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Chauvet Ovation CYC 3 FC (Chauvet_Ovation CYC 3 FC.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Ovation CYC 3 FC" ShortName="OvCYC 3 FC" Company="Chauvet" Version="3">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>0e64edaf-bf33-4a40-be75-00dd4586cca8</Thumbnail>
  <History Date="06-03-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="17-05-22" Author="Nic Morris" Comment="Updated in line with latest charts (Rev 4.  Removes Red Shift and Dim Spd attributes.  Adds control attribute to 16 and 12 channel modes.  Revises mode names to reflect resulting channel counts)" Version="1" />
  <History Date="19-05-22" Author="Nic Morris" Comment="Updated Atlabase mode IDs to rev 4." Version="2" />
  <History Date="26-01-23" Author="Nic Morris" Comment="Created from Chauvet Ovation CYC 1 FC (note separate DMX charts document is missing the 16 channel mode and the 1 and 3Ch mode show the same 3 channels.  Used manual version)" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e940f8ae-b4d3-4b09-a75b-fe463ed39e47" />
  <Control>
    <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="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Lime" Name="Lime" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,255,100" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
    </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="Md Yellow" Display="'Md Yellow'" Dmx="6~13" Colour="255,255,0" />
      <Function ID="3" Name="Lt Yellow" Display="'Lt Yellow'" Dmx="14~21" Colour="255,250,230" />
      <Function ID="4" Name="Amb Yellow" Display="'Amb Yellow'" Dmx="22~28" Colour="255,255,0" />
      <Function ID="5" Name="VLt Amber" Display="'VLt Amber'" Dmx="29~35" Colour="255,100,0" />
      <Function ID="6" Name="Lt Amber" Display="'Lt Amber'" Dmx="36~43" Colour="255,0,0" />
      <Function ID="7" Name="Md Amber" Display="'Md Amber'" Dmx="44~51" Colour="255,100,0" />
      <Function ID="8" Name="Dk Amber" Display="'Dk Amber'" Dmx="52~59" Colour="255,100,0" />
      <Function ID="9" Name="Lt Red" Display="'Lt Red'" Dmx="60~67" Colour="255,100,100" />
      <Function ID="10" Name="Md Red" Display="'Md Red'" Dmx="68~75" Colour="255,0,0" />
      <Function ID="11" Name="NC Pink" Display="'NC Pink'" Dmx="76~83" Colour="255,150,150" />
      <Function ID="12" Name="Md Pink" Display="'Md Pink'" Dmx="84~91" Colour="255,150,150" />
      <Function ID="13" Name="Dk Pink" Display="'Dk Pink'" Dmx="92~99" Colour="255,0,127" />
      <Function ID="14" Name="Md Red Amber" Display="'Md Red Amber'" Dmx="100~107" Colour="255,150,230" />
      <Function ID="15" Name="Dk Red Amber" Display="'Dk Red Amber'" Dmx="108~115" Colour="255,150,230" />
      <Function ID="16" Name="Magenta" Display="'Magenta'" Dmx="116~121" Colour="255,0,127" />
      <Function ID="17" Name="Dk Magenta" Display="'Dk Magenta'" Dmx="122~130" Colour="255,0,255" />
