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Prolight Equinox Fusion 150 Spot (Prolight_Equinox Fusion 150 Spot.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Fusion 150 Spot" ShortName="Fsn150Spot" Company="Prolight" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>781fa836-a1bb-48a5-bf9a-8f196471bc20</Thumbnail>
  <History Date="20-11-23" Author="Nic Morris" Comment="Created (note there are 6 rotating gobos in the charts and specifications but 7 in the drawings.  omitted rotating gobo swatches for now)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2f0bd8b4-a1c2-43ba-9ee6-1c98205d9832" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" 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 %.1f%%',0.0~100.0" Dmx="5~250" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="6" Lowlight="5" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="9,10,11,12,13,14,15" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==3" />
      <Else ID="20" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="14~22" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="32~40" WheelPosition="2" Colour="255,128,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="50~58" WheelPosition="3" Colour="0,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="68~76" WheelPosition="4" Colour="0,0,255" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="86~94" WheelPosition="5" Colour="255,255,0" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="104~112" WheelPosition="6" Colour="0,255,255" />
      <Function ID="8" Name="Magenta" Display="'Magenta'" Dmx="122~130" WheelPosition="7" Colour="255,0,255" />
      <Function ID="9" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="5~13" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="Rd/ Org" Display="'Rd/ Org'" Dmx="23~31" WheelPosition="1" Colour="255,0,0" />
      <Function ID="11" Name="Org/ Grn" Display="'Org/ Grn'" Dmx="41~49" WheelPosition="2" Colour="255,128,0" />
      <Function ID="12" Name="Grn/ Blu" Display="'Grn/ Blu'" Dmx="59~67" WheelPosition="3" Colour="0,255,0" />
      <Function ID="13" Name="Blu/ Yel" Display="'Blu/ Yel'" Dmx="77~85" WheelPosition="4" Colour="0,0,255" />
      <Function ID="14" Name="Yel/ Cy" Display="'Yel/ Cy'" Dmx="95~103" WheelPosition="5" Colour="255,255,0" />
      <Function ID="15" Name="Cy/ Mag" Display="'Cy/ Mag'" Dmx="113~121" WheelPosition="6" Colour="0,255,255" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="140~195" Colour="0,0,0" />
      <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="200~255" Colour="0,0,0" />
      <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==3" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>204bc55d-c6d2-41ae-afa0-5dd77a7e0624</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~17" WheelPosition="1">
        <Swatch>fde4dabd-efae-4aff-a9d1-741dd20836c7</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~27" WheelPosition="2">
        <Swatch>fabfa557-42c7-4113-9fe3-971979b66091</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="28~37" WheelPosition="3">
        <Swatch>4813fc4f-3626-43c4-8e78-f0e034d8e476</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="38~47" WheelPosition="4">
        <Swatch>4948497a-3b22-4c89-9422-2b988078bb47</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="48~57" WheelPosition="5">
        <Swatch>1aff563a-da6d-44b8-948d-fd05e2cd2bf1</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="58~67" WheelPosition="6">
        <Swatch>9515a671-6572-4d14-8379-8b341dfdc545</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="68~77" WheelPosition="7">
        <Swatch>688e7f3f-7135-4ee3-a6fa-cda086c4a62b</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>204bc55d-c6d2-41ae-afa0-5dd77a7e0624</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="78~87" WheelPosition="1">
