" />
    </Physical>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="f633462d-c1e9-4dfd-aeab-d91eea739de8" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="7" Wheel="20" />
      <Attribute ID="AutoFocus" ChannelOffset="8" Wheel="49" />
      <Attribute ID="AutoFocus_Adj" ChannelOffset="9" Wheel="50" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" />
      <Attribute ID="Cyan" ChannelOffset="11" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="12" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="13" Wheel="12" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="9" />
      <Attribute ID="Colour_Speed" ChannelOffset="15" Wheel="37" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="16" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="17" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="18" Wheel="17" />
      <Attribute ID="Prism" ChannelOffset="19" Wheel="23" />
      <Attribute ID="Prism_1_Rot" ChannelOffset="20" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="22" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="23" Wheel="28" />
      <Attribute ID="Prism_2_Rot" ChannelOffset="21" Wheel="52" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:9" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:10" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Colour">
      <Set Channel="Control:11" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo">
      <Set Channel="Control:12" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Shutter">
      <Set Channel="Control:13" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Other">
      <Set Channel="Control:14" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Control:4" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Control:5" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp 330W">
      <Set Channel="Control:6" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp 370W">
      <Set Channel="Control:7" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp 380W">
      <Set Channel="Control:8" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:22" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:23" Delay="9000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" />
    </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="Spot" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="3" Name="Gobo 1" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="4" Name="Gobo 2" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="5" Name="Gobo 3" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="6" Name="Gobo 4" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="7" Name="Gobo 5" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="8" Name="Gobo 6" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="9" Name="Gobo 7" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="10" Name="Gobo 8" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:2,Gobo2:1,Gobo2Func:1" />