      <Function ID="18" Name="Lt Lavender" Display="'Lt Lavender'" Dmx="131~138" Colour="255,128,255" />
      <Function ID="19" Name="Lt Blue" Display="'Lt Blue'" Dmx="139~146" Colour="220,240,255" />
      <Function ID="20" Name="VLt Blue" Display="'VLt Blue'" Dmx="147~154" Colour="0,0,255" />
      <Function ID="21" Name="Lt Blue 2" Display="'Lt Blue 2'" Dmx="155~162" Colour="0,0,255" />
      <Function ID="22" Name="Blue" Display="'Blue'" Dmx="163~170" Colour="0,0,255" />
      <Function ID="23" Name="Md Blue" Display="'Md Blue'" Dmx="171~178" Colour="0,0,180" />
      <Function ID="24" Name="Dk Blue" Display="'Dk Blue'" Dmx="179~186" Colour="0,128,255" />
      <Function ID="25" Name="Indigo" Display="'Indigo'" Dmx="187~194" Colour="180,0,255" />
      <Function ID="26" Name="VDk Blue" Display="'VDk Blue'" Dmx="195~202" Colour="180,0,255" />
      <Function ID="27" Name="VDk Blue 2" Display="'VDk Blue 2'" Dmx="203~210" Colour="0,0,180" />
      <Function ID="28" Name="Yel Green" Display="'Yel Green'" Dmx="211~218" Colour="180,180,0" />
      <Function ID="29" Name="Green" Display="'Green'" Dmx="219~226" Colour="0,255,0" />
      <Function ID="30" Name="Turquoise" Display="'Turquoise'" Dmx="227~234" Colour="0,255,128" />
      <Function ID="31" Name="Aqua" Display="'Aqua'" Dmx="235~242" Colour="0,255,128" />
      <Function ID="32" Name="Blue Green" Display="'Blue Green'" Dmx="243~250" Colour="128,255,0" />
      <Function ID="33" Name="Open" Display="'Open'" Dmx="251~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="2800K" Display="'2800K'" Dmx="6~25" Colour="255,255,255" />
      <Function ID="3" Name="3000K" Display="'3000K'" Dmx="26~50" Colour="255,255,255" />
      <Function ID="4" Name="3200K" Display="'3200K'" Dmx="51~75" Colour="255,255,255" />
      <Function ID="5" Name="3500K" Display="'3500K'" Dmx="76~100" Colour="255,255,255" />
      <Function ID="6" Name="4000K" Display="'4000K'" Dmx="101~125" Colour="255,255,255" />
      <Function ID="7" Name="4500K" Display="'4500K'" Dmx="126~150" Colour="255,255,255" />
      <Function ID="8" Name="5000K" Display="'5000K'" Dmx="151~175" Colour="255,255,255" />
      <Function ID="9" Name="5600K" Display="'5600K'" Dmx="176~200" Colour="255,255,255" />
      <Function ID="10" Name="6000K" Display="'6000K'" Dmx="201~225" Colour="255,255,255" />
      <Function ID="11" Name="6500K" Display="'6500K'" Dmx="226~250" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="11~60" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="61~110" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="111~160" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="161~210" />
      <Function ID="6" Name="Auto 5 (1-4)" Display="'Auto 5 (1-4)'" Dmx="211~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </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="Reset Dimmer" Display="'Reset Dimmer'" Dmx="8~15" />