        <Swatch>fde4dabd-efae-4aff-a9d1-741dd20836c7</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="88~97" WheelPosition="2">
        <Swatch>fabfa557-42c7-4113-9fe3-971979b66091</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="98~107" WheelPosition="3">
        <Swatch>4813fc4f-3626-43c4-8e78-f0e034d8e476</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="108~117" WheelPosition="4">
        <Swatch>4948497a-3b22-4c89-9422-2b988078bb47</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="118~127" WheelPosition="5">
        <Swatch>1aff563a-da6d-44b8-948d-fd05e2cd2bf1</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="128~137" WheelPosition="6">
        <Swatch>9515a671-6572-4d14-8379-8b341dfdc545</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="138~147" WheelPosition="7">
        <Swatch>688e7f3f-7135-4ee3-a6fa-cda086c4a62b</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="200~230" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~231" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="200~230" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="199~148" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" 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">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo2Func'==1" />
      <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==2" />
      <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo2Func'==3" />
      <Else ID="19" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>204bc55d-c6d2-41ae-afa0-5dd77a7e0624</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~17" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~27" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="28~37" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="38~47" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="48~57" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="58~67" WheelPosition="6" />
      <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>204bc55d-c6d2-41ae-afa0-5dd77a7e0624</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="68~77" WheelPosition="1" />
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="78~87" WheelPosition="2" />
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="88~97" WheelPosition="3" />
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="98~107" WheelPosition="4" />
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="108~117" WheelPosition="5" />
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="118~127" WheelPosition="6" />
      <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="188~193" />
      <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="188~193" />
      <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="187~128" />
      <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="255~134" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="130~133" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~8" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="255~134" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="130~133" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~8" />
    </Attribute>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Show" Display="'No Show'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="16~75" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="76~135" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="136~195" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="196~255" />
    </Attribute>
    <Attribute ID="Sensitivity" Name="Sensitivity" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Auto" Display="'Auto'" Dmx="0~0" />
      <Function ID="2" Name="Sensitivity" Display="'Sensitivity %.1f%%',0.0~100.0" Dmx="1~255" />
