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ACME ARES (XP 500 BEAM) (ACME_ARES (XP 500 BEAM).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ARES (XP 500 BEAM)" ShortName="ARES" Company="ACME" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>d0399d59-df75-465e-9ff9-d6303c6cf83b</Thumbnail>
  <History Date="04-08-22" Author="Nic Morris" Comment="Created (specs detail 3 modes but only 2 in the charts.  colours names in Chinese - made best guess based on colour,  gobo drawing contains gobos that aren't explained)" Version="0" />
  <History Date="12-08-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="af79d356-f403-4def-9070-3e0e9d7fcd9a" />
  <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="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:7000" PowerOn="1:7000" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2800~7000" Dmx="255~0" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" 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="4~7" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="8~11" Colour="255,128,0" />
      <Function ID="4" Name="Cyan" Display="'Cyan'" Dmx="12~15" Colour="0,255,255" />
      <Function ID="5" Name="Dark Green" Display="'Dark Green'" Dmx="16~19" Colour="0,180,0" />
      <Function ID="6" Name="Light Green" Display="'Light Green'" Dmx="20~23" Colour="128,255,0" />
      <Function ID="7" Name="Lavender" Display="'Lavender'" Dmx="24~27" Colour="255,128,255" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="28~31" Colour="255,150,150" />
      <Function ID="9" Name="CTO" Display="'CTO'" Dmx="32~35" Colour="255,240,200" />
      <Function ID="10" Name="Magenta" Display="'Magenta'" Dmx="36~39" Colour="255,0,255" />
      <Function ID="11" Name="Blue" Display="'Blue'" Dmx="40~43" Colour="0,0,255" />
      <Function ID="12" Name="CTB" Display="'CTB'" Dmx="44~47" Colour="230,230,255" />
      <Function ID="13" Name="Green" Display="'Green'" Dmx="48~51" Colour="0,255,0" />
      <Function ID="14" Name="Steel" Display="'Steel'" Dmx="52~55" Colour="220,240,255" />
      <Function ID="15" Name="UV" Display="'UV'" Dmx="56~59" Colour="180,0,255" />
      <Function ID="16" Name="Index" Display="'%.f%%',0~100" Dmx="60~127" Colour="0,0,0" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" Colour="0,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" Colour="0,0,0" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="29,30,31,32" If="'Gobo1Func'==3" />
      <Else ID="33" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>39f36a43-7b93-44b0-8164-e4ca20cadf10</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~10" WheelPosition="1">
        <Swatch>5c76af03-bf60-49be-a0db-02439c4def2f</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="11~13" WheelPosition="2">
        <Swatch>4193bbf9-9e48-487a-ab16-43f39f06eb3e</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="14~16" WheelPosition="3">
        <Swatch>f49d8edb-ebad-41ab-896f-2ee54a5f690a</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="17~19" WheelPosition="4">
        <Swatch>0b5f2b60-6bc1-47cb-875e-7aea2e1f1ae0</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="20~22" WheelPosition="5">
        <Swatch>19eede88-cb2a-4538-a318-5a43f9760d57</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="23~25" WheelPosition="6">
        <Swatch>a2669972-c1bf-4e84-9794-6c9f2f7760e2</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="26~28" WheelPosition="7">
        <Swatch>fb1086d2-575d-4db4-90d6-b886b1c69b46</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="29~31" WheelPosition="8">