      <Function ID="3" Name="Red Shift On" Display="'Red Shift On'" Dmx="16~23" />
      <Function ID="4" Name="Red Shift Off" Display="'Red Shift Off'" Dmx="24~31" />
      <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="32~39" />
      <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="40~47" />
      <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="48~55" />
      <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="56~63" />
      <Function ID="9" Name="Dim Spd Off" Display="'Dim Spd Off'" Dmx="64~71" />
      <Function ID="10" Name="Dim Spd 1 (Fastest)" Display="'Dim Spd 1 (Fastest)'" Dmx="72~79" />
      <Function ID="11" Name="Dim Spd 2" Display="'Dim Spd 2'" Dmx="80~87" />
      <Function ID="12" Name="Dim Spd 3 (Slowest)" Display="'Dim Spd 3 (Slowest)'" Dmx="88~95" />
      <Function ID="13" Name="Colour Macro Cross-Fade Off" Display="'Colour Macro Cross-Fade Off'" Dmx="128~135" />
      <Function ID="14" Name="Colour Macro Cross-Fade Speed 1 (Fastest)" Display="'Colour Macro Cross-Fade Speed 1 (Fastest)'" Dmx="136~143" />
      <Function ID="15" Name="Colour Macro Cross-Fade Speed 2" Display="'Colour Macro Cross-Fade Speed 2'" Dmx="144~151" />
      <Function ID="16" Name="Colour Macro Cross-Fade Speed 3" Display="'Colour Macro Cross-Fade Speed 3'" Dmx="152~159" />
      <Function ID="17" Name="Colour Macro Cross-Fade Speed 4 (Slowest)" Display="'Colour Macro Cross-Fade Speed 4 (Slowest)'" Dmx="160~167" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="33 DMX" Channels="33">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="757f5760-70fa-459f-8612-71be1f021fa4" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="41" />
        <Attribute ID="Lime" Wheel="42" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="33" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="16bit cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="13" ModeLink="16bit cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="23" ModeLink="16bit cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9acd8adf-51b0-4dbb-8b10-fb62ddf35e30" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="41" />
        <Attribute ID="Lime" Wheel="42" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="17" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="12" ModeLink="8bit cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="680d8e65-6225-4fa0-841e-88ca7d79a4f2" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="9,10" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="11,12" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="38" />
      <Attribute ID="CTO" ChannelOffset="15" Wheel="37" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="06f16356-3579-4f70-9566-32fbae6e37f0" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="9,10" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="11,12" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c820ae61-b4b8-433b-86d7-f92e329eb2d7" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="6" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="38" />