      <Palette ID="11" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="12" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="13" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="14" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="15" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="16" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="17" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="18" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="19" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="20" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="21" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="22" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="23" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo2:14,Gobo2Func:1,Gobo1:1,Gobo1Func:2" />
      <Palette ID="24" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo2:15,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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" />
      <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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xaDAnioTJm4Kc4R8rkua6xApZLMfHZUlRCaYicCotcMwt4oDQjn2clgWXYd9+ibulAi22Sm349pMGqqhlz3c80Ww0kX1MChgjlD5QiUc0RKQGjcXKUA3OUQs4H42OmFhHHPqe99Aq89a1vzQqXqE4UN3YRrFCQle1Tv0gK2GSTg7o4OgOONp+jFEmKqlIly2gPQnLUUUcNvl/XUKqma6hreqyPIzUUAw2TayrBjB933HFtM0kKysHxUWtAVWsttiUzqc0ichrMDhozDeB1c5mVUtmL+nRHygRJxjJBQ+EyB5sDHWsYxCLOKaWtSloxRqrT+yMf+Uh2YLCphikNbrGhBJjNWYWLfyR46PN5PtN9wGEpGDBkWF8DkzengcPZy2lWycxqdnU1AZvs/bNz7ZmHWGQPpqau6lOf+lRSwPBqbuBQ+Y3k9A9+8IPVhIAGVOqSmmnhAeCD4mLDlMbxwFJVE7mKCxRDis6wSFABNZUaMXwX5eUaXHCE/EtHTkOmPhttJOIlbIjUoQUyJXYOsvPieG+llAZDqlbv/cNJF2mkQvhcvi8GMtEcrpSfY3QTrmYINGBKy+ByUgJGkxDK2PSl0keyCnHNF/OYinDNyDcvLIZI2XSfMcJFkNA/NLHrrCFnc+AHrrfeeu0BSo3wbdwLLoi00xzmx7pAsvOR/g9TAvaoxM+y8LB0FVthMfgZNQy38hirSq4shvQTEzhEOmpa5YjHDrVrsspTOU9VnbGAqdGPkUps57quCUSKjiDktcKF8kFa8ytLpOwskO2weB1SXKecckrLwdX2IWRAdvICNtlvcauxZxUJpgRMJCj1UGP/VRWkBExFAE5maP6ViMwuGnELm5ykh5XSgIRkhx12uMjPUlow1Zii3DiG1Ir8XgxmqabDe8stt2ye+9zntvdg3pN3SqClHaJaw2IQvmMGJPewFRnq73cZLzdt0qP3WxQVpUyD1WxkUU2HtRorc7dSfY5uvJkNQxGpzh5+RQw3LSVgRovHSJn0VFI87pXkHqAkYo3D15PUHiorwrG94hWvaAfJLbVgxZD4dr0O5lPxY011cA9khwxdON8qFrDtmimgEhILnWrCwGSL9EpVtkwOIUoJGH9Ensy8hxzUcRn1FNeu+z/KQiDRh7/l+PZ9G9fPoS5FeHEOVDARm1vRG6HJ5Vs9TJMJRZW1znoKqbJs3OQsxZigjNqQPZW7XJCaJpoJyNDqAjYZXpLuwy+gm7PgZsWQOOX8MkklMJOc/VQ1hVwZtc2hz12Dz8c/xaABYwHj1DqfVdrBg+aH9VNGcdGefGXcM5Aa3iL1k2sexu8x+bmS7xQEUqZZ85XcS4JLu6SIWgS170L7GgzD9Is6LV7/TvmaKXBv+L9cifvd7361fZ1bkKVueEpfgxl6MfUe16o5UwIGTF+NgOGsmDQ+VewsW/H4o5Sv16EbNnf3u9/9Ij9HG6A81FL1cfTRR19EwMCQuD6BGteW8an6UB9mAfUhMksNTPEdDjrooDaZnJuE3UGlg+vl31ocFlZtdQWez9EJX5zR4O9ZyHe9612zmZg+tMy5J5X9nWSILLWt9f2nmB5TUwkCRHukeg0lUDmONf2Own+mkNaJcec737mtX/KQcuDUixD7tAlzIYEbXxuBpAX6fpZotC9geLY+aJE+rOw+aD80QAymmKswtEBAPb+yc9UM8WfPC8a5O5RE0bQmIuZ6TDtYeNwQ37dCyMjSagI2aB6RktT0UHZdpWZKwKwSN610czsIGKzy1EA4guoh0j4p2GThda97Xdt80QezJNLr81edmexHk7EvFbP+fZNEC9HOfUjQx00fIjTmcqhZlr8jUKH9lmpPI7lXARBhNnQZSTz0jFAogjE+ZwFkqa0tbwUs2EylDxsPvcONk3oZqv