        <Swatch>5a2ad3c9-8e54-440f-9e68-61afdbe76e66</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="32~34" WheelPosition="9">
        <Swatch>c6537f2f-05c2-494a-b65f-4d34b5be3442</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="35~37" WheelPosition="10">
        <Swatch>9f7fd894-43e8-4a29-8d21-d964bc8df9c7</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="38~43" WheelPosition="11">
        <Swatch>a13f8043-aa48-44ec-b9d6-fb26df60a6e3</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="44~49" WheelPosition="12">
        <Swatch>e1736823-eeef-43c2-958e-f75d5697fb6c</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="50~55" WheelPosition="13">
        <Swatch>fe900f38-c182-4829-92b1-ccaa16595c5a</Swatch>
      </Function>
      <Function ID="15" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="56~59" WheelPosition="0">
        <Swatch>39f36a43-7b93-44b0-8164-e4ca20cadf10</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="60~63" WheelPosition="1">
        <Swatch>5c76af03-bf60-49be-a0db-02439c4def2f</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="64~67" WheelPosition="2">
        <Swatch>4193bbf9-9e48-487a-ab16-43f39f06eb3e</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="68~71" WheelPosition="3">
        <Swatch>f49d8edb-ebad-41ab-896f-2ee54a5f690a</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="72~75" WheelPosition="4">
        <Swatch>0b5f2b60-6bc1-47cb-875e-7aea2e1f1ae0</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="76~79" WheelPosition="5">
        <Swatch>19eede88-cb2a-4538-a318-5a43f9760d57</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="80~83" WheelPosition="6">
        <Swatch>a2669972-c1bf-4e84-9794-6c9f2f7760e2</Swatch>
      </Function>
      <Function ID="22" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="84~87" WheelPosition="7">
        <Swatch>fb1086d2-575d-4db4-90d6-b886b1c69b46</Swatch>
      </Function>
      <Function ID="23" Name="Gobo 8 Shake" Display="'Gobo 8 Shake  %.f%%',0~100" Dmx="88~91" WheelPosition="8">
        <Swatch>5a2ad3c9-8e54-440f-9e68-61afdbe76e66</Swatch>
      </Function>
      <Function ID="24" Name="Gobo 9 Shake" Display="'Gobo 9 Shake  %.f%%',0~100" Dmx="92~95" WheelPosition="9">
        <Swatch>c6537f2f-05c2-494a-b65f-4d34b5be3442</Swatch>
      </Function>
      <Function ID="25" Name="Gobo 10 Shake" Display="'Gobo 10 Shake  %.f%%',0~100" Dmx="96~103" WheelPosition="10">
        <Swatch>9f7fd894-43e8-4a29-8d21-d964bc8df9c7</Swatch>
      </Function>
      <Function ID="26" Name="Gobo 11 Shake" Display="'Gobo 11 Shake  %.f%%',0~100" Dmx="104~111" WheelPosition="11">
        <Swatch>a13f8043-aa48-44ec-b9d6-fb26df60a6e3</Swatch>
      </Function>
      <Function ID="27" Name="Gobo 12 Shake" Display="'Gobo 12 Shake  %.f%%',0~100" Dmx="112~119" WheelPosition="12">
        <Swatch>e1736823-eeef-43c2-958e-f75d5697fb6c</Swatch>
      </Function>
      <Function ID="28" Name="Gobo 13 Shake" Display="'Gobo 13 Shake  %.f%%',0~100" Dmx="120~127" WheelPosition="13">
        <Swatch>fe900f38-c182-4829-92b1-ccaa16595c5a</Swatch>
      </Function>
      <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="FX" Name="FX" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Soft Filter 1" Display="'Soft Filter 1'" Dmx="8~38" />
      <Function ID="3" Name="Soft Filter 2" Display="'Soft Filter 2'" Dmx="39~69" />
      <Function ID="4" Name="FX Gobo 1" Display="'FX Gobo 1'" Dmx="70~100" />