      <Attribute ID="CTO" ChannelOffset="9" Wheel="37" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="12" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f0ab3c7f-afe7-45c5-93a2-c9170a77f4a9" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="38" />
      <Attribute ID="CTO" ChannelOffset="10" Wheel="37" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0c821687-9716-4bf0-9f8a-cf1e5c14cb9c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Lime" ChannelOffset="6" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="02450c03-9c53-40aa-afd2-20d43bd8cb5a" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Lime" ChannelOffset="5" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="aaf07362-271c-4d50-b1e7-fc2dd3431c4f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="38" />
      <Attribute ID="CTO" ChannelOffset="3" Wheel="37" />
    </Include>
  </Mode>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2ca6c175-533f-4616-a87d-26cdf9500d50" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="HSV, 3 DMX" Channels="3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5d29bafa-a86f-4b15-a81a-a86d62b3789a" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8bit cell" Channels="5" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Lime" ChannelOffset="5" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="16bit cell" Channels="10" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="7,8" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Lime" ChannelOffset="9,10" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Dimmer">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Red Shift On">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Red Shift Off">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:5" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:6" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:7" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:8" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Off">
      <Set Channel="Control:9" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 1 (Fastest)">
      <Set Channel="Control:10" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 2">
      <Set Channel="Control:11" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 3 (Slowest)">