    </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="41~60" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="61~80" />
      <Function ID="4" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="81~100" />
      <Function ID="5" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="101~120" />
      <Function ID="6" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="121~140" />
      <Function ID="7" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="141~160" />
      <Function ID="8" Name="All in Dark On" Display="'All in Dark On'" Dmx="161~180" />
      <Function ID="9" Name="All in Dark Off" Display="'All in Dark Off'" Dmx="181~200" />
      <Function ID="10" Name="Reset" Display="'Reset'" Dmx="241~255" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2" Id="e25b90be-8bcd-42a8-b55d-b3233f380e93">
    <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="3b048377-3636-4662-ac57-8623f9a7c3ab" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="52" />
      <Attribute ID="Sensitivity" ChannelOffset="2" Wheel="26" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14" Id="040a1bec-2a5e-40f2-8be1-e40ec6966491">
    <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="a064ff42-a5e1-46c9-a23b-15da930de0b3" />
    <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="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="8" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="9" Wheel="18" />
      <Attribute ID="Focus" ChannelOffset="10" Wheel="20" />
      <Attribute ID="Frost" ChannelOffset="11" Wheel="21" />
      <Attribute ID="Prism" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18" Id="3c85a222-a37f-4f2b-9f5f-036964afd444">
    <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="5eec6875-32b4-47bb-bb1b-001b76726cf7" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" />
      <Attribute ID="Focus" ChannelOffset="12" Wheel="20" />
      <Attribute ID="Frost" ChannelOffset="13" Wheel="21" />
      <Attribute ID="Prism" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Show" ChannelOffset="16" Wheel="52" />
      <Attribute ID="Sensitivity" ChannelOffset="17" Wheel="26" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:10" Delay="4000" />
      <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="Yellow" Number="4" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Magenta" Number="8" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:1" />
      <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </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>
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b9ukuDJbEZBRz76DAS1rybKv4kNlX1LOXpSXEMLINflWA/eWa2dnnSnPQOLKICCqs3A2Rlp9gvogI2O+SgNxJIe9FQuWAvCewZYKXgmnvYtlP/puViYYDVBB4dNglhEkLQ1tOrME0VD5SQluM0oamC1sa/nwoclQxSImxPZmKHRbRpMCdo9Ma9pBaGxFuaMBEefDPSLGHM2FxtEHKRkpGS6mNUSD9h+gqIsimFOfrAwcjJpeYAOWCAfUdWyMwSm32JgM3O/tkt5VN1eJkn3Cgha0azCaSfYxEIxPo9o59jgabSFWEXN0rJBfKkTD6SZNVSgDZCTbblyxJgiDbh2th3uQwKCXjX7p4e/vCHd7J2K96ZIO2UENqRax2I3cK9v7B5tlLsSQuq9naz9dDHdhhMQYxrLpaFoVCh7hG2tR43gXhdXR2nc8DLMsFNZ8Fnj6Hn6PslLoj82AaOjDCNMAJG7pD2oU1wxKSWRmROyAzZ+XD9hzEBe0jKpwkHLKJuMJZu6QoxtAVf9dSKMT/HQMOUpoDxvuRhm/3xc5DShMX3aPVZHQgxhnWCqGiLRs6MQQqJRk3wKslOu4DNzlvcNuWifvjDHxZHHHFEOXHzRKyTTVcnwbaiDMn2qdHGTlAEPEbA2oK4MeDbs8ds2dJsQyAbIIQUA+aHgC6NKi7Wg23JUP28y6YGU7GQTJ7ffffdy2R1QnJ0EKyaWLwMBaUNbZ1nsDqmRpuD4xqG2kfsxw996ENZ7/F9iAO80VSeWgUxzFi3R8Bd0zPNTmUrlgjv8XTJDhk6qvpBU8B2LDIgbWLfrmybqSF6HuPCd3H8v/Wtby35GTvuutdtO1J7ODAqLLCm1uzq39UHkxjriENrMw1omhibVobBbiJsJI2U0gFSlTchim19bDx0osoMsgXbRts6c9dAhpYK2Kx5SVqBXQ2IdNxxxQZdyechaKuG6RKw2KkdTuyYwhBuwsOnGY8//vi1fv75z39+0OfR1u9617uW/JzXiyOmWkmOlqcXKwDxfvE0xSfYHF12mUXBY43ZuBajYp2mt43DliBgW5OlqnlK/RM0vRh0xrWL5VFOLWSxPqrQdeBBrLR+XmVkINneFDDhEp5eLrlSGi2m/XjG1T0IT9gxeLFtwVB1AzQ5vlksDieXipITe76Xvexly/BLTDgpEvfUk44jQ2Sp5FnVBWxUxeg8hCzGfODRdB14ELPBUltjDkHsXmkFgt7Xb78JBnUM7J86xOfYTfhfWk7FEvsyIQK+hJFQ1oG52tZfg+ZrS/0xNRSHcO56QJaWCFjS9oirJZkdS+NMLWTc/Sbk79rAZovlNKeuy6yjzdC3TeYIGM0VS8B7nm3eKkIjYUDBjnnPuHSaweiqXV0L1ktbek8Al53VBYn2BAEjS+VRdaWAhT3zkuGl180SrFQ+ZcLs9VZCE27UyuI+Y0eOQUwbdW2PbUzXeXZ/brMTJfDbOGkxeJYxj7nvWBvPGtWa14rP3wQbmZBWrd9x1WJGvblKaRCTyAjejEyF7zmv0mCbFwm5x/ve975rWieJizCcY7ERXpA8pQAgOu9QxAoeurZHDzOG2MloTeCQiWKzS3jHlUbgnbUxPbjsbS6+nB5N8cxnPrOXcSrJH8tB0o4p2RJzQmMKUcQ6aLufmDKoYNG6j5QUGm1K0fSwX8gSmTqlLmC9aFbjVIzHmJC5KepWmdbQDs6xyHJXkLXNe3vlK19ZxpfkEAkOQfRK+7hOfRywGqYkEtIS++23X6kVeGUWhokxmQxvW72fWUSuL/bdOfRun43b/4hHPCKFT78GPOF3vOMdyUcRUioIpm0V8zWsJWBJUciY8dclZB6aG7Z1qQnMSS0RglheLObBiJXRAG1GMo0qOb4cYPDz6GLxuT6IeXkOXXZnHRLzwhyEhcZKIQzuueeeZcorB7IiCQJWylQlYElJujaDlpBRr1Zs86b8Py+IR6ioM7Wimv0Ve0DiMwSdNvI3CItiQgMP7lzR4EiJ4TE3hEOkhGxRXRQgi9hi13FaFL5LyAhkAu9+CdReJKCUqXXCBeE69yax3GgXTVd5vHpD3KaYsSolYTtASUlJzL7vfe+L/tyWptjjfwU840MPPbQcQICEHUTamSwmW61nM5DMI+TNx44srEDAhrRQaIY9WrAR2aLB7Hu9YW4rqA/cZnYF2ysWIf7whz9cBuu6Wjp5n2ZpejmsFHQ1zpuil38OaCSaW7ef6swl6Sp2EYdKGMH/W+R9C5m5oeskRyQHtmyeec+uQaY2IWAbpnxoF0WmDnxxmX05ytixd7rASMwK6AnaAS/Pnm616YYztOStD1UvLTlEAu6VvWK7rX7ubxjM9XJ7v29LNbl2jA/hBDGmGEy0e6Z9eYy5LUD7wGGxaA3gSLB/U+ocXLf7y3HEPCPB6wSzZMNkAcsJVlpFDFTGYywaz2tjV9hSxWZyOwnmwnaByEeAUg3mVLgHwxZGWLVTr4NgKnBhYoDfyyVWwjAP5JzERiNyxETpc5gYnmUs79v8s2QBI+U5YIxqnSkw1+b+p8SnuoC2o+BX/kyL7tiKwjDQF2PeYHiLWYma12GrqvfCkOrihcUEjDCyLy1QWlx036D1h3ihqSBk+lmwsVNpRgpYElAKWFIAJDVOUgdtMSXrlafKzmDHybNhMlS0FAnnmLs9VYfpFLi2poCB5HcV0zKZbakWbZrqkXuB7eo9HCQesy22aigzQe/VNRAHZNboBZKS5kvc0TYgYEkEw5xzsu39tBdqx5RGMEKdXlcxtDkhVPmiwP6khZpeNNZDJWBSaNJITbhOlUgxWKQm1KgyI4ROQptAM0cktcfadnYAizSWIG+iK6NSw7rJGixli0RgQ5hjjyQ0zsgCQiOKSS4Wed4Q45pWbbaN0rG62qbbSsL8PqeJifuqDpoAi5ojESMI5IA9jKHM4+8qjevKqNRQarDeIyK6yHpUq4uREok1qZ0KNECXsEwt0EOx3XbbLREwk89WlK6K1RjQvqkdD9vA873Tne40WsCAkLkmB4Op3hpR+3oZAtbbFlPMozm5QhAy847jyz1i2HbL8M/J/XW1f4QJzrCeBDzEWD/VNo/Lc2VKjGXcWugCqzF4dtioHAbM2JTnjmNmNzK/mBZo2JyY6joT+1asn9Th0MrjxTCYtVeUnMWazKmh4yRwh9kQVgT2gui+yUi54aFbXf2QzkWA7SJm2Dw8og16idnaxsIOEmOouhY2VVUoQzFwiNizBLKvCQ1B8n7DvMldCuqmnjmV3ASYa01IGJapmoemEtVnO1kF9bQED/O5z31umfJIadjmgaAJc/NzMO8uNDHouZEiYHaGtgR9DiiAWDKf142GU6/CsuA8b4NACpcIeifEtEoNmNuTLFnAZPXb+FZNaM5BqIy+HqxWL5uFduvK0JswQo7+02ycu9Ig9kbL90FIYgq2Ld5ZrBKJx93VKMV3s7G0gMDCEIObusvRZEcq84BUqbjY3CJXK1lsiKfYVfKlihn114MwOVO3jpwKVb/ZrsM//U29/cFQCFazk5qg6VOZEnKtalzRq9lZU54oN1rAbEG0jxjOmO7NAqYCi301hYxZDw7/S1Jc0BVWWn8xEfE2AWNPoi7lHsgQA+0VIxaod8wtdhFgrQ5kGHM8dR2D71CgzU3QWGP6ItQRU/NtqKqnBTdFoNloMciFct8Xja64oUZ8Y3v1A8YvNmrsu3HBhoBNLCY3xTFAkC1gvCQuK/tqCJeoDbyZZn1hH3g4YnBG198sB7pO5piq7RIOXszhIlxjCl0UiOiP0cbJywEBs+H2xsLEP9BwRaKHHCzaBwndGAdfll9iVbXyhMfTzRVSQV0OyxQ5RBVEyJtNUABIn2NQ8fQ989hRiBn4FQETzOoVMB7JPJmksWZuwM22pRA+lGw2Qo5WamtJNC/IB2og1xVfInzsyDFpLITMmPaifXJDOTH4DNcpoj+Cjv5nAoaw1dsZZN52TKzcipFapVAkg62qhz3sYWWryViLgBg4A/5+nrWRdQhEam3VBZqhjf2RAvErsasmhB14g1OBNhTNFzMb2BX8xwQsiT4aY6dOBQTE2LEvejI0UygCtuJm0lS6v/R5jzIQwiYCmlMdMdgGSe2Y0R0DzTxUwKSWmsRGYL5MfdgYBwrLuKJnZ+LcSoP1oq3v1hQwMTF1X/GhmhD/UgaH5uuQUJPVRQsSpDWZPDcVTv49dbcdmQjJ4VS4Z2m3iumaCgs9FveioafUXnXwKgmZLE4mSg12Vspf5pyomovYsXvia32Fp7IEHrYUEjXetwh4dmI8cqoKHazOKTxhdpetPMdWqZLJTh7JAQ0Z09o8e8zeecCCRsFSwRTTnB04K1nAbDW0zBTBwTokzGP2Fy2Tup0xRBHvpJBSSHdsIE6LWI9theYZc4C7z4l5W1U0nW3EdmwGRA8++ODy96nbGjtIqqwJAjC0ej4V+ttKfzm0NAPpAubhiLJP3cmQVxgTitwHZqsR1Y9Rltsgt2rl8055qrzk1OqpCq5fRiEGE1K1epdMbqZuBJZF9F1DCrBhY5kOPVbHLJBUaBVla8esSEQpYGeGwUXoNUqs0qkFDO2nCZmBIS3Sh7bJtHjElHicViqNRuP0bTmCkbzGGLRUqv9O3hHjQelaHShLAqMpscWYoU3L53TxGQN2q65KiQJGps5c5/zzz/9buEhcjd72AQoN2DpTAVEx1lFZ+mdIMLctF+rB2K6ak9uE+BqHACVFMt02LWPhtWkaYH36XYxJizdlK6tv8SgztGSzRaaQg2YlYmddoLm0zmpCBdI8+s+2IYO79k2yVT01NVG9Ajb1CWW0V8x7HGpPtMW6kBp5nSjdtADmRl9WQNmYwhXDBKoZVCiMp86GIxAxDhsOnM+PdcK2FdKUzXvWCgsTtqtxr7BMLBblvhaJVMpWcYFMrclFnl4kdJi2ulGTu5rApYK2iNkutNDQXF0b9wwDk0ZERzHYQmyfww8/PImFIXAq5mb0AYmyzYzQx54Xy5aqg6BqXW5bjYGNGquj1Ld1