1SFeBGpcqKaR8XaN5WCRhm1ATTEEdW/q/8hS+SK7mm/bDefdNFi7mRzEI/4LAo+gLGR5Fy6TIUcQK8H33ya/osf2oatsYO/aFDPQD8S5Hpcg2f87m0k7IhplOKLjfUj4a3CAoVIBuTqXDev3UabNOmkHvk11jdNENOdYs0rEKmIBVy02Kiulw1Qx8EkUCkdtrgHDNjfIlUxOdnzBR/rO/rEHKCK1rt0Pk3/VQVn00NPCjCozEtLia+78ehHzj83cOgAfrpFwIu3Ocsx7AQmfvaKUBLAYLGPSFAjlz3lOaWgoCRJTJ1Sl/AsvCQrFamTmnN0E3pHnzsPIPoEF80NImmD5rI56Y2tkI9UNf8u5TZphGYyrhSQ1QkP9pVw7qpfBBzJAC90G/esJhccwo0Fu7Mqu52WevQVVTEwuXvmCUZjto9Kpca2glZG/xlqlKF089vLXBkFxGwQfOIXe6iKauytOpwJ6LBVH6S/WbeNJqWQCPqQ6RlaJ8Yj370o9uyIAKYMpcvfelL2/f1O6U5trSTn3dRme/jmi0ADz+OFIdAAOM0EMJVf2ScBeDv0axjzr9cEMW6vzgw6aQY+lkLAtbKVCdg6V6sCfotVv5dGg2OK5LAFqGkIOfFBA5tbNWByZENQOammjlwO/wYPlcsZB4+4fN7rVodLBJmkrB3fg8/aF7AQfWdZZ+BYmFaSlqLtSD8XBJBDn/Q+VKdUjS3oIOp5jPSyhbLjPnEC8H88089K9agTwjzZWNuMUIrU2sFX0lj3OCcr74j68RWZqk93s3k18QcEdCGTBiCsiaN5IvynZixVAKYX+cmWGnxFi+KC4XWPq+rJgCakSZbRLmy3CvTwofk5PMjhxal6ld/r9GF+elfZwn+vg8RKF+RlmTq+L2zbIxqcSCF+aGaQDrfWi1aYVFuSLZoMFtkDLJ+/RwdAtRYItHXEIT3tB1+LBVB+Rn232C0mp04VGzwdZieVGpFAOI8Vlw8nVo9WRfB9h+eB7+oenj5Wcl+5GoqqKGl+I+iVot2XnlIGpCgdjuf8C/dDwl6jnupvS4HeV4RcmeVBAA+a4BSIVMbEbD1h05MY8Sd1m5MScCAE8yhx0ancmOEVcSpY7pmCo8VhJHXkIAniyFFIqPAz4kdcw0azJbaJxqD6R3Kbc4DKd7QwrLyNXvMmi+sgXtMOzo08lqgtaR3DPeVYLl/rBDFo65uAOsXBYzvEqcTrDirsyb9w/9BbfC7UuBniOoU5FHnJRAUESqt0A1T68O1CiAIE1a/zzrTZH7us/gP2t6WEgaL0Jq5mfyLBjrFd3dI9isjqp3GDYIibojnjnjnH84sYLlMv7yjitEaIEZdCPY9tWoJRVfuUrsjrSoNZhj3lCryEwGhMroNrDq+DA3BN1pqCOtrii+BGSv1DYiGZ6nC4Lfi6FArFABXpQY0nwUuiBNJFkriWwEb9ChzNpvK1S5W23bFvLkwfldKyNhzOUYRo2xBzYwtGoG2EqGZChiDdux2hSVw89iddlqIcDn/MS8mUyA7IIUlEFEloWqhVDLkHqqKYLI43AIZtWVjq2BF0nxle5lbeDVpKo04rrciV7oeARvU1x6KLxyHybQG1t6DqwVN0m3xkrsRaAWRoNQUfqkU1hNwmpTq5lukxiEha+UCO+pkqXJ9ffgeD3rQg9rPt5iYJoc6uhG1VheCAIrsOPBdisc9pVX4tA5uTE3wwIIoekSNuL6aIsNKxbJOUYN5GPyVVIITdSAy8+BqwUySfFFJboQ4YaaVpFIEFCViVyhNaJ1TUMHHiKcFeqgiTL9b9FCRHNAsXcZgESDEfCuHggFm2f6XjtLEIZDwtrhFoGOnNGbQarCiIceIp5oqgH/lwY5pZiWw8n1SKUNfHIeEelBWw39Rdz8Ejj9fTrAgSuMn9ru+LYblEq7lAE3E9Hl+Bt5xKUod90y4+2ShEtQZsTYBK85ZVAOlfii1sxmTxM9RHjwmtybBLIWDm0mRsR0ItRIgvpmGVqazxFQzH/w5B6YfoavCg1ZcCfCdutkd7p//d/5MqSRqGlhU7gVqSdDjfgzNDmFmLWwmvab6ZQDXqJ7RysarqUpVYnIwrZJU5cMQJJVRHvKAosKhL+0h8LMw8LgsQQOStDSnle9VUb+0ZPA9RG+50Qa+D2sgWnNI/wgQaPtZx7sL2BQQqBBhEVJdUB1QGjhFzzxXpl6DagGjxTzQHDWBMRYl4bvGaDK0gbQSH4qjmdv/8cILDsFF1/kiCEDiimisNPzMMm/oWQRHfGhuBurBIeOgKqUDweO/0t6KBWbZ4RYfyGQSHKR1bs8oDcfHHHNMyxhMO45+1Jx8xGVuCz5hs6hSRUIuyT0EdVZMoS+uxT41cCQGjdcJG4h4MdUehiwCCoAWmGUa9bzBfFtUNeOt+iB0/RIoGpy/yT+dFjhHbgc3JbctNR9WtMtyjCFlO4wSMKoa3+RB5rZQwWFhz6nisTtddIlVB7OrlgvHUwucUKpIjplRDTBUy79UQEnQGkqtc7Nia8A/ctAsUkAEZRq6A6FLU/LNuCopjtKzJoTq8sduojp6nxJ+EzNGTedWIQ3kYkj9NDkvUMLrIGB8BQKXE+oSJJS7vXlWwsgkNWcOD5OT35Vpq4xwb6XnSl1HHbrSI4vRrFic2Fg3wd8Lnmh6CzEF957WdI1jhhJPtREO+89cqijN3QhRm0iERku12teCIDtwZngaZpSwjd1tTP7Pe+bE78wFhJ1D31E87hNNohqWoKlx8527LfuGIPUj+EEBEbZpKAZRNlIaxZMCv5AVqE0RwtQ7LQl5sfJKOHLJWxwXqWe7kaa5LucaMLdSFA6OvjQQPw0N4ebK8BOgeO47MB204ZqyISh2H3ntYCX4RyJoD7ZUgSGAoABEiYKmMWaTJqM4uEIEPQV0lEWeanBOgYDRd/V7jvSgYE91g5UztG2Jlch2I/oQs7PCTVM16+jXfhGuVArK389zQ9BZYGs+