      <Function ID="5" Name="FX Gobo 1 Shake" Display="'FX Gobo 1 Shake %.f%%',0~100" Dmx="101~131" />
      <Function ID="6" Name="FX Gobo 2" Display="'FX Gobo 2'" Dmx="132~162" />
      <Function ID="7" Name="FX Gobo 2 Shake" Display="'FX Gobo 2 Shake %.f%%',0~100" Dmx="163~193" />
      <Function ID="8" Name="FX Gobo 3" Display="'FX Gobo 3'" Dmx="194~224" />
      <Function ID="9" Name="FX Gobo 3 Shake" Display="'FX Gobo 3 Shake %.f%%',0~100" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism 1 (6-Facet Linear)" Display="'Prism 1 (6-Facet Linear)'" Dmx="8~38" />
      <Function ID="3" Name="Prism 2 (8-Facet Circular)" Display="'Prism 2 (8-Facet Circular)'" Dmx="39~69" />
      <Function ID="4" Name="Prism 3 (24-Facet Circular)" Display="'Prism 3 (24-Facet Circular)'" Dmx="70~100" />
      <Function ID="5" Name="Prism 4 (48-Facet)" Display="'Prism 4 (48-Facet)'" Dmx="101~131" />
      <Function ID="6" Name="Prism 1+3" Display="'Prism 1+3'" Dmx="132~162" />
      <Function ID="7" Name="Prism 1+4" Display="'Prism 1+4'" Dmx="163~193" />
      <Function ID="8" Name="Prism 2+3" Display="'Prism 2+3'" Dmx="194~224" />
      <Function ID="9" Name="Prism 2+4" Display="'Prism 2+4'" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Prism_1+2_Rot" Name="Prism 1+2 Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" />
      <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="Prism_3+4_Rot" Name="Prism 3+4 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="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~10" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="11~13" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="14~16" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="17~19" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="20~22" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="23~25" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="26~28" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="29~31" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="32~34" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="35~37" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="38~40" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="41~43" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="44~46" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="47~49" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="50~52" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="53~55" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="56~58" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="59~61" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="62~64" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="65~67" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="68~70" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="71~73" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="74~76" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="77~79" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="80~82" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="83~85" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="86~88" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="89~91" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="92~94" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="95~97" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="98~100" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="101~103" />
      <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="104~106" />
      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="107~109" />