Eaet1GEXS/1T/6kELCkGYQXRYoo0x0JXvtjp9tz9oTEqTUBiaLrWDkmgEQgaISPo7MspEuOEuQu2XsLU/C6aqM00EMaJaQ524jy6Z3ch5vG3oJSpuoCJVPYaPmJJUwhYTHuxWTy0oWir1Ws7RpkRzzMybJ+McJPfZ6t1AcNB1kD5WmzyhVTE95ona9BibbZY7IhmoQ3XvUiI3cWcsgjI0v8TML00w+RSab2Nn0yAjixjGBU45GybJgTyxhRA4PmzgZphj7Z26HVgmNJmjHbXxkiP9aLvg0IK90B4aTN2G0O8XmrfZmIQTsHfOr9Osj52zAszouvEk3lAsD2R7Xo6mfKPumvEgu8VMJ6fLjJsiaGQpY95X2PPPSJcJq+psVIErALNwMkweLjyoUNqDVVN2dqqLAVh4F3Sam2tPnmm8ox1smAbe2TegdUYMmKMa7zBuoBh+3W3NJ6BFhsjYLHtEe9rSOV2EyZxjIDVwSEQvI0xF3JBa6doRHEmQWN5WHZqLJUkcq/OcZGQBoudQtKCNczRuoCdGoaTPHv1Li8IHymnX0UFRmKz8hkI1xStlWx1zT5dQ49mprm62LLzQJXXlCOVwI+FJgSGFdAu4uxu36+2QIoocaGSoVOr/1kjYM6WCXYY1dYbruDRcJuHaJwYEwCmUvkxdgKNRoPk2Cy2OPZQm81hO+f5iV1hGQiC2vqmaLNkS4wVctQhpIEdIs+JGCAQ3CyBU8fa5mUKN9XNFMJctY2XHzbHBMrILKj5eHVOETQz1yzvpBPXJGpzBYzBKpfVhK0o99iVNrS1mRLDSz0YgnCJ3sc0LQiKKjKpAqOS7NVRxLQlu4vAiRnFev1PAcHajJDBIrGW99YUMHsnAmJvSyf8IKzSnNykKHosgi5PNxURsK1dU6qAVcLVZi81hasJwVRDV0XbC/69c4F4ggRO7K9PO61ikJ21KnfWEjAnlYaJPq5I0GJiIohobSddNIEoF/tbLIA2YuEQoFnrr9rs85pyhiPhUrbV5uX5XZdwNWF7Ir/VUfwAAA0fSURBVPCaIxvAxpIZIHBiikYfxXoV4bj6abcQI3cdXiRuk8qaUFJSqCKcgtheTriGOAttEJ8Tc2oWvfaREfuESyzr6KOPThauNrhXhEejEjrbKZuKnbjKcXjzBzEB01hdXVU871KD1YiCzB7rwhlnnNHaq0Hi2JYxZRsAnmRTwPCxGM+xrVj5vbBLWyU24eJNTlGtE4OaASEArRe6iis8I1kUqS7CaMEywqtTUWQgqiOP3Wtf6qvuAGgoZ/FUHbc5Rn0NaRogM0ua8i8RsHBR/wqTcEj45/NSPhWF16p04zwRBRxuVNDQq/o97cnb2AtsHdta05bzmVXqh5fEAyQcjHgTLaBatSFvInbqGCEymuX0fqajXywvCvMWrgoi/lpb0ZJtsEhVSKWAidClEQlTV+MV75fbzaCBH0J2mj9s4z9TSbrz9+aDrBLR54SjdlthJca4Tikw8VXfew+EoHBAYqBpBTIr0J5iTl3CZcLnLVwV5EKVs7V1a3Q9qWCH1nv954IWy0ikyz1Gt7GogAWh+UnQFkqTsw6JXw5gSqQeNlVRloVEbIcq1dua6JlMGYupy8C6QBvbJtsSyou00XDaMr7vA2Qm9ouuCg5da1e8gOVA7EhCOQUqfhYpXBW62q4jGSQeCDoKFl1bs+IWtB5E0CpgQSJPC1pM08/FMtpWCDgFjOlFdqmGLrYCrSK4Pe8UEXpQRo+wk8hK2y/7atD2K+YgYKjNOFFdJXCMS4OHWTUZZptMeWhoF2xVqNImk50m27CIhnddjFH2rkIStKa+zpFDITAcO/uzA/t1/bJTwMINfWpqLcYll0rBnsgFz4Y3WnmoPNYqXyYNJZjKtc4sDm2FAKjVbOB3aUUuViZHOabZXhssoD5KsntFNJQLnod2JcAZBzrQXktPlaghpYp2Mi0m3IC1OUS4oPKK9IRvA43HK2TQtx3ZMgQCsVgahjQQxipHgLB19UHNATp6yuTybFGIqkDtVOBl59SVFj3aC3oFbKbFBNC2y/nmGBS2TtH0tgu2MbWNVuKUAlaHYKhEuKF9uGS3LVVHbd89FDlVW1qW6ng04pCEtUDztx1l04Jj+7QXpPYB4FIo9RnMk8b1qqqc5w1aLMZjr4M2JfAoL6Lf2KtoN1JFuedVep/BdjHpDHFB09xq65yTUmhU7Q/kNMf215BXRpfKCKqKeyW5mUkCFiT1O0GLHRT+mdckvQa1ifNqzlGHtAmaMwZDF9QnOvalQlUy5mEL+gp40igEJ7U3FiNcd0ODnaTQVpU4FkdfDYMsSFuveqELQeEmaFCRfSGVMdA6oavlZwQHkYmUP8zpZCKAtHOR0A2xCXkunajnDROLCMj474L4VltUXApFrWFVbyjYiMGrjoDgpWo3gloV7kpr4dmj+rRpNezZWBNkXaTF7qSJYkW2CJxo3WzBIXDOpoBzBsQv0oKJRYaABYn9Q9BiWqssLQfqgcmcp4vPMFZvaFtMab/NWyM4KUfSyYFaHIbPtpUiTWKSpB6oij3KvtHLTIW41lHNgGrsnCFeotZU4P04bZykJhj7mrbk2mPsLto+s2X548lC6h/n9mJSXqyZalakT0LbNjOPIlFbh9WbchRKHUqwcnlotJtIuoELJ6TAo1P5kyJsFgIBUR4nDohoKcZGK8ZO5bUAqnbo1aFZmCnN9qHsMQ4GeyzVDLHAhFwy+6+a+6yzoLMELEju+eFGVXtq8p58yhQasb4MPK6pQGAlh20fQ47ys3WNITpaLIpoDfal7Zng6NDTF4djqxEGQ8iGBom9RyikDmEapE2xxGZxMKGjZWnWPs6a72J/Znat1EN1j/Mzy9+zu8mFzz8nCJm+RHpoJ0f6VDtbkVMcnyLOxXhuY02ALIG+WRgWBLvZY1ZXa4I5Rb7Rd1V2m/4VkuSEDWe+z0HoOrEuVsCC66avRiwGZutmsMeOE6wgUK1DUmbHSkK1p7nPeRMMalcYvui9Qch0sH1ozvvYEcIVQ+sfpYk83D6tZWJQm6vEsPfVz8IG25I+V3hYU0IQuLLZaBXXYVusiIA5aLON9GJVMxnrdqhTj/MhY222KB82nQWQiUPNee6bYEw/TCELleAbpb6hirdArpDpQi142lbpU0FsSHFJ3RZhyDKwm9pdKGJqAasDidI2Lj5ma6uarKSCIIjVNdNS7DHnNQqhELQ6aEzaHW283obBvattZC9mQjhicHhqsICFC/5juFG+MRJ78j6TK2RcdxoLVaVr+ydQeP9V+VgdCIkCqs0tlR2mcnrKI3FisA1bHGJjVW+PlC6BaMuExDUKv9Rzj/pXuH6J7+Zpv7Q754FdKGEvxsY0GUAKtU3saK5z31hhVEff8MVfCzetd/Z7ct5XCRn7o+vYE8Q7eb8+D03/eyuzq2+Z8EBTwFBShAd4U4sAARHhN2yfYmN95zO5d9sdG1a7TayOCgiK7C5Gf3M7VY8pdGGrFjAeWBC8uzke8sYKo1tGz+yxW4V/7p3zPg/EisYOYJTWQxi2w6qlUhdoLaubTdLHLJAr1A26aXRjJSxKwOqwfQpy2gJTGtsJT2BzyDi456r+k51p640Z/TxNWn0gXjXU7qpjqp7k2sGoQtoh942MUqtZI1tCxn6yKvu8YVqAwd9Wyd2ECTEZTS0mjmUSFsW7b8LiSBGwCq5XEY2ovoCt4hg2l8XY1u16ALAEhp0H2MAkAjaLjzGozHZ2DwB2SapnU4Uddt5552w+VCy0IXxBoKfo7DMEQ+w/AVtan3fK2KedORNiYBMc+cNr2CU33tWGyU5VmDVP2Sb80wxO2+u8uKCglr3G4O/ig3VBSwBByKa9wtZbLgHrsi8JX1ezYoRIwWLN6HiNQwLODUgRbFNvXjIWkx7bMctXoihwka431eeKlmMMNCPbuZBoZm81SXWMYCxZSflFo+3sSAtJ4YWaTMHTrqg75kgfeyQBqmy3y8kzpmDac2GKUsjODkK2RTGRkIn+29amai/AeWgKGP4YAc7kok+CWM8tKSGBYVqbZmUOyFXyJEec3dgFwrWFuZv6gycXMJhSyKRheENTCZiQhgRyVUhSAT9s7CGhQxA7MFU1U50/5hlo0aBBsPhWW/+MgZibcMFcBAxqQoZuPdgms8I109W7QR5uLEyWNgdN9gI+Fr79okMWMQFrtjeoIM4nh4p2nlGY0QU213bzEi6Ym4DBTMgclaun5eAOcyg5qrGlfBDvUnhcXRBV53U1Y2Lc/EULWKzBSFuPM+A5TiRcvMVtpra5mpirgMHM8CdkmHLZcbIKhMHDFQciIKLgQ2sDbUFYoE3DWDkdjTnvwpQ6OBdNxOpFkQ3d84knnjjF14pz7TKlt9iGuQsYzEIYepRzmbIi/k1wxW1vuvpIg2BoDBE0BShNARO+EGMbeHxwNtxLjAdWp06j1dC2Mg4Dz81uQtvqp04V5+rDQgQMZje0TxA0dAidWEYRsXTksV1K4DJ+BVGVj6VCPzCarNkDH+uBN7mIQ+TdQ0xoJLHF6yS7JcUnkgVBst2nSP/kYGECVmGWu1Qig9ufTPVpAw+TxjnggAPKPl+Csdia9dMyYjCBhLLJE/N5ilozawQHIbY9Ahsr9XD5RKDc7Dg2cT0ECxcwmLEwcMleH8auRQYztuMzS2aEIY6Eo85bRNNpS8eIiQlNNI1mW7BysHn3ouhjUkwAqu/QMPYaQ7kZg2URMJjd8MNmTYcRlZI5/n3AVsUkNRTYOhUDXUe4o+6BrrfeeiWroUlixK/iUEhEzwM0F+qNwOkcISm556K3xCaWTcAqzLZM+UuFvZP3JWIwayFgYGso7UJ7IWx+16zQqcAOQ40hhGOA7IfFqsADRx/roe30twmh+mePIRz6qbHsAgazQhIlPg8Mgws3l95EDGoxNaOvcbEAKAHDPt10002jJXc+j+cpYa2i3HsMAuRV/tC/J0hCp0JRrNrVIxflJf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Z8px6wYtdsm37dZcEmVTOyIkNMeA4hNAvDTyJ0dlmsHG0CK2kgJRc/hhOt3LpNYZ8C5USi3xykgRogl+W+FEGylLIVtZZQyki0LY+pmnemosQIXNmt9IMiwZabHOwy9tOs8Yr5TkldlqGgULRkKWmDnyvVEQ1KhdReFMuByDBHWkbsvQUQMg0rAdFZqcwbarVBgUOp4hboZU9+8pMX5x9LgxRTdl1zEbND9KjkWgSqFGgG7IIzpc0i2iyYHTRGD+D1xPFj2kAV1yVjKZMEbgvXI654xSsu3pN2dL3rXW+R9/vyl7/cPO5xjys61KxdrEaI8NTSuyL4YCtFLtCZVCqAJDf4PjXwoLK6lu5SVe/Tn/70xREhot1nn349nJ/JcsvVenDHSjQJcAVnNvDZNyDYcu+fvcZ+kpsay5JLkMF/8IMfvDD/niSWro9gEDugI/hnyOaz8m4i702mSKtGheQxaHDjLLu1kOIR+Q1BW6n00Nyf7+iBETiQaLp6ENqG47VBpC2a1Q43A/YK3HlyvrdSyYIRVUfv/aM/0Y1sM9XHHnvseg7qmHKYCEljoXdJbCTO7rXXXosaMKQmyEYQKGucXlbTw8BKitrIJrWJe5WpOViOmlKbEq5ylassln7n0basqdYYCn4iKzY0aCgAZ3BnvVLiEsEmZaelNwiibRcyL0mprVhtg9p+elauhzkPRJJsl5tMP1cJjhr+Ll/IkuRvY0UsmcD/11ZosLZ0wPS8+JCsbV6nVgtSSZuVUsk75n09gLFKNq3+HQncaSfYcr/FnaZ+Cgf79re/fdGKqbBM4emZAjKAVEpauRpBSys5+55WUoGoikJeAsuYX3Blx7UQ3SnPSRsw+DqK/dLsRAQpA3msACyUui6Fmuq3WFtLrmi3TcRtq9atAavMZ86rcEdgJxxK97vMLZjW4Mn7LZIXVGNqP0vBSWc9UuRlK2MwpoZKYtzSainz9KZg/TRP5KhxoFPwb/IOH8sssrCG0jyyEiJFN7dUNmNZRVbk6/qeY/oGgDsjOCg1PI8A7uDQuouXE2zXZiYQNF28KHqaYSq3mMONVnIyFlrbmPgxcHHj8pCC/5YPpZM7lPsbAg+YLEBe5RGn6tQAqWoeIEQcA4NVakYXDAAObUiw5fCScYVFBZARdNGofSIK+iKleiomv5Zglhj+lPcmYPKTOOJjLFhELuAiVq70SwfJ21mOh0CinxOteXcGKaATpbQai4h4XR1c6fzZmXAzXIrDU1ILJjyadY9rdU99g3E5zTWKv5SRXTba+hfHwvA5pIpRJcLlNVJSP/SrMdAFxEL6nCnwsLKszo9vl4vO+Xh1P3fOiGclIc2k8LATnj2sMwOHcGnhC6UE23HuT6qBL6+equ93OPI1Q0k8rZxhQq6LTkztqm6gcbGCJA0oTehpizZZJdKBNFOXlZhiYYEwKzLnbmgsIUeo3Ejxta99bZE9UHUBfN3oVxFjU6vsO5I9po6e6gAubUCwycsjMdKX4ZBKY9SUGOfdNzmYeQ5x7cQbT3kcRqIL2oXt6wsQMeqyIQOk818jVJlS5TW+RiDXTjvttBApWda2qYq+X+k76pNEEtGfMQldHUXmWKQJfHVnOcFYYeKx7iXRO+JHqJ8jZntIgS+5guQCXHqc/1gQLJyQjOk0vSCAch4d+Vvd6laLJ69PW5HSsSSVbiy89a1vra4U5YjnVQc1w3sFICzYc57znGLAIG8q4kSiWECpijYq4G62m1ZqKG5b0ml3seoCgQVFJAo+qzJz0SdJh5aG/CnaauwksrXNkTfSBLl7YKlm1T0YtZOwJ+BqOBWW579FC6Z+pDr36AmRqvHqC6mKZLbTMUZSRsx5n88Upyi3qdBDnFD1TvlSlVqdLtDRSlpaBNlCgEEY9p3TvCZ/R69hPhQO2pT/tE+U/ycISsHaILDKi7wqWKWK71kKHJxjqenFPdIx3gU5T9+BdXVffE+ane82ELiEUx9LCVYFarGnPBa8eToctJpUWLX+t+3rk8PTWiIYPSrXzUoQKbFUbTlNP5/qBwGhtY3wXAIPXZ6ZaGt6sYRZYtuAQHFiYQ6fo0v7oQ99aOWZ9+OOd7zjQg+L95CVVCPnAaFrjgiu1iNY1fJIGCSWptWUfINSgZ8lpDb1oHQEkXI9SuTY1t6O6HwLVQE+v6suSgTGSXbxYrVraoHmAL/T53D4RW+WNufuc0tgsViKhz/84aPq6uVI+XaqUabCefBDS5kX93Bk59GCU/GbVdWPxFKZPhgi0vXF+VvMe2w4EEpzUJEsJWtbUpd/h1w1GxkAq8PfkZbyHVw0BXjHHHNM1d/noIs5z1x5t1Typ2oGwLGo/DDdSMpmuh4QN9gymS7/yOA7TSUYf83yXyqCFGHzCfOJk5VYcGqzcKLUw6o5X/kGCG1g/kv+ASdYlGc51H3jAsWJNswwk29gR3ySSr4EPyH3V/ogdE/9Q+Tg8I4hmO8gDUa6oCPJZ04BP4vTXZrVKvjwfZ0nqxgtdsSQljPk9HDFYEoVC/2RRNQmINvDacLU7m1wiwXb1uePfZcS8oQ2qExVaBhzj6wPyxKnv4ALyLnUqcN6qRXLQb+ZA2MnRPO1YubBfxMqa7d6cZMRk0VIlXc6Xw7+J78yalkcbj6ZQESlhoS96dq1UJyp7W0IaGsTgFPbItjWtX/R5yvwQ+hgeZmvigX1WHmrvFwdDSit1fI0d4XRKlGRbErHEozZtN2TTkWPQBg3mdtAYuiC3+WPmU0hUkvzmiVxV0ScJ6A9fDqSfH+Wf8gog6FpLmCdfd98U9YB2HoQwbpGMNFgXLi8klO4TfxrU7pVF6hoYA1qKjKp8qIbzjTtyPuPcZLHzNSns+V6HQfZMscSdxXtCWCQC/JixFJjiGaXNtQMn8uBLFyFOILTvewbBGg5RnLWb+Tc13qCsT6c6xwcZkp221QYndNdaRQ/Q0xPCotWU3NleWElHdrE3DylMQgQdaOuZhIYM5Sl7W+UHssREpnzmWQRqVzRJiqn8ACNGErSCoFC2kboGhGII+nb4FxjdcmIxPiCYFWhGH2nVBxoDlcbufhZ+WTnNniqLX+WzCHgq3BEU2cUaZ2vkpi2Hkk/142dWjIPkaSw6KnUUs+qWOZYAhKEICUGJAIgPyOtWP5kIFKk+VC+FAE4LtPbbrvtBp/lwVRePjbS7YPvpyiUnkby6AMjMoJgWyFYldRdKm12U7tUXnVGQ3Yvm2tHMREs60YuSBtFUlDPleC4cJZmUaUJO5YOZc4irDxFJWpzUyKE8Hn7PRFUmoZDnQ4rSUVn1gz5pdYEPVJUOQidfkf3+BxaVwmut+9s1Sg1I6cY2TuxebUFK4mmUg9t7f2mNtc8GRGe8LaNrsaizzdjSWLSNy3YY43U+vdtx2KJQY5SVW7eWRW3mIlLJf+mr4TH74oaSRgEbhGrZVM/wZzb+73whS9cPBBdabWRWtjCgvU7BM0p3UA52iocLI2c/q4bLAKiZyEWc8136YvEhkCVQl6yXUJbJaiGkT64yYKaEsFyt4FVdZOGzkuzBNOvHBH8Ke9FyuH7IV9pKZX+UUlipRFotYHY2tch3jfQpQVnx4CqonhaT16yIvJTVZp/OGe4zfeJEAGuQDXlOhBtp4yOEjSQV1RQtFlpN6W0HYzrlEovEfJ5tU23XeB4a9lzyGcSRHPpAzHpiqJcbgIhu21LHn5Yn7UvGZgKbFEd37M4rFKqiJMLiISWk7TmyZf54he/uKhbasMcLeucbT6gKM5y40IJ4d14Mx2mgGXzfeUXlcuUliQuQInEfLXSmAOVCbIYXe39Y6FbSYARK4j5TOlsfteoRDAGo2uDCLCyjJkdC4MEJFFUvrOY5ZB5Vm8Uvxx/jXmWUG5LL+nQ0bAxpVad0h2lE0sBIlguSBRT93KMQAhanZFPKehJQzaeB98XKfltUwbHlSAClvkgO7jueXDTNhhPTpR/2CXrUArGNuYO+pZt67CLRdGmQcUn1xdSpNc2vEM05kIQKfkULKHE7xD4/XTZFrH26TpjIGuQE4zFaCv800LWVq8l18pv4hfNPVKJ7KIyRRdT7W4q/GjRrBm3JXhgS6m/Wsz2GLmorIYIJ0JSOG2oyKHWKC3IsySpoa+NkJA47vnY5/NNAX8sjyjz0qIUfdbJdZFkHrvs9GHoVj3qwCyppcR9bU1fG2YjmNb6lFyAKEOWQGXLbo7XWpJZdijoK1kGLB0lwZ12PtO6pvQTsmBdD99qI07pyUnG7TCGauyG9IMI1tY9rC6KIJjDul5bshxBvPR+cfZpCn4Pf0h+TP1Y9AtEbEg2ZLBuCmRWreB8S9+RU85JTglGoNRP4IaUvqOEtICDhSbk5nP4/RsBdcqUaOBasOR80a6o2QPSVx0seyByTsdeCRQEJ2mSfwgGEay0DPG5pHdKJSd9IbmL7O/zG2SZdDNz4dUyRWF30Ln4W/w3MoIweizBPBxIyqdilUrTm/Oo13mTAQQ2lrw8mFETx2dVxyUKI93kYrVqVhmSsW3/CCPJzlGXQSAl5f2PEYKVLi0MrDYUgJRgIGAjiYzpSXUVqZtVWlg+HMMFRK62Cs60OC4HRZof4+KYYJh3/4jQaFBpYJGW6MgDuomcbf6DMpahcMOVdkfNisMrwiOeSgFFOcHDQ3YpgRXjBOfzaDnccXsaQiyi5VUQLLCbNpZgfNbYa0CiEEm7JiUZRNaCpKMyYqgqH5t8RhDsVwim4LqKYKwEgZT+5b/5PW21Qk4qzdvl8D5xiWOx5MPySc5Il4qx+RJAbR8yl8JSyPdxMzwshrmV+gMRnqPMkskyCNNLYiuLrjcg9ht2gRJfKrOpndeagwXNCx1ZU+fOzShBvlUKz4NLbhoyI3/kji1/RjACSfV+waXEbAnW7FKVALip6cWxhLCCOSG7xnAOhRuiBCbuA94Hy7NkswcoL01GbHlIPlutk+5hyaUA/k1pUF0NFCTmQ1WA2NxGMLD0i2CtDHoCajGydOhHCDa8tDMDa2WNjkPQ+F4lpz+iJLBakrosHohk1H+Ngfr2WnJFWP5KcAOHzuPiNyJkKliOEZlFnnSrtuoHwYQHuG/ZjU2/tZ85Zpx8wEnRgo0Gv4gPM2Q4SElQZdFYsq55YaoJhm7OHuHvOMATyn/XQYUD33PIyCTLu9xtOsLKubAMpf0jS9DTYO5GyXKlkNbrI9iQ5ZHfNlKmWFiwE8b8JeiPFEEN2bXCUkUdzhE7vNOJg/nkl4MPPnjhzA+pMYuQIGaR+B+WqiGbleaQ9xRZKSocQjLpMXJIulTyifhNbe4E8B197wkdPgtYFklAlvzaBhDkUtE6EidMIpjxlEO3RJHKaCvLoSlJvIq+hOD5lEFOOR9D9cAYWF4NEhFUuKFDRmLmcLMl+Y0rHwLOdUowjj/rTxrghJtCnT9AMhVDyJU3eAhoPBA1m1mIlhVhAnL11cT1YDzBaFdjNsJsC/fBhVCWraoUwUqRmyVCXpCPJ3R2MVk/T6WbVFOiwzGnH9W2fSnIU1umJNpDEJcXNz7fz7sEPhFpgCzSdsNYV5KJhy+3GEODHe+RuhICs9qdUtTosXLE7Dz/OgILgh0fDt7moHWHqj4m/9c3rsmN6NNp2gbbuaic+Zod3oiytQRDZBbPQbCk0YkwPemlz7LU04yMsxJYSCvV7lKCzNyEVDT2uaxulGxIKFI7fEoaHUKmLWwU+XRkgR6DWngISrvcjQBOHb9ZsBJ/D1HgcU3l+ICI2i7vHKUdzuYC57d2ez5jnmhTpAJCLVmibesXEVschyTlQqIgcJb8L93oSpfGQmQpQ5AXLCrziQQTYFhOQcGhqFbOMK4OhF/nGMc+6dvsmhy0QjgOt2I+hEQ7iGBjptXweWo37BwDF7u2wZSfk3ZJcXo57SxgDtaKo502Drc59yNLi9cDguQES+u18o5rVbXKnqSdkMxDxoVg6domQ7Ku/D1WXxai1Js5EQvZPxJMPeygbOaYCXm1ZbfRj0LiIbuCDR0znkO5UUowJLRUSUh3bSifQpseXXDKRqf8yVyySTU5UbhoNJWGBDCsrO2n34wAABFwSURBVH/jI6qT42dqPhFYpUBID02UR0xXHDrvowKLmx0JtmGmugda1/Onug99ajDthhWJI5ZoLxxNS1Sf7wa127yU4KamFQ+CGJ899D0tuSovxnRfRyCn0qeUYGnmw3WnqeXLnrSTUif1XfH3yEgpCOECqLSc2ndcAYItOJUSTKq/2mtXxaB/MHY7Iw/hsGtidD57PgetJ92t1lPJqbYtjURulx+hPn/ohlURHHI+TaqykzPGEpY+OIVgwEmPS7jm4LzejYRjOU6JAgKSLigRyv+GhFHajmcCcOn/CGaWZjDrTNqgiSLWewTjUIqoPDFdW8qVdrJIwY8oWUVLlUiJdWtbMmNx4xCLCkJ40kde4FiTwG5DbQKbX0VL1IzBsU/LeWLJkLyn4CPPh7oOrn/esEFOEdmW/C5Zl9J200RoUTnRd+JEnYhjccp/pEVPRI9BBEMkjSDC/XiDmN82gvXNg6CDIVlptKSnzrLVlrIQprtRlidEZk3dwC5djF9TIhdMaRqpbegQDcYR7ojBkkRiIFDaGV5CafIgcqv7dw/yXGfXTAy+GxeBXiZaZSgm7Iq7TkBLr4TujMcOeRd1U568WrByusG7fDE/LxEMsfryZ+rLtMpJzHJyWT5J6XjD+TSqM+MIUCmfttJsPtDQjdcjakdOpp+tIpVm5rU279dGGOVFHhAuR0oyDzDSdD0AChVM0mEMxmZMmlO4tED6SQQqdnjSbh9dMwz4SZ4S3UReiYp5U0EpQuIb0Xri020ZVLlB8khvkhubJtJd3LQS1WfRv+JM+q6GBueoSE9Lns9vm3FRQm2jRF7dYTkUzPAHSxXCKViqrkyKal8PaloMSsB2zZV796G0lFYCh9aJnesIZm+Z4IcxbZM2xCp1OqegH/FvHKZCsxLpE48UIiE9fvKcnFvmOp2CI5dH55G4btuOrw0I46LTjLomE6qU9bsOTz2rWLP1INU8JQ7Jgs7k+7L2aV28ZD4ipZW6sXae5KB6gguS+lOsj7o2UV9fxgJh82pj2peHs680aoIg/qG4T9HifLMfGuMyiWBD9n/0RZFMNUEKzqtUlCWu5Afws8CTzmINGSVJAlD8J+LsmhCI6GmIb1mv+W4sRJqakdyOw9ssP3lZE38nn9aIRFR4h4dP5Qfrw6ckjNZmUfJoEWiLfD05UWRrmyw9xPXJsN4ooJxg1k4FiKP2jJSbHDraUt1+TjBwg9sK8tIbKAp08WlWPl+iXKK2K2JFsiHjJ6Emc0FIThtV3Ly0+7sko1DtOeVtVSn8LGLvmIaWth1wfX+yhPFUPjsPhFjHkaMdcGe9Tuv1CGan0nBRrBujrJgvNLR8Z0xNetxxA2hlQmwBhyhTpYSfD9WwWEvVGLSl0vTmviI/fqNlJyUuCxI3p4KSui/aZcXykQxzgPvRlVWQjkIypUAxYBBFKtMZiaPS3W6hFE4wJ6MINqY7pm/UZQml8t1UVhizwSmtSbkMctGD0s2koGtTCRaUw53PpxUcpElxuUGky/OVliOVrkM1vD74PInuvCczBRdDOik2uGjGGTMgeYkNlqISwbTpqMQbvAn0mITpmI3M+7q+28YUtcGD4cICi6Olnw+YEqZryTAgLicXIGW6zCNQ3ikF5AM9i6Vm46nwvWIBYRsEGwKHicCZDVq8NiBYMHH/Dmb1iPCfTxj6CRLFpIPaHTiAXxL3pM5huWOZJH7jU8XPins7tmFooZwlIY3ISC1utnxfRBtpWalSCTgI9fPqDg0bot/cpyP4khZKjvkUkHdEqhOc9locgTv5P7YpbmpFbB02qKKQZeGHcFxrpzhbPhw5wehVktx+xoewDNGXRGF9N2HIwA6pFsV8OWhgKcE48IKL3FHn7+WRLqscZ77m8DPLYV61Slz14JAVxvQcdIEjL/rUST7n6M0E/IcNJ+41LQQLN/TEYMWURA72xdwIPhA1WZ6tpimCo5/6CRp7hfsxhPZKka9tFautVZMYlkAvKdvKbsgBMQFsqRNMSLynyFvbEIt21/W9aWwkkNw3UoKd1+zPAdcP2S37lugVINk7cKb0g66k2UHNSGefNaL9EEeJhX3ItRhP+JQpgKSSvsnM3l/aqC3dYinmi3HeI2FZ5pxgqW/G8ihc7HuoLP3IyjfKgwmiMovNeo/ZnaMLlH0CdSznmREHtf2glWDhS34h3ASSdP8k3RawDi740O7lMY5/Cso5YndteM7n6hvOovSIbxSXSoQzCzXtY8zn7NfKLurpZRKcp6UrjSzpUFJVNDS5ydzC+l2ZDr6fa+X8aq+Z1WFmgn0EV9p+2Jf21zw3mmBMMZ+itJNYF6QpppTLEA6leAz7oE9JXMvxpe1ysXMmbq3ShvThYMlUt6a9oOl+QrGEpms2bQpWlBVjJVnGdA9L9WSS1XxZFhmBaGwiTtcnlU2QvC3QyDHHxqwZOhssOwkWmPmJqVbMk8avGLLkuVie6imwDKVd1DQeJcRpZaxos4tgCMMXTCEi03bPuhBf06S0pU306d+GNOTy9TyI8ri5yOvhyAf75fC3ItPYCNKFGVrRUrBencP+awqXJlkxF1ttkhRK2zC6vBG3SxgcC1ZN3jMlmNn8XVMKiY8lUdd3auscYnlUm+YbufdBRsLAmL59tdsQx0ep/G0TbMlIikNnRG97eC/BllaMgDa6F4sz7Snj2OYWQxl1Pi+ilCdUiCitITodq3jnvZQ6xfPZ/xFkkbGbjY4t1BsyLyKHwEpliX5JEkhJOC3lfCfgyD7rBbUTDu0+fvNmoC6WgplXvZl3uLjJpTSMppLY0exv1WO5iH6fbzWUZAia11/xw9SG5bvIxb2LarYXzEFvGmq9gHYXey/bQFYRBZJBSrsBg6oP1tXSnroIMHJCTgluWNWO9FUEC0z9drBi2k6GeesZOLF0o3REY5vCLPqME/ykO+LN9hT6bzMqhrTUtynxPiMlmPPjXOfT/EgGIr++rnOR55AZ+KwW/0npTB+hkUYUyFJZCvMd3SJodnxE1j49lxldj8NwouYXh8xoVXeye1M5DbENlrlIMP5Q2/hNVkq0xlLFfb0jDBzRdcOvUjHAV+oa1wlxZ928sZa/JKCw9Yz/dqPz7icBip+xDJagrsFtKhPUb3Vt3moJ1d4vmFG90NdtFRGlDAGEeWoamdsKA0WWjlgEQK8r5UtHgMNcvQNFNcECY/8QLjSPeNLecnQfN4p8oGqhawhb1/QbEZsbw+FWCdFHMPlFhEYQNWRpuM4aOtogRxidekGBDEVbYl8UqHYLgaS7StD0OqYkJt3Bg0VlfU2zbpMe6GxkFSmutnMZgQfgQu0vD52TzyabI3Trvl9sgyiGH8WxH+PjlNC1KUIKzjzH3Qb1co01mpAlJp1Z4T34QPKXylwQhT9kdkR07hGfNKNytJQ3HTulMZc+CL4eUkQrgWTi+7J8E0pwUrj35XW5BYMIFph7crBietLc0XFXqSlbJlEP34J+5UZx7Dm+lsI2HUjimeUZuksuHYu42TdAWLrIUqSmKgXi8NNioKG40VLFl4roGh3A2vr7dAJOH1iqkmDNF2sjGKF76k4dCbQ67XPywJkIg3f6CO//00Ay4cnrwzHbtmGsQindwUKQNvJWLlOPiYZ9ncxt4Nj3EUy437ZrWx7F0vpSglmS22bW8+mkgzR3tI30lJym8qvJ91mS76VxWcjaVu40I5BqX/d+6B+O2komfNAbw0XSvNgvHVeC71IimF5GBEvTKMAZH0suIGpKKLc94Wq5hgxTkc6RVorbMFtau7IXlk7fwY4lOVSN8OFq5q/5HBMhR+5IW4vXuOdj/nDKXkXstQ6Pbfp+sQaaPEWUeYjPv8l7BD3RfUWHfVCqLWznAIssLXupleRjDUlv+V3500gwhYje39LWBv4TCSZfdWhdQ4b7TZnkUwFyxGh5ajTBwpf6Y7ioynmYlvFbyy5BCO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</Swatch>
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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>