      <Set Channel="Control:12" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Colour Macro Cross-Fade Off">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Colour Macro Cross-Fade Speed 1 (Fastest)">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Colour Macro Cross-Fade Speed 2">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Colour Macro Cross-Fade Speed 3">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Colour Macro Cross-Fade Speed 4 (Slowest)">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="a31cd4ef-4f1a-4849-802f-0f79d44f3cba">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yg+V4UAepBZtVBivC+jMq58f15dsKLPInwAdoPP96AuPfeez86MDBw08KFC8+6/vrrQwBg1FB+9NFHlU8Z7zGQVq0YkQ5yumOh1kCbRCOujGrvxQWhM2UBZsgXevlODPjpx6qmH9cDZ2879e9IByWV6VqaWinBoByNW5Qr5rlNOWa+CYq3dDMgn0+ts95N8e5ZZDUniaJBoiCDapC/a7ksuQwQhuXOqACywfs3uYPJ5qh4eB+lX36aRjesoKPbVlMuOwYNBQVGyAhGyYgEGDzLZOKa22DzbgfEHdUva17kUwgfoP3w43UKDPRx3Hv22Wf/9qc//eno5s2b1dx8GOgDSwbgySDfZBIu6vmDvYODk7HEAQxFTwZDxl8sAGSRLwCUMjegt53ejkU/TuUNDnhCOwwFlkblr6OOBVaOfcCJgZm34/G4W8Q/X6J0PktjzGabmmfR4KL5FI4XKdRzAUVnXEJONExGmKE4xMcJuDqyo2RlwwVkcGV+b+JYR49QaddmGn3lBRre+ByNHtxG6dEx1SYrFOH9uOwc/NodPMSTAl8j/nLJAPNWFr7yunXrRuv8E5h0+ADthx+vYdx2221tPT09NzFbvvTqq6/uAeDB+/vSSy8p+UIKEunFiCS8YFyvjkUt7dg7EFeLvepgL/IF2iruC7zW5QtJIPGyYh2Uqx17/HiKsboM1lFuDHcBOKNPKZdLZJcLFEC6NQNyIpWkaDhKJh+zWOSOA0X9Y83U0nU2tc04j5JNAxSPNJM9+iJlj6wn6lpETryLHMWWIYRUOjKoIgr1mP2W81Q4fIhKezfR8LoXaWzzSzSyfztl8zmyTYtMPl7AYICH3o7zcdDZ2ZVOBfDuDiSaqu2q6t3wxP8iJhc+QPvhx2kOZsqD3d3dn2dQ/p2rrrqqC4AHUP72t7+trHEiC+iSxETa7GTCq+NKeMF0fLCtklINdiz1MADKaDcGI2WgDxIGllp1L6q1vZp1D2FXtGkL+wKo85+SzYzZzjGjDVMkGqV4Emy5iY8foHx2iEa5k7DCLZToHKTO/vNoytyLKJDsIgrGVcp2JpunYNSh6K7HKb/+EYot/kMqBFqoGDCUG8MOAqC5kxkdpsLeLZTe+Gs6tuF5GsPrXIZKZpjsQJRZOC9O2e1F5N6gjaR3hIb6DysNx5Csx/2v6sZVCR+g/fDjNMRdd911dm9v718PDg5+4Nprr03KTCOYbBTp1nBieGsp1wI0iVosWI9GMvm876XyG5JZAMKQLySRRCrQSRtVDWSNKVfrVLzHqGedGz8fICajchEaO4OroxhriFKhMKUSzRS0gtiSUHffNg2KtM6ntikzqW32+RSfPkhmSyeZAcAXt802mA3z/swoX+M+MtsvINrzGOW2P02h6If4GJhtJUO59A7K7t5C2c2r+O96Gj2yh7IFJPNwBxQM8/6CZMBOZ0MEYX48ORMMAHrL5L7RwD5P9w798OPtEnffffcF06dPv55B+Tevv/76ZoAwrHC/+tWvMAP0uAcYodclFoCsBsZ62c5Go9oAnJdFy18wZbRLit3jNVgzQFmOD5YMW1ytgcl6A3xe5i7b6+eraoEUysrWZoYNSqZSzJR5iSb5syyNDGcozeAdSbXR1MF3U8eMc8mavYRCiSRZqGJnGm5CimlTGX5njPKV3HVWOUrZ8kIKlkepdPhFcra1Ua6QpyyD9ci252jk6BHKAfWxeShIVjSmiDJA2oCuXka1UHxoSvXRqudZLVKp1OrJ3LdGwgdoP/xoMGTS1O7u7k/NmzfvvMsvvzyKYj+wxEFTxmuv+8IbXqsZYiJbWTW7W61ttLaOAyMAUXRkmRJKL8SPbQHIUpSoJuutw9arWf30zkLaUZECKNmSoGgkSmFmzBCj88UCjdgjFIp00LTFl1Bs+lxKzFpE4Y4uCkRTFGR2rc5Q6dZuBiGA1VS6sutXphBf20iGAqMHKDcyRNmD+2lsw300PJah/NhRgoQOv7MViyh5woI6bVfUZP7AdCpPCbhujqG05UYD58gA/XzDX2gwfID2w486gQpxYMkzZsz4k61btw7GYjETTBmTpv785z9XadbQbqVYfEN1IhpgyNUSRCYKvUCQzAIizgssAGmRL2SCVt2rXM3mJu8byk403Cy8UgnF/ksUDARVWU41DRV/D24PFCiCCwMWN7tkUz7Ln0XbKNozm9pnv4NSffMo1T2HeCOyI2hXmb/LTxyWFNLntriytbK3KW3YyJGdZRA+sIPyO9bQ2Nbn6Ni+zZRDR1kYY6YdJCcAhxwkDDyh2KqxAGGgPI7iGBU4dsqVjqD2ZLK1gq/labXYIXyA9sMPTyxbtmxhT0/PDbNmzfqt66+/Xg3yQUdGijWAGQwUACiygJcJ6yx5IntbtfDWpND3rR9PQmQRMGKpf4FFkkdk9hHJ6JNJVMFoJ5JUvKCtzs2o6NBOpV3kJn2U+bNChll5qUClYp7yBjqBMHVOa6eWVBNvbKmKcUPDo8yIk9TUMUC9i36TmmafR1bbVDLiEXKCSNF2FYZSCNzWVFqwU2HLyumhcJk7w9wwlQ7uovT6X1Fmywo6unM9jWZHFfhjYNGyuIOIJFRTlXZuyBNMpfEV94WtqniU1D7LRmWKLVvcGtWvh35fKve7/MADD/guDj/8eC0CdS9mzpx53+LFi39/6dKlSQAd6l2gQhzKd4I1A5Cx6GU7JbwabSOAXE/WkM+ruST0fetFiYQpy+Sp6ETEEgem7D2elzlXY8lVGbNjVbDLBTu5HhANHKaqRWTyhYPUxKAcj6YoGgvRcDanPounplNrx3xqHXwPpabNoGDbdGbLETJD6EDKDMowr7n7h9/YdA9DRejVmOkETwBjQ5Tbs5mG1z1D6d3raXjPFioyg1aEGPMgMmsnw4W2Ewc1j2PuSR1pFTmjFoPWrYSyDV+Dkao38VWGD9B+vK3jvvvu+9OBgYHPX3vttedi1hHY4L7//e8rjzLsZgA+Xb7Qi8dLVBsYayRl2Rv6ttUSTOQ1ABGsWCrFib4MtixgCVDGXH3V/Mj6gGUtm5x3oHG8Peo/U6EdjlXkDkLZBkt5iidilEw0MzB3Vmoko5Mw+LMITZvewyy6nZIzP0DUfzGV4zFmt0gicRNJ7AAW05UtwMYVI0dNfL7mDPiB4TTlD+yksfVP08iWF2l0zwbKDI9QEZ7pUIQZeZSCQHNbrv/Jg7D1vOT6LC71wjtwKrIS34/TbrFD+ADtx9sqUIxozpw5f9nT03PZ/PnzL/jjP/7jINgx7HAY5IP7AoN8MhWUDpTe9Gf5K66McSbZoKzhZa7VQF/2LfUv0C6RMPAa4CjHFQeGPhO2fqx6OnKtbD+9EJM6R7DYsisHmAyoiUSU2jtalZ6LXZiOqZwVJbOJmqb3U3LKAKU6BikSClNgdB2VM3spyGTTtJJKW1bjdGbFT1zkJ4IANGdY5xhI82NU2L+N8nu208iGX1F632ZKH9ypBhTLqrMMMlu2lBxiGxiUtdzidoZbJnQi6aaaQ2Wy1kYBaTrNVewkfID24y0fd99990VTpkz51IwZMz6wbNmyHgY7A7ONYNJU1L+QqaDqDfLJj1fAD0xan0naW+pT/16t0L3FeuIIQvaNdukFicCUwZ4B2Ni3mmG6MuCH7+rFlOqxdxkorNZ2LzhJDQzRrKPRsCpMFE/E1bRP+ZzNC7eHATvZOZuae5dQ84yzKTplkMxwKxkFh4o5BtVoEzm7HqT85kcouuRjvH2S7GLleiHjD/pzyaDC2G4qMhiPrnqGhjauoJFDuymbG+Zj83kGQnxIPmdGdriVS7DHYaAPjFm5MZS/g3SPnFeO8HZA8mTkddjUk57knsn3YrHYkzVv9KsIH6D9eMsFJkxlMP5cX1/fpcyW54A1Q64AGKNsJ8AZ7wF4AlDe0MFTBtLg2ICcAGDr7+8fnwlEthGdV9h0o35m3X0BEJTZUHAsmdEa73Uglfn7vAOT9dh7NWeI2k4RWCl+f9wWpwoTkQt30HWbmpIUjiQoELBUckkWk4eE4hRsmko9CwYpNeMcSk6bS1ZTJzmhiryCsbYiA2AgQAVzDkWy51Bh37NU2L2awr3nUCkaYdqcYbZ8hEYPbKbi3g00tGkl5Q7toPTwXr4eyrBMViRJAWVYxqChWbFxlFX6NTL5pJ2GclcfPw/vuevXyJsRWU3yqRayPZJ4mpqacC9efvDBB7/W0M2eZPgA7cdbIuBR/ru/+7tr5s2bdwMDdB9+RNBnAapPPfWUGugDIIt+qz/K6gxW1uuJFfJDxvx1GHiDTQzrsH8EfqjQe2Vbr9RRTZPWQ2m5vF8pTARgFkscFmHu0JWxSJtr2eK84WXSOiAdl0O4c8Dn0HRLbiadZQUUS45E+PyCKLIfoCzqYBRNCsdaqaV/LrUNvIOSM88mC5l90LxNV3JwL4ahUrjhUTYdkGS+bq3nU8jOUXr70/BnUJaBN7d3BaV3rqKRHWspPXJM1eGAXmIGwmRVrHGwv7m6RaVWc2UOlfHBPcep+DLknI+fv1d/lo4QS3d3t3qPDlu/V/p35ZqJhxtWQb5uowzM3+Plrh/84AevibyB8AHajzM6IF/09PQsXbNmzYeZMYdhg3vyyScVIANAMVefyAES1cAZIY/xeGyFZ7e9vV0xJCR3QKcGCM+cOVOBGmQHVKMDgIJNA6S9TLyafi2sF8eSefnQcchrSXIRQJbynV6w19dNFNV8zfJXnXPRHewDEw2GApRMJaklkeTXIQbjopoaKs/nGUu00dQ551Bq/rso0dVL4Y5ussMRMgKuWU35oAOkNGh446wSM3GwcYuBLVSmAKN0IRemYmg6FUZ/TseeWU7DR45RfuQAFfOu3m4GeeFrKSivQNcR47O75uQO6WQ5w5tOrztXcJ0BsnqnrCfSyBOTfEdcMPhOKpXawdvc/N3vfvdbDV38Vxk+QPtxRgWY8te+9rVPMhh/Zu7cuYs+85nPhGGHg/viiSeeGC/biQWhW+JqZcgJIIIZA5CxoKyllLbE4ByYOMAfgC91jwcGBtQPu9qM1PrxdCYu0gW0Zal9gXVSKQ7b6vUvGk1SaTQMN7djnLXjdTgYoSZmyrF4kCw1yBiisRwz93yaIvEWau9dSC0zzqN473yKTO+nQKqNjGCAnJDh4qgqKmS6vBY4DeMyniQsN+uP8CQwtI8y+9bQyPbVlN23iTJHt1Iuk6NSmdtgWIp9E2oxO66M4YwTY9y/EzVlb9TqgHTwxd/m5mZ1r9CxSkeMQWHuZIvTpk0LQvqSQV8E/qKjbmtrK/L9/gWz5Vv+8z//c/lpuxkNhA/QfpwRce+99/4BA+KNDMTvbG1tDQhg/uIXv6B169aNuxmEBXllBZ3B6uwIP178cAG2mOkZP0iAskxmCgAFKMPhAbYsg0LYD37sEtUcGMLkRL4Q6QKdhySQ6PKFTAvlZfvVBvCqDUjqUQ3Y8b5QyPN1chVb90khQW0d7UqaKGVzlM1kqeAUqKm1l9p6zqKOxe+n0PQ5ZLR0kBHm4wVtssyKD9o1XyjVF0xZUqXdaaJM3t8YFY7upez652ls