      <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="110~112" />
      <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="113~115" />
      <Function ID="38" Name="Macro 37" Display="'Macro 37'" Dmx="116~118" />
      <Function ID="39" Name="Macro 38" Display="'Macro 38'" Dmx="119~121" />
      <Function ID="40" Name="Macro 39" Display="'Macro 39'" Dmx="122~124" />
      <Function ID="41" Name="Macro 40" Display="'Macro 40'" Dmx="125~127" />
      <Function ID="42" Name="Macro 41" Display="'Macro 41'" Dmx="128~130" />
      <Function ID="43" Name="Macro 42" Display="'Macro 42'" Dmx="131~133" />
      <Function ID="44" Name="Macro 43" Display="'Macro 43'" Dmx="134~136" />
      <Function ID="45" Name="Macro 44" Display="'Macro 44'" Dmx="137~139" />
      <Function ID="46" Name="Macro 45" Display="'Macro 45'" Dmx="140~142" />
      <Function ID="47" Name="Macro 46" Display="'Macro 46'" Dmx="143~145" />
      <Function ID="48" Name="Macro 47" Display="'Macro 47'" Dmx="146~148" />
      <Function ID="49" Name="Macro 48" Display="'Macro 48'" Dmx="149~151" />
      <Function ID="50" Name="Macro 49" Display="'Macro 49'" Dmx="152~154" />
      <Function ID="51" Name="Macro 50" Display="'Macro 50'" Dmx="155~157" />
      <Function ID="52" Name="Macro 51" Display="'Macro 51'" Dmx="158~160" />
      <Function ID="53" Name="Macro 52" Display="'Macro 52'" Dmx="161~163" />
      <Function ID="54" Name="Macro 53" Display="'Macro 53'" Dmx="164~166" />
      <Function ID="55" Name="Macro 54" Display="'Macro 54'" Dmx="167~169" />
      <Function ID="56" Name="Macro 55" Display="'Macro 55'" Dmx="170~172" />
      <Function ID="57" Name="Macro 56" Display="'Macro 56'" Dmx="173~175" />
      <Function ID="58" Name="Macro 57" Display="'Macro 57'" Dmx="176~178" />
      <Function ID="59" Name="Macro 58" Display="'Macro 58'" Dmx="179~181" />
      <Function ID="60" Name="Macro 59" Display="'Macro 59'" Dmx="182~184" />
      <Function ID="61" Name="Macro 60" Display="'Macro 60'" Dmx="185~187" />
      <Function ID="62" Name="Macro 61" Display="'Macro 61'" Dmx="188~190" />
      <Function ID="63" Name="Macro 62" Display="'Macro 62'" Dmx="191~193" />
      <Function ID="64" Name="Macro 63" Display="'Macro 63'" Dmx="194~196" />
      <Function ID="65" Name="Macro 64" Display="'Macro 64'" Dmx="197~199" />
      <Function ID="66" Name="Macro 65" Display="'Macro 65'" Dmx="200~202" />
      <Function ID="67" Name="Macro 66" Display="'Macro 66'" Dmx="203~205" />
      <Function ID="68" Name="Macro 67" Display="'Macro 67'" Dmx="206~208" />
      <Function ID="69" Name="Macro 68" Display="'Macro 68'" Dmx="209~211" />
      <Function ID="70" Name="Macro 69" Display="'Macro 69'" Dmx="212~214" />
      <Function ID="71" Name="Macro 70" Display="'Macro 70'" Dmx="215~217" />
      <Function ID="72" Name="Macro 71" Display="'Macro 71'" Dmx="218~220" />
      <Function ID="73" Name="Macro 72" Display="'Macro 72'" Dmx="221~223" />
      <Function ID="74" Name="Macro 73" Display="'Macro 73'" Dmx="224~226" />
      <Function ID="75" Name="Macro 74" Display="'Macro 74'" Dmx="227~229" />
      <Function ID="76" Name="Macro 75" Display="'Macro 75'" Dmx="230~232" />
      <Function ID="77" Name="Macro 76" Display="'Macro 76'" Dmx="233~235" />
      <Function ID="78" Name="Macro 77" Display="'Macro 77'" Dmx="236~238" />
      <Function ID="79" Name="Macro 78" Display="'Macro 78'" Dmx="239~241" />
      <Function ID="80" Name="Macro 79" Display="'Macro 79'" Dmx="242~244" />