pkw0yCzFfZYxBASIbIfCT76tDMqQoLkHzi1zIWgas40zIUPO8mVzg49lCSoF7FcETIg1lYCB1aJ4jmoeqsRk4lAYHFM5Satz3oQijTrnoWpzB/9UFO6gDdArihNlH0rJYxZAcOABc8hptSFBY+6cm5B1XVI1kB7sBDM13oDfJ29ZUSj6ZwJmOPwG1Z+eAMdfeTQhK+0YpoHEgdLAq3F2ZzGdY1A5lnuhn9/vDWDqmT8Hk8S/qenoVvqkyMCCVTTp/bmktsJAHKNAwj2vDQAks7t6/JSfTdArBOxHBKzcpFgBdlvEJ1JjBkpQaiIAsFJwYHw15SqElembV8UDP1BQoDhRCsSNGbOa5wnCLdmdS7kxf93WLjRaaTFw5FEMfCI0Ra5ZlpZjMlVX+P61e3cTIL6ryowYPnNos4sJzu80WBaS0pje0rRnsPJQE93qqon0rA6rur+yObl8K34bmsOXkCWQKpHQ5qxLynalOa5P6Gz+gy9ttbpuWjXuREJO4vEKlZgLg5yqyBAdkJr96jshQFV9KASsIVL5Q6YYIZmHtgZESHNVCExttoUp5ovFwROfW9VFoQWv1WDnDv0FfqabFFMjZICX8aVFMkLeWk6ngzBdmU4OqIZceqMEq1wDyHIJGFg8igdoK8WQqcEjImT3kEVQ2lzKRliIHHMaSgotV29H49Fm8eyOHJSV06YEPoZnUBCwc4sCJkrkK7DjHkpt4pPJdAPRGKIShYTzanKYVrisWqa4YpOnuYJTLBCiYTrzJLLVyubhST6nmljAAmXa0Ac1917wpE2NEOf2olSUgHtDY9TAM/T5saIo7Qfa1AgYO48QJGRWhhs1JpltBVDNOpNUTOj4HkuSzgqhPnrEjRra8GoRwM9xlGlOGQmJ4379uwoHOUbWQUVuavgesyepL3IzPagE0R9tppM8N+RO9YtKk9Qo0RhkQAVIP/kOFaR1K2CumEedtGNqiTjefBkrSdSicmJsOsI51CHhgGizLpWUc0xnBaFyA/lbMg6p5lPfRy6uZiPRaUFbdN+RsImcRdExncIcIo29pvYTFxT5PshW1EMJ8q+CLp8XjxUF1oRGVZM3tA9BB/nhvoDxkwvDncnUOWsFQfl7cIwZ0uz4AGW0nbOMx8Eui8qmCfn5EiIehzIdK80qI2wI2TULXMUAABONSURBVFkaUH1hVIkHQCMM1U+JXjnT/ka1bqENfmp0ZdwdaCNCRKvH0ZxARXDiPRZgDBkT5p1Q1GgyLo1oj2CmNJmf0XIEu0SNCDb6k4SY64KSOZtsdakiJaJZAaNykYIdlOPQEKnZpGNAIDi7YIVI/4ismGPBhR5GOc04FUWwrTqmhsnDhjv4BCWht3LRAZpfCTPNoObJZ9eMlRoLlAhymRB3EGTwlWijmI5hMkV5OSHzgJlc5yxtdwjKpgkZeiTlk1EcCgtTnxVfl0XYlUZV1KO1ZcedgKkmy06YThWbdVNiCMa8ivwITV9dp+aczgJ+YGcW+iCc07bU90GzK51RgmMR8lXdG7SNqC4eIiNC5MSnhIwbgerRsBEDReB7MLk1i8L3E5XTfikLwZTiCEul6FKC3XeomGvWCk0nYIPdFPwYN6sf+rpQnBKVznldqbOuAIOOld5///1Xi0BpQMRw95BpTyaNdtVkkpuiGMMD4gh3Yz9pjK5T3b0hZBZkf2x6R8WkhEzuVOTGjHIlYlgsgi7fq2aB01KEn/8cw7PUgMv3G0qOM5PdZ8UDlRNoZaovYGxLcsqhFUXIUvM7RYX8KAnYWcp4FwE3DmsuMElVyCJyRXV9remhd93lzC1N0plxQJKKpAkEPqnrUkJ09mfKYuNpmW7h8T35r8xxHz4Ph5UbrSCFxE1Izb6Vi1S5m5vuHUOAJa2UuhdSfDIrQ5313YgodEXBwSdL/0/AzNIMD4NKy046FOLnBsSy49IKcl1yi/yz5YagQSie2h4GOnqgv3k909bfZZfm638XDxqP1o0qoJG6qYbxnA4aRoqqP72HX5WaYSvSFOmmHG0UEY2KTuhnOzogaglozTAaWtHfM3UpU0mYPechLWZRVgzQO5NM+Ue/HkzBdVbAfAGOfmqcJXg4HGeEIT6HeZi1C2YsmHAr1IoempbccXMxJyZo6W9S4MH1fQ3asD8HQ/jfCRg/x83vC4Fupr6A0Xp292BK+2C2Jbpzo0XdR4uBL5zKivCDfXZNkSECVn4x9RxpYIvCIsqBOa94rhcW7/cF7IRwpKvMJnADCE4/IoqhzhypKRXhb9n+RU+x4degTVAPqYG7fbgWQhg3CuuClnHoQ7TW941ibdjfpKGb1NwXMOY03hRV8SWTG5OWhFG2xDlS6KbhpOrpOhIcv1ZTYCiFZ7GkRpzS+kMCVjm7/4QLr633Qw4Uw5p9QswKp1KoXyqbRTNQuQ43R8TEjFCvs0ZsSog9SPwNH4r/U8p3EhQPl9+S6kLnAPdHGRCYeCRCHObHpcyxmXQ+mrI/1RokkGMBA30DOLxcwOQafdfUAncvPJPcNs994LBYmZTDL4EtqlSmPiXI0IXO+IUCZm+ZYJeptsENsawQmsx4RiYlNTopBlPSdfRwnEUjVipHkQ/UaQnsMKdZKqk/mojZ4udxrvkvCulqPreDWbA0XGyaOjCpcYmR1Ew8jScexBc3P6QqR5m2WMAQn/yxuAzGBG8LQKd8CoSeZcCBpbqRBDPOW1O962+l7lL3kSWYQcA+2e1TBPHZlUsUd1wjZBxTtl/UgTisBbXcTX9ZNGhKJkXwkat0ZdJTs0bjFjemDu80BGVECvX68zCYLQsmpjtcV+oeSECLNHM1WxakQCS1fSJmnoAO7a3ZQUTYVSPHUJ5TUeuVw0VKbmIBYzs5DFUj+OT3+DNsuk6WaXv8FgErEBkcDwXug6n3MGJfxHvimnMVEbEZjp1dD4SP1xcwGgItEGsEUSGejcnro9uAlQnLQaTOinRzWPvgkgjIatJ4Fl7K53MNhKxPz1SC7JzQ/8FFBMxOpUFyVbhV7xspjPalXChNQJuNMV/zhkhLc0lNUwIzkdK+FkxMfKai0lSSODU3CxmdMjm0fyxggK9CF+QmAfk5DZjSVOamMnE1WzhzGZjT1BgtjMEUAnZ8f7dbSEmCueKjNyaVFyP1pB+hiLnur+RFwk3iM8n7SYfUqHakYiqXSjBFvjFS5jHVVJwKIHIjv1EYNFU8ChNtgVUf6gaSRiOIqV16uS+yLKWyc8EEeiNlJnPbyBSw2kz6lIBZ+tjHqba55/jSaLSI6giEJ6e0dhPMWuCwCJU6fkIxZj4Zru6AAw5YzeTxe1SExgLK9Kf2E++2oymBsNDqMYWAvsD2SwnFQCMMCRgtJhgQkcbgV0pd1ewokttFhfnFK45IAZKZ1czGagIWbu6/g5k8NPxzn/h3Y2D1CLkdbiBToFTFuCbNoblqyxREmzSkEhXRK+d02pFCNBfzkaI1+DaptnhUQ5zD5H+l0iWpKk8BggWWKtBDnaQETPRJ6w2NOlAJy/dNNT6LmlPnjcG1oQxiEC6VLSO2vTmU7MQ/zDlLsrQSXIM7sNWCw4kRd+ByRCgiK0dpI0w1TbTVPCo2mA5cU0q4OPa5ufmpASx8rRSpmYtWfc+UgPHNaKM4QBIRCg6G2HmRqZFO8Z6VgBNDQ5SIVxUUlEHqnjC/lQImokjOoE8KWHiY5wUhkJWdapP4EgiLkN4xr311hkD7IE119KRAazHjqcgLW4+Rj8E0zwO0oIgy1UWNjC2lf6R+UgJm8SKjS5qemcbOp1yYEXuKH0NmUr8YCvcMk1+IgC0lTINhBnKzYJVMM9m5LiMBSypYmWcFLEI3JWCEvrQbie/mO6RcDoJX40qwEDP6yNmNB7ICFiTyjKDFTgr/HC51XMHAFalSSA1EAZpUJJmbD8GUe8gp5LqaczM6jFXIzdbKlTlZHCpYh5LLzCttmtKyrj3VbhYD3ZKak1s5LOYkspL7ZYmwElsPCpjUjWhGfqw2qlo0pHTkPodGVfJNpIiGylykj1LhOo0jrZVCbjT7kA/JDPp9XEKDCGbeS9ULiv9SAiYfTLOVdg1J+V/uT6WWHtxybVDAwpf+TEmL4YKE4FYnXkZFwHKNSVJJIYGb216mg+I/q3voBnq4zpPC0NZ8qQoF6NedxWCi+IGpfk+arzS7A5+WKjokOMx7ScBSgYmovfS+ZpX2GhxQUUO5D2oxjrEHgYvSDs9nEKkN5f/mDStVElijbyld5UHSbKWxScpnUuSqlT2UJZiWXBbFpgRMiVBpNio/i6OemgCJ4yp919SkypodiZuC9oKigE20mDu6es3uBFIOaqekXaxgvAoHU+JWOmMRgmZ1akTlY9BGNekp/Y/+tnTDleHkcoFdFUgOcbVqLXJbsyBMa4AfTAlYzfvjbIDnaZvFAo4raS+oTRruGQ5jiJP636qWxUc5dNGMlYwtp91QBFYZkzTLxGfkH59INaZUVIlD64MZwQvV7MOjxixHBA+12wsmlBKlUOr+ydXI1Y5JyJkzu6WU0P8M7o1ke4F3xOfsWXNdVQIWPuzbQYvpBtg99zcYbBWXcQJWGS7fDNS3q5bktyEJBQUEL6URcDCYf4IqhJYJ0Ls3djcxFR9MpwbTGuCPmPgUkKJquXKgLVLXJ92SCwpKKG390oEGm+b9otSOoiBULE/FSICDyUTNdY0pe9g3HLbMyE5DVCKNfc415LL1cd05Fpmw9SMlnJUvPus2w66H01/bUMuxZxpymrE0/lNVaQq05qJHeOZysTmKJgWBQrwddQJyafvWnrNawILE/iE8cFvMDs5w0tQg3zg0p6oPvhTuaGjG6xhYhbQVTaq6YkyKyfz63IYEzqUbZwg5AatoUp0Z03alS4wDqiPXOhfhKWSh9vxjC7eODoe7nG4talY9YA4yv2teG53XgsmlPStW4WpQXZqbrEz7pOrX+6D9VI+kULP19HJBObvvp+qlomHEsz96zPlHCVgQnguC0EjR3zUc2V0RkJdKX5T11mwJMwvcFHXoGHsFctPsdqE0xrCUXOOIqoaSD6W8RWdSCkuhwaaFiFGaKjV9KIJ2ol0vGFl1MLr0NJz/p0HIdgv/FMdmVRRn3sUrW6ZV5mUCQQmLBLGNC3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M/4L94SoX3MZIVwmQhRfh/pIxVycbQpO6sjJjA6vOKFBEfzznHyEU81W1eNAQ3AVFWRqIK/tsEHPwyFgTuvKm6t1LMglHr5tXeP8YAIJEunKqTbinyc7MedOiIRulCUi1NUG3UHYVYmonM4CHwADgHkkMMe++9dyNy6RG1hBYzZ6t+KBRNLxMEzuDOCeUfxgj2womcTs9AMqG6jhw+WBlurOVCbvPNb35zHmE2IVjRwNsUPjemo5EaiKd8LqXSMYj26trpwEzZYjyoZThWyFiGCpIpAHfqCTbYb3HTSZ2Np12056YQMw877LAuk2LylAinmd5VjeQ85ZpfCZLFDItRYHlSek99diyPydLQ5urmT8g7GoBXhTwsB97fy1ikTBcao3o/DJviUHm/y6oF40CMbb9FQqL5CXQiR/WiaXg1KaZlc0IOVQMqGTj49773vef8e6wIsA4XXHBB0mfXLX0sW9WqFrAEq1QtarqQynJP/zLHog34maLfKQB3cGiZ+awSLC4Ht4SyYxdLNQQRk3kf9hRKdZAVXvjCF+ZWqC1cXAR28+q6wpsg9RyadvqUYdCdh04SW0YBwWI+1SgQcvmaHHvXsFyEOGHg0FyCDYaXtB4h6KKwUPwDkZSnzxJY13RaBzVbUiqeaktHW1xxxRV5TtAsiVj+sgnOOeecxr/re8bU+FFoUr5TB9UmJjVyDbTxTZFUZWyES8XwlPLdN/QiaY9rIygJlJYGSrLBIn2AaMhZFy3VVXQ2ATWcM3/nO9+5Viuqg+Q4J78pfP+6ZbBPIJVrYzTA2WefnVR+PSHgEC7lRWhlgiU123E8Na+Ocyiv9A2SmafVdtALh55Fffe7353PnWgKkV/KzYvVkfUFYq+o0JLNP50HU7BxaQ7BkpZHEV9XcpmT6qKJsF72spdFR0cSHmlbSNY0+qvC33kfSeM3vOENjXycVJGybsRUWxBmicce4jbjBaYMXNrPf+QECxfcCJrGHipNpq5efhgsORxQaRAKOY2psBJ8JWZfbVcVmhso78WGCW1BppC/fPvb3z6SZAocU9DmelTBUtHKVLTGup3mEdbFqWBpry0smFqPxrnHJuPEKddqtwzdEM05jKKsW3Z+97vf5ekTgmksjcLXozGJMLsU0BmJSc03w7WOZM4xpQpBlNzGgqnUUPFB3ffQuQYrCHAJp84sE6wxYvXxBZSlWIZcsFQiEFkFDPKGcmxViFAR1b/9+c9/TnrvMgz9hTqSsR6jaufL4OM1lRaQivVmqVjslEBinmE5gjVeHl3IuhGOnnrVl10sjCVMOoWmQ3StQqkNq4iIqbMiyihI9r73vW9OqUtqF44odRhEswRgS59Ed+qMsXmKnFMFwRqrkcTS+943PkTaU9lH/XdBMoNzzauvghyi/V7CN3XOQxlIZhlXqqN0usBHP/rRpPfhjOu+Ls/mJ3OwtnKgsgoTTjzPAnJOrRQskuRZY4WQ0lwHmhPBT81V16eUH8Qpt4TErIyZFZYYg9i6lAUrQGQNRWuEYstm6jRpEZ8HT6RKKEYsvmTRSDILUATJtxUouYeIbyeTMYqza+MWC6artXEWdVh+jG9GmUYOKrgnV9qGX4Z0bURBVsa8UlbFdMIypJ10eLMc1Y0XUuBcNXsgcdsLrpvJFOpZgu8k/aReTDl4uZRp8eLFy3YX6VJgMAQ4tQ6CrZXyV3UVm8u9c7jx0jTl5lMRpAz/z372s9zJ5a81FQxZA5aRNlXNFiCF8mlRXDHCqC1mJNXSCQoIBEFym8NmuAIfV5MMVWBMwcZaSQRzE9vqPcpnzCQtwCqJNFk2ZNOMMWzqH0vogrCKsaYKPpDUlX2KZjB9MjbIgbJSUmGuT2pyv2hc9rcddgmpQxrBYoM12kIvYHkePVmA78LCaZBQR1813YRITyWLFqtcIMjSuLS2DRuPOd/BVWCh+H1e63ZBaQo+mQfcaIWey6xzgg3fOb2E2GigvkCpJ6YWYM0QTe5NBSprR/uSI1QrhYjVGfhg5BHfQm/kmHyLqYAUwkG3/LkPse/eBYIm2QuBilGdPWFNBGtcYFin4FOgJXtFTRx9yrbf9YS1qW0CDmnhx1laEc5TxorRlbSS1V1ky0WxEcF8Jpm0GbnGtWS5U0ufCrh2HlD6HvdCMBJrMHavBFXGF7zlLW/pwyddtbEFs7bX+V/mWBVdMywLGE8pec38mlQoRPb0xb5YE/g7Am+dyFuF5RwhFTz2PBtrbFBnrxpX1a2HpLzDbSok9qWgkIq7UXbi6XZkitiYhGKvTIZCHV3Hvsrcgs0d5RLBMP+rbrsSy1kxUfnggw/O66VYN46laNSTGath7wsiTjVTltTU8UuTAtfAdbCkSzk1baeLQVWKogGkku2o80M9eKpoRZB1Y+LJGoRzhZ8d/NlVEKzRWMxYlQNgeNPhIFR+/pRDe5Ylzvt6UlkmF7mvPRQLIHDRcTSlRog54E/5rh4yEWBsXFNTcBlohJLmIvKmyxrZSFm51FXdNGyFBYIxFrXljrqrN17UY3MbgEn11DXdZ6cM6RPLl0N5NKlBREQOKUqv25RdV4Fk6s4MArYf97TAOdc2x58a1XZWB74nZ1xVK22ww96Q+TAWXV3yvrEdScCSTbfkYytDT0XjO1e3jzSh01rvRBUQdoGn7+KLL86Polbd02159v4U6dT2rQL+pqgD8zppKAIQeLRxCZDKAyIlxlJ12J97Doo5GMNIptWPH+ff6+av1aExwZQvK8OJwZPJ1+HE121D1xYso9ygw0hv1lKy3UQcndCpEB0RFus2Mh0X9Ba0IZfK4b322museU0ks2S7NrEZ+6ChhWtDa7SsNkVjgoks3GxtVrHIhmXhA3AeU1meAoKsoILvJ0JMFRlZMo7tpAmWUl9WhuvJB2K5+E3jgrQdF0J5trFYMbdEkCYCNXxZANAESc6Nva0tiXV+jBp9kQmnMbVptQlEhXwzgiOz3SaEt0xNo62eteV7mZ+fAv6om4oAfCazyhRkKj1PbUxpAjoYIqsuiQUfrrkVaywEAxaMJdOlE9O0NNtyClmXlMFtMXCEWUaCqTRGm77DAm4Gvc48sWnkKkkIvovaszYZETdWishS5gC+GKIhoB1EVK3EpiimQp/l/vvvn0tLMaQYj2SCeZKwnHrvi8VIJgxnKeyhU1SONgU/RfTooGKPqhYddp6aSuQ3ObCc1Gm3eynF9rAoMeJDdoWlSuBTjG/y4EitUe0L2aJN5Fe8V93PU30wZ5C8RYyohpUSQcacV2u4Gi3rtiV12M2lfdGDJG5l9duKjcUuuJxRE6lTh/dOAqQZS7wUVt0eRG3Bv6TAFz0TyMDaIIRrocRcVUoTCx5rvAG6W0LH0xUIRsBqtQcRkjH3vkBs0AizLnrS5iaJWpRT8+OK4SeeaBJEW12INMLv4/irea+bMD1LcIP1edKxjGxqmz4bBYRz7R0FzPxXxcu6FZUrsVZAm4XFkDhU5RoEuzgcrXv+nSCyCP3LX6QMijAyKX2mDNNd2k6OAURVVkIr4/CWt4KZTyBBWMI41MMkDKIqQVXWg6Vv6zaAQAm5C/DZCLesPvKwckTVuug8cc/MixGsmzqaLR00wqS6UHXbmSCfQR1twSzzLQQOUj6zVO/eBSJazjrnvy7CFKAUGiRLT3iWv5TX1WVFF2ybFPeZlmxHE6TMjg24urBgneFJoNcQ6jRrtP3CBfhTkracdCLrLDjp44JEvKCGVa72HYDuKmo+d0PiucjnFlDpIper2kWJFDmkTbZjFIjoiX5