4zM0tnM5pbHOZnA3IhRmYA7DXmcGXEAGmEK2cE5sc63TrNZxVZNxZL1Mz4XrjNfoaPn9Mb7f7/jIRz6y+Z/+6Z8MAW48LXFHuZWXv3vooYf+jz2R/+41Ch+g/XjTxpe+9KUPzJw585YFCxa867LLLgsDKOG8gEcZgIlqcTKT9UQsU+pP4IeLH58AsAAuAoALnRmMFkxcbHcAVPygRYNEiDSiW9p0UAD4YsF3xRonZUbleDLQ500YkdfVElX0Y9ULvQOSCnr4jvuoHlbAjDn8bGa7+VyeSsyAw4kO6pw5l1K951JT/yIKtU8nI5VkUEYSIAMwnzrkirLhgrFM8yT8FlNNEQNw+cg+Ku3aQCNbVtLwro2UPryTsrkx10FtRikEwzJYM6rZKZS3KFjm/VpuZWV3LqpKpt8Edrda67xAjWssHSPuQaUg1BZ+veD555/PP/DAAzRnzhz174Hv24v8vSu/973vva5suVr4AO3HmyoAytklqeAAACAASURBVD09PdcuXLjwg1deeWUcAAn54uGHH1aACbCTIj+1PMpe/RCf4YcJYEfMmjXrBCaNH64U0AdIY8AIiwCy/BXrG0J3XggA4IcvCSQCzFgkgURsWSJh1CNlegp2NWfGuKZKle2MSmqyo/mVS2U1qSrwP5FIqk4pHI2o7LxMBoktDFShOLVOGaCW3vOpZd67yWjrJmpi8A4GFCgbEUdNOTL+BOKOzbnp13jJK4xSlsz0MGV3bqNj656jzLYVNLZvI3dIo3x8Q5UFtUJh/hpKiEqauMu6XWmkVJnphER0lrMcP9daTwS1/Nvynu/HSFNTUwr3A/dGsisZoF9cvnz5+cKMDxw48Ao/SR3i+3TTt771redq3pjXOXyA9uMNjdtvv72ru7v7Ol5+f+7cubMuv/zyAIrbv/zyy8oSh7rKUg5T5qPzhg7Iwkgl40+AHHqyACPYE2prgNFiXVdXl/qhg5GjQxAbG0IHRxxfgBXAi8E9LGgb9oP9oR1SU1kf7MPnOuhO5I+uxw5P2I6Oz0Ztl4tULqK+sqGSSOIMytF4hCIhiwpFh4olg4aG0xQKJ6h52gJqbe/ja0EUbptJ4f7fITPVjpLKVOYlaPJe0SExACObD7Y6Ne+eMFubWfkw35d9myi75UUa2sKgvH+ncmE4Ns6br1sgzvuRJwyjoifr52CQuJaReGJUUrEdOvmpoVZ51mr3np+Wxnjdt7lDupn/HR268847v8qd++ceeeQRh+/RAX5Kum/NmjX369fys5/97PyaN+QNDB+g/XjdAzOO9Pb23sKPlL99/fXXd0CXxUDfCy+8oDzKAGUMoIHxILygXOvxXh8Uku/pP15ozABLKR4EEIXcoQ8KIappvgj5Lpg82ifJLQhIKPqkpgByDCRWY7+THfjzMmndqeAez1GgbFmmqnsRiUUpwIzVMgJULJRpLMsdViRFidZOap2+hBIdDMzN/RQ2GJ3HXqH04ZfJOLaGjPb3qsQTyA3KTayKyRlu4Xoc2y5QIXeUSnu3U2H3VspuWkUjezZQ+theKuYzDOCWkk1My7XGGW6dODX7dqM6cjW5ytupea1vso47zTXMgv/XunXrvqN/f+3atTfyvb6Dn8RO63yBr0f4AO3H6xJ33333O/v6+m6bN2/eJTfffHMTNF6AMepeIIEENjZVyL0CcPoAX7VH2Wrvq7EqCWFgogFPnTpVLSJbeEFQkk8Q+Aswx2MywBmsWdiaDhJen/KpWuP089Btefq54DwUo2eQjYSDFE9FGJxTqmBRoZhlsMqqgbiWDsgXzJZnXUyxjkGieDvOSE1QTWMFClgJio5spdzWn1G8axY5qV4iZP5FUAifXDmjWKDSkd1U3L6aRl75JR3ZsZoyx45RCU4Py1SV4wKhGMmZuffCTYAx6MROxXuOtc671rXy6vD8tDLG9+YBfuK5af369UeqXc8HHngAZ3LGgTPCB2g/XrPALNY9PT23LViw4KPXXHNNM3zJ0JMxNx/0XrBmyBe6FUr/UQpIVhtE08PLLL32NHmtJ5Doj86yTme7AspSwlNYPoBRd294mXY1B4kek2HOwvLRbrDx49Y4Z9yXG41FKBQMUalsUybLHRzT3Viii6b2zlJJJPHexRTEYF8k7tZVdhuhpogqGyHKW20U6DqfgrufpPSmJyk6+JtUSnSSk2NGnDtC2X3rKbObWfZmSBhbKZNmBs2s2rQCZIUjbhKKIZl9FYBVjXcLFjme++ONetej1uAvr4NUsbarq+tvli9f/r2GL+gZGD5A+3Fag0F5FoPyrfPnz//I5z//+XYAG2Yc+d73vqd0ZZEG9JoROlOs5lTQB+ZqjdLr28t39O/XY2/SAcg2aJ9ozJLRJ+vg8tATIXQXhxeYazkw5H0tXzZCXCC6bRCvMdAHW6C4UEYzORoeyakkk7be+TRl8L2UmvkucqZMpWAszt+1yAi4A32Oe2AGZ9ct4QT5LTPfQnwxBTpK5Gx/hCiUonLHuZTd+zRltj1LRzHgN3aMCphC0AhQMBBlYGZ2jdNHUSTDlUACleL3CqbVnH7HM/4qRUNrXodq4f13gWC2PMr34ttgyxs2bKjKlt9q4QO0H686GJTn9/X1KU35hhtuaMNAGwb6YF0CU4amLDWK6yV0eIHU+3mtR9+JWGo1/Vdnt+K+QBvFjifuC0kggaYsGrYOrt4OpZa+XL3z0UEaQKdQz/UTl5Fy7VrkwJZR/6K1rYUCwRiz5BINDY+p1y1TF1CybwnF+8+maGcfBZtamC1HiIKWmsVEZUlDUbZhizNVMSFVUAgOjRC0cgbZgk0FK8wg7NDwS9+mTP4ByhzeS7nimNsmI0zBkOXq0JgL0DErbS8rVwdOqyym6Mq5EElh/EqtjwbYs97BIXCt+