      <Function ID="81" Name="Macro 80" Display="'Macro 80'" Dmx="245~247" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Stop" Display="'Stop'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="8~255" />
    </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 %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="132~167" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="168~203" />
      <Function ID="7" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="204~239" />
    </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="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="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost'" Dmx="255~255" />
    </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 On" Display="'Move in Dark On'" Dmx="70~79" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" />
      <Function ID="4" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="90~99" />
      <Function ID="5" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="100~109" />
      <Function ID="6" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="110~119" />
      <Function ID="7" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="120~129" />
      <Function ID="8" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" />
      <Function ID="9" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" />
      <Function ID="10" Name="Reset Effect" Display="'Reset Effect'" Dmx="150~159" />
      <Function ID="11" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
      <Function ID="12" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 21 DMX" Channels="21">
    <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="d9e25c3e-c417-4edc-85f8-4d7f74d870be" />
    <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="CTO" ChannelOffset="6" Wheel="9" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" />
      <Attribute ID="FX" ChannelOffset="9" Wheel="16" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Prism_1+2_Rot" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Prism_3+4_Rot" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Macro" ChannelOffset="13" Wheel="52" />
      <Attribute ID="Macro_Spd" ChannelOffset="14" Wheel="53" />
      <Attribute ID="Shutter" ChannelOffset="15" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="16,17" Wheel="1" />
      <Attribute ID="Focus" ChannelOffset="18,19" Wheel="20" />
      <Attribute ID="Frost" ChannelOffset="20" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="21" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="74a800ce-fba8-486f-bd27-8a5fafe38910" />
    <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="CTO" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="FX" ChannelOffset="7" Wheel="16" />
      <Attribute ID="Prism" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Prism_1+2_Rot" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Prism_3+4_Rot" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Macro" ChannelOffset="11" Wheel="52" />
      <Attribute ID="Macro_Spd" ChannelOffset="12" Wheel="53" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="14" Wheel="1" />
      <Attribute ID="Focus" ChannelOffset="15" Wheel="20" />
      <Attribute ID="Frost" ChannelOffset="16" Wheel="21" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Control:12" 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" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Orange" Number="4" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="6" Name="Dark Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:13,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:11,Colour1Func:1" />