tbsEu6usEpHrk2oiKlsNUkiGQpdZT4smehzMZWkP1g2jQpg8xksmk8F2p7dUHzbJVXroETeroVP2ydHVb26Qidc/MgIt6JVgB0aP0A5Kpkx8G0RQ/quhCujGRqgrWgQVCstgwYW1m/DDjNofN7lf7xY1wyMAQwPnJRFtBWdsyqRbbAo6HYMDfYlJFmFWS8dmUmPCnEKtrknxFAifbcqfEKBbJCZD4XHo5m4qq5t8STx0kI/qZZRVZfRZ5qEmZVIupkznByLKEkd4XbU+Q1I4vJe1gcmHRSTRLTjqJxY3jMDs3CnZqxQLroEq0aN7tUnJMxBYt0hhjZVLOUy5VKU1R0JkC363w44i+NEuktUTLQ8b8N+eUmGPGqQtWCuv5dcFXOj9LGB+QAk56n91IfUHayex8OpwmkcJHUZLi6a7bvawOUmhFp5NlSXmO92pTJwceQCkhjr0uqSoQQh2dRpnyTiZtoHCAfujwWbFd38hRiUHW+bhVpIpQcywEmyVYEgi+RatXXRCCGEYANN2jiAvA4pTBzyEAq61P2euoDIKsEiX9ipqLq446PYzfKvuRuiNcDIKBWM8ptPC/cnNXEEzs2euE6VkAArEqNB5LdVO9yBIyrAm4CktLefBJAUvZCSeckMs3bUkGhSArp1oto1F2zrfSoJE6NA+QVvmSPS51xseWR5YrJf84QK5nFGfbfJzyjMMNsOSJtNzYus0PhqGoN2uKYS36SpdMArLcdRk3RbahsHO0q+16Bcl851GDYOSG6WUKCRyuT3myUAyChBal2TmnygTTOjLzO6zF4KlzkxcsWJD7TjFrkoLU5SYmKZShdU/ErHiwC8lUqHgPgVI16mOJJPihTDJyhOR3UaFSl2MchlF7jUeAS/9PMLM0w9LBpCVNOpwmXDg+gzwn69Cl3auK1Jljih9Hgc8nauMvVTdKTQFZx5IseKruS+lBQzJWU6mStJ1z66rq120FPQTn4ZT/KC/othWbaYIx76I+/oYbNUrEbQO+V8p8VoFDrIE1BoTg+Dt/vllbUNSLebbVvkZkarqTXBN4GOzLmYhlW9SVCaYzdd8+TqpP0M+QSu0Zn2qcjbrA10iZZN1kIHIZxX6RCg6LPSzbQJ0X1d+yWd3BtwsEI+V5IKqTW1QAL+tyLhPs3HAY5JC028c4QIehIxEZRX99D/oYBs5yCoYNRK4Dkll2aE7KuNtCztfDh7CpRC8gG4BQRFSEYmE7iuA4dG7xP8sIZm+Z4IcxbVORK+gvLJTlg6bUxm9QF0YXKp4+4mddw3AdUjcgVTLTBuQS58dZV4HStlIEyTyE8pT77LPPyN83oUiU7Ci2o+l58N5pxT5FUK3JPyabAsH4E75sG5+Kz8QpZxH4JEV+TrRUV5s2DCo+m0K0qpCyCwipIkAkaztoxJLOGiIbopUfTpoeq6TUuSh/StH4WuCY8v9UCWbtlHke256RMZgTmkIuJFI7xQHVeFKdmU/nQbhYKbLEulzhokWL5pRpS+ukTPkjGTQpd0aAPffcM2+CiXVGORdugc6pLjdfSY+yHw3Qav8FKySXPjqNGgJ3lpsysxzB7FQaTLcRdxOzYp7euo08y/B0qrm39LF2dY64pdYTG8unKWORJlI7FesKZwlTlou6gTBVOFfDXlhY34F/WYUgRnqK5NJlOmOxq8qUcHJ5t1uIta0dlU2QYDQdvZQxiGg4sKyVsH7UrHkRp4aGGLlYJ0q4J7zO8qTqX027yskrsgvqvSzbzjFGMuRnkaW2uqSWpoijqj+IEeykcKgBiU876Rl11oujzkGXpmgCT780SmyOP3K5scgFdc0pKRuQAtI0hSwDghXn4oFB9Cok2qWFVEn0OeRkAsCZk6o/nEOwYOL+E5bJw8N/7j+Bk6pVwQ0Ibkou1sgNi8254jjzScrVALHP9Hsc4aZQ1pySdqFZFUAy8oJGj9huvFI6XAEP2DzqmDocd6o/rOvsXhIOY1bGmpvU0RKbFs3fSrnZhtbWkcs+lGVyibBiy5MW/JRlSQlybECIIcSc9er34q+JOovqXefm97gHsfNR5lOU4rTtzp4gOI1LYv8QJVhg4iXBih2fjdkXKxzbKlL2sVZ9asxjFXQlKRMlLmUofow1CaeWA8ccfIq31j3Rm0CjDGXKfCulNwUImh4MfY8qaqtAYsS3pCY2vE4ax+NM7B+GzaYgMY+VYC5gDE1vtrBc+B+D1rkquaBOea+bM1uH2PtQw0kmLKZlsDqdhhNfJhiIGNViKUk2B6wKNWxF/lLZz/FVLYIAAAopSURBVIyiNh1RS7DAyO8EK+Yx3HAcZ0SDijm5LE+TzagIlHXD0mhgsV3aIFZa4zNT6s0ts9UKVpC3A6RBhmIoSQHVH9Je1WjY59PCIEYy0ovlki/Jos0YTseVun8cNV3HXRoLwVys2FhOvteoKYk0LNYrBpl/m7/XpV74NlWYEZGyO5wgIVbIWNafdE1VCaakiBWjhVVRkEwHu2W/WnlL6iCj2DOgy+5yY0D8SR5gKMHClz5rXFZMR0wMdKBhsBeRbZFjuUqqtYk1dWIphzoW+aWOOK9bZsuFebQujnw1EBAhxggGSGYYilfz16okU0liTDmyqdGfAbBeQztOmswHG4sVi1kSGFbNgFzmjcXIJW1EOxqmgpe7h8pIHOgRrf/yueU0Ex+MllcdNud7I86w5LbWMe1opggiUxn+1r+zuDEfc8IYar1gJMEGVoyAlp45rgExNJYk5iDX+ULylXXkKiKtUbvt1u1UYolMQSw4URJdFUZFlFWCiWD5b4W/VgdpJTVfHPzqcoxkIk8pKL83JZw0ynpB0wmHPE8ORS+6WN1wMymh2PKmHKWOXMJ3EVaTrZxjVpPmlmLBNEg0XWbrUk+yF6MIBvoUBUJ+19irMgRJCKzhN2EgXF+wTMyNRiJoRLDA1AvDUyO+3r3LWRWokydiJh+5RIWxagvk4kgL8UeB2k89r0L3eUoFA3LFhuUVezSVoTqWVa7Wztd9/xh8R5GlLu8qRKQxHXECOAwnmvxiyozWxeGgBraahliA4Bgb+E+krIbgSoFjsy1AGsnT3YRcoEwm1m2UOs68LsEdGzHOGjv/8kasYIm0VDZtBasrtzHmYAoTHaUVFjf95cYEC4y9Mlgxo/HiIVBDsACxp84NKl9IzQx1O2NInfC5mpIL6kprUv0vS1IVluc6pZ1oXCUYH4qCT8pogrpzR7ApYFdcaPrLqVOm9S/ZUWqLxL9bhrrlgY/hQrrhxjySHGKtaCyXm5NKjFjNejEEJAUxcZj/VVfHriRZ/rFqPU21aUqwun3SU6pve4J7n9TDlkSwwNwbwtO3MPyn0ChtR4EB6p5GepGIib6jkiImwrYlF58ptiz7vJQEtwqKWAfPsGXW+9PE5F3LIKnQ7EZ9vsBGBiCGCU/RtrwsvCGxeaDNnPzLAsl2Cf95dDiS52TK+WmWjcFOq2rKY6AriRZTyQUsYmxqYGr9V93g4lG+FGG1SjB5SpapTnQt4EGLuQlE3AnmJpFqF/c+9Q9b7ZMXPujTgWSbhv/cMfVviYQ0MKOTmgK5pFgsN21QNzsiVWA11imGUcus3GpM1ZfNGEWwmM8HrOYEa8WOcM/b/GGXjRhJFqrokvZ3ES0a0uEJLrZEGQUWr4luVAVnms8U21tJhJe61XJMR3OTR21SRaoww6uaHqOHjVL165bHFvNS20KY2lqeak2wcFGuChdHOQ87nSTGuLmWDNP1RlkykWJKm70bJlJFSrpX3f5G/JeUKNT7xgRiwqta/1Gjk5RBVwmmskP6alg0KHcZw4TqwziI27jXbd+g01ay4YN/FC78zuE/56qAI4Bk6tQNAa6r6QJpEhYPGYdBVEYOUKVRFTZjSLVenO2qml6Aoo7Mw5z9umVUdFtHMKSue0BSl/eW2Nk97vIG3fYqzpb5Y4rc03cHzZb2BLp5egbroOWLQGtqdRlyixLgIrJRI5SqSBUoLe0KCWM7pZFTVOEq46mTDhAipuqLinV4x4Bgsdld6sm6TOhpiIPa+l1ldCbYAHrW6QpzOxhGwI1Tx258OV8plm9UASE40I5mueS7EVoRrM2GD4IG0kEK+El8JrVaSF2F/gIJb6mr2PKl2kKTx2677bbcz71nnapfF5ywvmMeomyc4eg5BA3QC8EG+pi9SNYMR/qEswBDQCSeWau6uRSsXVH52QaqDzjbJkC3GKqWa1aKGT0UXqsgKSCZJo6YJVOQWCUY0NZiBBM5x9BliF0D6O3bPlXvqkNfFqwYnqLJkZYQbzwcAcq2J12XUF9jmsgDfBx+koPP1wWuO4vLH4sNVuEzFtMMqyRTXRGr1ScCx+SKWNYAxrhZhVauTcrDS7qiN4LBIF+pbsxWt/dt8x7KgeUazc5qSzLVEQRdBXuit+rsiq7w/qJgiWwTgaooLFmVZFJTKkMEN2VoTVN3X8gdSKqlrW7uV4uJz03wq3BslpJnbIJeCQbhBC8NJPPotSaZujADapGj6WwwUSllXrRZnrIzLiAZEjjXmFaFZJZEkomZGAX8fpVgvqNSJf4ldd8SW+dbFvt29wzk2sC96/uNeycY9EUyF1pFRSzNA0gldcTqcaAvv/zyDmedDiIrWUSyO5bE57xL2nP8C5LVqe+i0yZ7eYtGuwxHiWBs5IKxEAxKJBOutfLJLHP0JRGfPCVwsKn6WusV4U2aVFUgDDHUshWbeUFIlSoyHM7vxoKDFLQJToaAz7XZuMgFYyMYDEimL16rdqvoEsn4IjYJ0AjBGZ42qaooSEZMjRUkmoLYZpOEGIy77AmixU369rmqGCvBYOD4I9mRWQudDBCrizwxCXDQLZf8qNhogj6g40rg0gPoXNv3GS3WYewEg4GEoV7F/IJWiv98gKZh+UZjorrsq12A7sYVYBlJHCnj1YfgoHDs05fONQoTIRgMvtCiQDRJQInFqXQrjBt6I0kYiNGmIUNXOyuoGFKAQ3zuCRLXO/eR/knBxAhWYJC7tEclZTGp1Ge+gIxguaSTFcFJHQjBolANL2QWNW89R4kg8bpN18R1G0ycYDCowlBLJnttW4puO8jPIKSk6GPIU+0EV/pNVpGwFn02HbTXAlaNI8Kxe5eSmy6YCsFg8IV3GgwdPjRrWeM/y6DiK8exXBJTySqI5xjzKHGgNO8y6SWxiqkRrMBgyZS/1NjbultpViECjs2NHTN0/yxsU0PfN6ZOMBg0kmwZ/nPrcBySdWzuvRFDU6ze1eMmFSWOwkwQDAYX5NhANJs1mtpC8p6X+1dOAaICK8DicQunqZgZghUYXKA9AtH4ZQdnPU71WUEhFbdX01kRk8bMEazA4IJtHoim08IshLFMWpzHMBjwgCYjlKaJmSVYgcEFfNr/iLYM84JYBWaeYAVKRFOFJzFpFsCNxUfjY5k0d+CwgbuziHlDsAKDC7xtIJomEy1zC7IJbXszBcjdHh6OJXVz6Gcd845gBQYXfHEgmmEWxhhsP3id6FaEY4CtQIjPqk9Ojm3PMp8wbwlWYHADCIsnBrKtHF61Qus4N69p6ttDN4ROFDPQ5WdPqW6JN58x7wlWxuDGfNYRyGa/PkWOCIdsNg+aFZ+NT2X2ElIZ7nruJGqzpoEVimBlDG7Y1wfHfoFwukfWHxzIZhaTYWXpm4On4fpwmDllfDZSmRl1Tji/4ZtfriBYYQlWxeCGnjk4cgTS6Yuzq/tapUPz8KqDVw2Mo9JW0jPXhOPibKn/5PWi0nFB+OyxtmHPMv4PvlGbGL05eZsAAAAASUVORK5CYII=</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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</Swatch>
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</Fixture>