      <Palette ID="11" Name="UV" Number="9" Page="1" SetControl="Colour1:15,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:10,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Lavender" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Beam">
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" />
      <Palette ID="7" Name="Frost Full" Number="47" Page="1" SetControl="Frost:2" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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nva1qgb1vI74HtyEzVZhF1GswOGq0G8BZtfZVaJoD466LDaayqKnMzRLdOMZ3Cx+OTdQVfSxRZrMtGWDDYrA6UIuxWwQBSgML5jEFWyMwyPvsyAjba+2e3tp8gmrIKqWVNsCK1IkySYUaZrM9+9rNtT18J2f863ySa6yKiw58SRd6YLL76aVfQ8BanydcR7ut2222Xfx+pFQnoBzzgAfmh0oGwiJJz1FFH9fkaKbBbkJ3XlvdWqtJgkqqd9v7h5BIwJukTn/jEUs0Q/CFI1blsuqE8Fv5ZFazqONw3om2FoQn4YEwRjhg/T6G5y2A5gYgoW3K0CMGK87u3OPz+TaCwTTSO8Gv1ZBJMid8ZgsyQnaW0R5WAPb3rJ4jQrGC5F/Ric7tiO70OHA6+G5kCCrrj6pQaO6x8DSCxnDPEmPE4poBpo5m7DmBxnaLJKogisV1pMweB8pn+n1nW7qYqIa3RNg+XGGSnXsBG+y1u1fXs/A+REC7SbW972zzERgfm/NJsqCl1GWo3yc1rEmU6L5LfpFkQGjk+8pGPZM985jPzfw8VwWoxU0LipHctMGPwMoP77rvvMr9D/dZYIs8WoWbLJLMW3iu5qiKi0qC3s4ryPQVsRYaK+12WNZjNPHvtt+jLxihS6E2jKadQ7XXz5zm1Vh6G5x57jCdt4F+5gUxkExQ1SluWR1NIrnIHaLEu9Ugg/JKt6oi082Ly8H9BW19wwQW5pougPfleHH2LyPuZT/lIrA9VgCmD7JChE+N/lAVsx6wnaI2oxWTPsRVoM7DqqsCX0OEzyT+TNGUelHiartBYuoIB2QW5ufr0pz+dL5CuD5aQ0VLmbahzFgmOFqgUDw3nHhTTLUpNInSalHDtuuuuuUZdtGjRoDM5akCGlhWw0fCSzVJ8Agf0jDPOyH/mF0TU5YgIjJsr/B4HFGNC22b6s9xXzIOh5wwFTriislQDDvy43sZJIKi0vYUq0RpB02t5o52YQoljkfuf/vSn/P4xz1wCxwyxGVmKw1OKGszQiyR7XDN1VqENoppAJptTXixKVyEOzW1D5cEQxTdTiCZgTOsQ5RM5Nk467UVrIyt2naMPrpEWskDKwBJhRiNErQIYPikuGJM5Ix8MyBBZOs8/igK2ZeWfd4SVXK49juu+4bdNWvV+L8dGi7WBFU3ARJNKRabTDAGCJROv1xJbI3Zsd4X+TH2d4xYqnw1PzaKTKhE584ORN31+k32XBgBZWkbAkpjHCFqDnyA6BD+b01UHfsWkBo9YAcCSIGSRWDcJxdBdkDCUgNFYNAvHW5e6tE2bwShVYA7rMvWE+OUvf/lSFQo+p+SrRltRvY26+HNTnjlGlg7yQy5gwWbKRq437h1twa8iMLGhgfax0uqAFzUJkefEWUdGnGRSI1xH5FzJgEuZNH1vW9BinGxjmDjetE8fUykqpd2LvmyESkYZ2BxMtZKSCN6ER7VM5rbpDNkEWI9MBT/suqjBNsgm1B6pXiS4NuzIYk6oz02OKHZUl2eATboObVy2iOEbitR8nyGaIjjb5pTxhUTGNJnZE30g76csJJJ0fgV2jSg0lfEDuG20ZjFi5NdKm9Befh99M+mOKQxNIUtk6uyigI2F4rEoTtKvSylEfa3vkFufG0cMtKUBH3bYYXleToRnGqEHVsX6SAEBi3QFbUZz8Ef7JHlp9zi2ieZVFSF0FornIj3h3xKvxfFSwAej/ZSg5Mpo1HGuSkIsJWATzaMvKAcjqjEeqcnqL64UvkGfJlXQpq9YLkRvK2BMtPqoSJIAtN3pTI3R925KmlQ3lCwlDCl4cFI/OGGx/qhphX/Hd+WTiiwNVEGLKu7iG6FmambIFJHLVBSwdcb8YQ4mzkqhYs0JbbLVii9KU0RQ41YZp5vq7jJnVHRkNXZ5YPotPfgusMCMeZJJb9qQQYONa4trAwGNcpHvYHoRXhhtpg8iamc+puDKIkQ4nDFymVo+rAajABvVXYTNBMwXFfpPiuIIkSgoNjSIKGkhB0dYMbzLJJmu8xtEY102QXD98X0znACd33PRIVMXG3TdCz4fU4zFawyUpC8a9xS3C6zCArJFgwnzGnnMMu20Dq67UF8IPA6iFnXDKpYAAp1eyDoGwRDg/3WZNCMS9vDQaVKOVkIfqiufVcH18+18BwNjiv2TaOEOeTglJpoef6zvbsA9QKbWImBrNH2HL8jRxxqwYuRZJhHdCBjfJQ5XK8Jqo9JT7pQ2BGJNcNJguDaQjBXVFcmFTSAKRp3mrgi4qqJzLozfK9dxUWYoZGu0EjCQV1HIjpOQqeFxAzuYFBV+VJ0yFRgJkWMqX4QBmypPwwnWE8k3SXlzU1K9OesCnxgACCI0LTdJzErm0mD4Z0UfN4IikMIQLdvtBAt2RqWj9gLm4jm7tBiul6hQ3W1cVOZ3anRVJhWNmSZzcP6F2W6GnxV9u+SqPDBzt5Dx5In6znyNKE+u7gPmkYBhmjC7nHRZecXtSakcHVscffesDs6B7UsBYLrKALQJcPjH7p33KKZ3RC5gq7d9F63ERMqn0D6ceZnrceBglwWMT2cVKmKLfMxlcERgE7iRXTQHbhTWBRpN24k300BkjpiD5holkXWdO5r4ZWqPxYJ3HeTgFM5ZHj7Z7rvv3uj6JIgFD5LT6r8d0yyrE7DOBEORjIcYpzRXwYQ9JrIq8jPLwaoFNGtCxrRR/8AUyzvJurf9gqjZzI2IVeTVdC+hKsQez/IAuj7gMnDWfd8ivcYC60parIPn5JxN2S0Qd7FjnZTlOjJQVuykwYpgfsYR7DQs0EJVDAgmjOaj3WhFAoHqo4EVI4BJkh6wCmmktkLmugQYAg0JYuWTLog3OxInU0HCmKtBs0Sz6HpTCxhIKY0bj16GZxE1JBJjE21ZgVyDpe/lKkChGeFPDq3s5HNwJQ7Z+/jw3WhREmYsRqZMOP/B3xA6N7+poAk+3Fhmh6ZEfemCqj7FFFBZEJW7rkiFpnFnPdURkBndP2MQRKXqqU3ZKwWsQMAmjsXsC876E57whFzIygwANOgPf/jD+UTkouDwUZR1REBWD6fdQfCY3CalInkhAukcuFGEucuIpdjEm5rTr5TmejjT0QwjRIom50AmPvfB9AH43nyyNnsBjLDq1La9JxiaP6zacu7HqpVPk0Qs5nVoM5wqPoQam6oAEyKlQWCbgJkkYFIiWrv4eW1byyLVeghNhkYuJ+bexFFQHPFJSexpwLVxb+TTaFkWpW3aZ2oCBrQSB14poxx1MqOECLVE8pUTHP0Sr9S1g7lrU67xHlGa1UgzOLfPblpu0rgbpwZVgQNMU47jujUB4WWCtK7R5tyCWZalIqSNLDDpKGyOtm7GVAUMaCjOvQtnHouQbKSGHcJwNBXVAnk0sy+YjS4U4NgKR8j4dEy1a2hCHRIFFxsvysBkYEL4jX2ARBm7npxP+oK2nwvgRxOy8vNqgqkLGHDoOd3jqDtMGm0XUxYRaDe0XBvaD00gVYHdQRCYTGzPJnMksEEjqiYiqj7Qvl0FTD2xKhvPDRBdijRl42cNlPcuexbMRMBAHU46QhKvCgSQeZPR5/xLRBIMvombLnlq4nObyIYPISUi74SgR5MxxeNQ9BfLZD5QG6QV2/QIFKGco05brtVKiUTmRPSDUsF95IemGuMwDjMTMFpFdEiIyl3MfBrVgaJDqXxEc6kvEiwJSsLBP2qzwhHvaAZRZaQRjUOcvwpVD9m1SjbzT4qt/U2hSkGDaeCweMr3AsWJaU8pYBaaUpUqDEbLkEMBZyZgILKU0CvvpyPBSjPIe6mFFTUDwXSDdDkbEykxK4lK8JpScZwDgbAJipyquvOrJdKISJht6DcRzI8ImUahudGDihGryDnlOHKa2wJz6KdsOwO2DQgYXnOnXBiOvWJ11ww5+JKceQ6um6wkIS/mhlph/CRF2zIzVAVBApBWi5uo02yp80fyQHEn27o0RdwpF4OhzzaE0igO55LgFP2KmkWWhM9iK6dYaEALtQ07WNon9my6Xou8yvwnwFUETCW5k4DxT0SFfQSM40gT4ZwTWCZz3XXXzQWGr4BxIEfms2iJsjonkHUzwlKgyG/3UKp2wo2CJ6JMASkU45locdpGPRAhgM9KoAhccc5GlRVoCtceuWUDmMprCZihWWtO+ssq0Di0Rl9ELSQ0F42p/UmkogMppTCZapH8nSk3LuT+Veyp9BB9Pv+viDgPtjgQOAWcD/WZvyQJG6NYGk7QI9JmXifN9CijGBmDIIUvO8AU8MsJWPvQJ4DZiDtx9O2a4WPRYBgPao5RXZsfT/27ybpm0IH5DAKAacG10SJxxpjrZIaVv0AQECPhlI54EWW/joabFP3WgeaLw2CKEKSIzhNrsWuiBmsFpsyN1iEtM85P8e8+UCdUIqEhZLIjii1m6oo+jx8yrWnVICcVBQz4LXhsErVMiwRxE76/hUjrY/EO1Vk+CVyNYj2YQLkuVB6pEteWELkGu6zNO9wgvga/AGgyZqwvfFFOsofEFFU1hzJXVLmVxlym2FuxCSwg1xP9HFEerpqHEVv6+aGTmLOy4e6VyBRlehaIo7Iik0WqSJDFr2MqEwvYZa0FTPKvOCKcJombm/eFL4qqYr6r0LyqgZQGUxwXbckbTWv3EFqr6Ehz+D0M2wJC5IyNQ9x7aYhp100hn6iILWhwf/0sOpUPK+b8EqG9gCnqRgHjG0gVpAQnX+2PNqsSMCDQwngRHZ+Nb1bH3VdztFr7mlTJXEfMuDPjoq+453aTDRhiimGKQ0gqYVEqWsf5Hu4jARsAuYDxFlV9J/ZGst/FTcwlOVMP0qC+m1TsmS0+oKEmfrY/T1VbmYSqQSESmJitfcA/LJoQ2jyiSd+AlIqor+sGVajjqhB9qTxYtBZwHJbCLREpJ96jk0xdunx4oNeHFS7OHdugx0YzXcXt4axmTbhdRgCUQSP5jDZFbJ+rdR5bQqRZJWC0BQGTBsHS6BMl0WASnlWjOJuYSN05hKztXIwI0V+K1jk+IA5azF/yyyiOLsXsMbiEbEWjiwNTK2BCW8Xp8gahdu5A9ZUAdXF9eu8QAQkB36rNfkJW4biyj+K2hWCeBWFsw0uvgpxdlYA1ncEvZ4WO3BZYJWqWxQ1Q+6A8VqDvLrsVyHlVUcC0VtdOmPZwpCHkgzBE2W5CQPB0wRAyD7rPFGf5Jk4wIW6bOBwHwofuK1kpAu4rYNITokUlnCKa8tSkPNoMMQbVDH6TPOFcoFI3RN6uHwWs2pseId48K0/0geUgVeD/Y7hdZgG0BcedEMsrpRQwZomvxFfTocSUdplPEWEhSf4apRRB4JomWdt2DGFTKJWJPDt29swKuUwVBYxdmrjDGj+GBuMUKpnItkPfSS58Gw0QzFjqTL0IMs6vd838vTrgYdGm43y1sjPs2lNMcKwC98P1uvbETviQIEv/FTCzNIMGotImTjqU4IywskzH0ZBKs9E+XTdkirz7VD5GGVIKaDWEVxdPVUKRKULRjp1LTZFypEAREp+RYzbjPYja4iIy5YdiZo2OnyhgRaiJETJ1LBBlmkvadTUbaSkf09eM1QFvjP9TN2tBgR1NSLRGEJsyPlOMB60CfllMfs5w7n0XLPEXigJmYGnrjk+5sChgiGt9TIUucL6cQrK8lciUv5cyfB6XUok5PqkYuaY6AStz89Uiae+2zvs4uA+i9HmKJcNviwJ2QTgU01rt9sHUMJvMRN8IDT3FuWiROHeML0SApQeGBNMch6RoglWnq0NVJl7QQyi5CDL2fVvOfO+2pnqOgAxdEP+xRMDsLRNWDdXWakMsGkuCUzUeQbDPHj1SH4KIIrfdSpaBR6ob0g+hMUVshEsZyMOtAzIgDn2R048TFik8tC5mSBxz2RVFirTEaOrp0CJT3zfxPuZnxH2KoFzdPC7rsOOaCYUEzGrDTo1t8F0gVSEipbGi8yy/RlPy8XyWUoujSpMQ+C43TELWRg+00CRGgay9fFbV3o6glqpzCSmwz8jNYq5NdN20j6AJLFz32pFYwI4r/qMsYGwnAmKrkU4SrYRLJFFrA7EAAAzZSURBVMnU9GVXeHhKIsWBaW52sfZXB35gFwq197VpfqBlsTrqmlGVvfrOoI3sC4gbgXWB3U2KuUXChR3Cl+xDd68A2Vlq84GlBMxOpeHDkaxaaTHzI+SwrNyuTMsyZK49REzWSXCT+D4Cjmltji5XZmMtgUDcj6kMviMziVvfBcVhfH1qqHKABJ1/i4aOw+aa+mxgX4NTi7vdQhUB6JispYChyriZvkTK0dm4YYrf5W1jqHTJU5UF5oxQD7EtzCTwN2XX61gamKO0uVGXFkyb8etycjRPRFeKj4gYKVQFQslPKoZpx6gYAMeU/6NKwAyqMsljtTZnxilCZ3HD29CnrSJ5JFMSy5GX2qeHwp8pmgsaQ4OIA3DUmGmOOW3G+eb/qDIMPUCEX8Shj8TDMphKNUTBC8KA6xQU8SFplDrN5H3cDswL0XlXATNQxr1QhwVkgoGEi8ycUv7PZQQsfOF/BTN5VPixdeGLSXMDOflNZknRTNS3PBLOe1WJSHEZ08KNiebSQ1H0lXyUiPR+GztE8iPyX5OdSFLAAtCzWe40KoMP6fqKBE2lH+kQG1uUfSG0nji2koB1TbRGanvxvAPhKLJT/s86juyicByYNahNFqHUwyTYpEFyVIF5HNCiCQdIVNbVIJVvMFdl+Gkk6YpyNp6gcbhFnj67TyTbFioQVQImIhWd4vCLApkn3LQIbWeGKfteqDh1tUYmrWs0Wtbg4zaF7QFh6KKqX1QKWJDEK4IWwzFunbLgRBIIZo1aH9c9E8NuXHy053Fw88cxEfhg0yynEA5mjsY2tqAKBMfvfD/mnsARNKmcYs0V14sZNcq8ymT26UDSHe5z4wiqlDuVFHASman6xTiWv5i9tYBRwSjPhEfeSs9g1VQ8zaMcUNEf3vwU9jBMCgKPpIeq7aiCDigLLVJ51CqxYnUkSbnI9bkP4Bz6QSVwU8J9NcI8atgU7OMK1OZ3agUsSOSFQYtJaG3S9tN8IYwFeSIsBq9l8F2YDppnyOkukxB5Vo4iU6QJaBz+kSx7FeSbaBC9A8WWNt/XfVG7FCXHEVH8VvkuOaqU0XgxkTqAgJ1JVup+OalPSTjYWsDcQE47/4p2osU0ZpSROIPcCVrRJGaxNwQSbaDmqECujFVMKRTBL2QmbWhQXkh8SZQcUahUBuHik4keMT+kaVII2sBtcmNTBmMFLNyQc7pqMVGRhJ7uldQzG1IClRrqtNAkKBsJUAinlEAVmEolrqopiDS5iFeAoycBwVAjDaFTfJfM7TuSQLAVR6Pj7iV8HrTX2OFsTTotO2kxUO5J0fU9DbTZA7wMWX0DRQxo4etUZfaVoTjafl+VcGWeCZoymZ2BaTFuBuGQA+zjRgi65ApFsDRmQq7dxITnRAEbaTEJtK2TXNKNFHxJPhRXAKuivLMJf0zwQyOZfyazX9WJ5Dx+52BeVQNS+KhxI/liV35PnDJJe0HTXnG0gc2zlnmx+YDUXdbygPyoupqoZLE8oYN5FXVLr8jue42HPF7Ka4vOfZv9isaA81xNJSmhkYAFSf1hWIE2JBqkv7wN+BBtN1IYh6rJ0X0hNaFVTh5sHDBWHbq1ixD8SGcQUr5diqSxZDDT22UUeQWOJBNN/rDNtAul952zKWw9Uwf1Svkndc9UiG38Xdv56yAybdKipuogXUHDyLJL3RgRELfOUX4TkfdlCzPbBBXjpCckLBvTMBoLWJDYq4MWM9jzuIl/3BN8BcXe4txQ6QTRWJdN3cdBGoDT3bQzuymwPNRRx215Y8cRf1f2sQQLvq8JPspphEJwwMfryhqRwefX0WQ9sRdZaPrHbef1nBAOPOBtW76vFdxck3sImBSAVIduJbST1ElZzrdKwwCt83ny1jXXjUXSg1n1fUSUhNNhQcn4o0JJg0hfdNnQCwhoz9kWnv0Jbd7QSsDCzbghPBD7smwYjlXavLcNrFyFczkqYbuZYG5uyj2zgT+C0qOc0mUThUmwQDAtio0bykUxJYLThsKjPCSVUAVkTjQkeSyUGywS07dFom17FHrWarEL9rih5QpvPXEsnP+XQcj2DD8ag9NvXkAF5IowJxwgf6NNf4jOaWUcLIYEZqMW+G5KZXJZzBtNzMdCUtRrwPHmW/LXsCaq2K9x+LH9AQQPolTCptwU92EaGIRqT8++7Rs7jbQLH3RsEDL998tOk+2J8uQaxfAhhEv5JDIa6rRHCggeCIf6LFPpYPI47RgWWKbMNH/Md+Vn6lqqgrSF4IE/Jp+VMpqegI955l3e2GdmopSFTvAFPc6xDIZqwy/DSCdMBhp/6DGczDyioXqlOROEDd2alkbdoZWYTd8dAwW9xt/UgTkfovO9BtIRndNTnQUsPJg/h5WHzmMYxeRNfxoCv8pKjfma1NV/Zkl7WpyiqNcwVaNKHZhGfDdOOwZGFB4+pc4j5hGrwrXRZqhOCJXTmj87BkzHjp511xP0mvoaPvjicEN2Dz8m29jQ6ixu9dd1GmAd1AxpiYgO2wR3gu4iDruokPYsbuDFJGJSCGr0E7gmVGopFEyNGWJ3z7jPCXqPFR75Y4jf+/U9V0SRoGheRUoUUwaYom3ndZWhd1OEy2mfNN6ALyYFIyIs7xAnLRM3XNAh77osBIyUrhOLeuJtXf2uIlLNrdbpimy+Q4qToatEtCUBTkLsRIIUO8oyfyJfVBwOuwivDqjTzB/zXLcXAMi4izy15alaiHSHDEQqgBiXZAOoJAI2yo8tDD/atKd6h9EWYBbcZD5JbApJARqkyK5NsfWLDUX5VTSj/J0k6DgHXUuf7L56JcGpm+aoEI5arcTjOpn2KWkyzNCFbfNddUg2eX80PAXjTtFs7Ul/Pw5Ce+URWXD1OMnIvrA7SbFfU+mky/7fZWBB8BMXLFgcTEua6iSqS4LSyIarqBxYSAridTP2DT+h6eTp/K2Nx4r+4wBw0VsUh5f0RdKtHUb1Sryxs8Ixued/DKLvpfibAhKYGi1074jURKdxTnxfFOuDUg3GXdI+dSDYej058pi04zZxwPZAPLTIHLSjiHSA3KBoaus2dcYmSL53SLjAK8MD3DjrKWSRi649LAWUaNCSZcs9VKkK5hL9R0a/K/hfsvNFxB5IaYk6CDBitWISuAuy/2qbmnSZVosl4cA7wrWxZ5fqhBGDbKmcQsg4xGAAiIdY1frWBTQjAcPWQEdGl+kjYOqMVTvhSjVITaQqzlsgqDuiSwGF1IZBfQlGIwwmXDDYnt0FIUO3bu2TeTiEgfOcqhBtSBx2RhGozT6jKw1GFr4KhFj6InWdk4DxJ9U2EwgXn2vroYQLBt0UfiRknBHjAltFl24eRqeZDn1SFYRHBCbS22abbZYpRZnzL13AJ+qC4t6LIkLXqg8SzMsYqpCegIkrWtwitc9VxqACBiPHn5Cpe7TKk2lAxZnqCmaQJqwaja4RlpmRAujTmu9Bx2sUHXLYmV3plbqJO3MA8lwLU0aLdRhcwGCUwtgpWzzip3HGnxarGzneBN6L1lJu+lXrrBtp0BZqpwrZNFfcjItvZ0ZHn6mEA0If4QGp8lyTMBUBg9EX2j8IminBJrEkK5CPg9oeQaXJJDf5Rco0qYIGHdjlPTPVHAnYHIO8xu4pyj9tMDUBixjVLtEXZE+TUn3KwGdXllFcjjPv4yToVCCsSjpSE8yi9Aqul6Ah9cYMPYBys2PfwnUXTF3AYMTCwCUz92iXbABmLOjSUQ0YclYYxYy/JfkZJwRpIkG1meVQlxFcgEnKe/eh3PTBTAQMRl9419HQYTtqJef4x1za0DB3Qsd2EVrNZgzO657TNollzEzAIkYmU/1SY++g3Ur/Q9D9s0cXDn1qzFzAYNRIouFx+3AYrjqz5t55DjZa7+oJ04oSJ2FOCBiMbsjxQdBQONEetMvc6GZhDASzIliAg4dOnLbFnBGwiNEN2icIGr/MQK3/n+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</Swatch>
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