d44fB9Wt7W1/a+3OluuFj5A+3FKcddddy2CfDE4OPihG2+8sQVsE1ryf//3fyudFou3ljKilgbbKMOsFvWSN6oxWvE+CzMWSxwAGQAtdRokxVcq1+nMuVY0whBPbGelxI/jOkOKBVjfwpQvZikcDFN7cwslmpqobDBYI+06w4AdS1HH4CJqnXUhJfrPokDnNLLga1YYytcb9epNm0zlhTNVAXx1pHIFBDGnX6BMTvoYFQ9tp7ENT9Ho7tU0zK/zWFfMk2HF1EBfwAocPw/H9dZZMqMK1Z6N5YQZsbV7U+2pwjvoh+vN92KE/019i59Ybma2fKzuRX8Lhw/QfjQcDMrnMlO+dd68eR+4+uqrmzDIB132X/7lX5S2LJXXhHVODE4nr2tEo21UxxU3hYRouFJHWdiyJC8gpCqd7sCQY1aTVSYbemcBladcLrppx5gJJBByFz52ONKuZIkSijsxHsaT06i9exE1951Nse5BCrV3kMGM3mZmG8BAHYMm5t2TwkSojYza96qAveHWXC6icxk9wKC8i7JbX6SxLS+p+sq5UbdeSRkSkhWiQDhMAcediNWpcr0n0o1rbacDsv4kIzIR3y+H783KlpaWO9auXfvgKV3gt1j4AO1H3bj77rsvYKYM+eJ9V1xxRRLyBVKsn3/++fHaFGCieraaNxp1Lkw0aj+Z/cl2aJdMoKrLF6LvilfZlRECJwxI1pNK6h2znsShZ/bhPaSLVFOcIuEItyFMdrlS6hNMNdJKTaivPGMJNfcuovC0ATIwQBmxlDRhMOhaFbbs+qHdspuuHOxm+hEVqJwZoeL+bZTbu4PZ8rOUPrCVMge3UYGvSwmVlQO8BBnoDUsxbnX+hjnuedbPfTIasjeq2SUrCT5Zvv7f4u8s3bhx49uWLVcLH6D9OClQIY6Z8k2Dg4Pvu+qqq5IY2AMgI5sPyRwYOJMUawkvK5IBHkS1R9vJ2M0aBWR9oFE0ZZl5RN6Lt1pAWcqE6gDqPQ9ve+pFtRRwhMwRKKwex00lUTEuqLTd0XSGRofTqt5yqr2Lps1+P8X6LqTA9FlkJWMKQClsqrRrM+ACp204pOYQwSwm+MOobqlMD+4EzDyVR5gZb1pJI2ufoqEty2ns2EHKlspqPtQQsvuCMaUpG4a4LyoTwsLWBwcNrhOdOOVVrXtUb713IFeearjD3MdPKvevXr36/qo78cMHaD/cuOeeey7p7e29af78+e9hphxnJqNKdj766KPjFeIkZdkLnF5w9n5WLSYCOy9IVnNh6ECIdcKSAcKiKcvgpMtW3fKdYt3T072rzQF4KjKGqQbSjHGmLKVOcWw4L1S6NbfB4c/zGRTmL6o06Jb2Hkok26lpyhwKD/wOBVp7yYxHyYwyuw2VybAgYRiK4KqMO+WRMKiAVGs197UyLFORQTm3cw3ld6yloU2raPTANsqMDZObd2JSgFm6qq+szg+p22UF8I6qzlx2wdoGMLgM2h24PNlRUyu8urJ+Pyt+7hz/fRRPZT/84Q9fmfQFfpuFD9Bv4/jyl7/8IWbKn0cxouuuuy4KTRlWuJ/85CdKvgBzFt9tNftbNYZby/87GadFve/IOgHmUmXSUilIJGnWeC/AWymMM17CU880rHd8b5zQAeG98voiXy5QmX26xBDnUK6Qd+sr8/4jfNxINELJVErNoVdEwXt0IoUshaMdNKV3LjX1LKbmpg4K5PfTWOYwmVaBjEScgZshM2grKUMl1FhuWjcA1GXKjrLQOTjeoX2U27yKhje+QKNbX6LsMX6fL6tKcaoWhtKpKwWOcO4ycEeSvm27KSXqtth0vARS7Xsmoc86452+qyIzwYmxNhwO38ts+T8mvNB+jIcP0G+z+MpXvvLhGTNmLB0cHLzwYx/7WATseM2aNfTQQw+pAT9xNOg+ZUQ9AKs18Ffvfb2odiyd7aLTkDrK4ryQ2Uf0okSiKevSR6NVI+u3F+0DZy0rkC6WilQqI0mkqNaHrQA1peIUioQZSYPK0TCWznEbChSOt1P7wAXU1DWXEtOX8Psu/hVibr4cb7SdAmM/oPKWn1G4ndcHO1XRe9RHLmFi1CJfZ2jPsLrlRqg0dICyO1+msa3MlJkxZw/upUKWOya0CynX4SAFtCcMW85Jl208r46f98kzi3g7ab0ovtcXjs/5PmX4/b+lUqmbVq1adUZm8r3R4QP02yAYlD/S39+/9KyzzrrwiiuuCEmB+8cff1z5lWGR0x/HEY3qvo1GNQZeb1udKUuShtRVFheGsqXxOpEw9Epx3qSWana7yYb+ZID6F+USBhoLDM6OkgyisRhFIxGKRSMqQaRYKFFmDBMHhKi5o5+au+dT86yLKTptEQXirWQHQrwfUyV92MyCC4xt8c4FlNv7Mi8vUKD/fbzflKpUF1LTXvMxC6NUPrqbMhuX08iW52l0G6aJGqICzp+PBDcI9wxucTvtejbSiVZb38i/B6+sxfdmB7/+yvr16//fU7jMfmjhA/RbMDDryL333ntpT0/PZxYsWHDB5ZdfHnrllVfUjCMAZH3CVO/kpjrT9A50SdT7sVdLyKiXpOBNItEDbZDZRwDGAGIwZt0WB/kCBfZ1QJbveoFDP+5EUU2iEfZeLHJnxgAdZIYejaQoHolREJOk8n+5YoaGh/JkhEKUbOuhue98DyW6z6HI9NlkRhO8PqrYLTSRMEC3ZPC+kFfC75wUZfMXULSYp6GNv6C42UzBmRcyQ8/Q6NHtlN32DKW3rKTs3k00lhmlDDN3tCvE+4tyh1AyylRkZLZsVHe2dKI84TWodV10j7m+nfyVpxO+P0f573f46exvHnnkkX0NXWQ/JgwfoN8isWzZshmdnZ3X8A/k9zZt2jTAwGsicQQTpoItI5tPBs10RlVvAK5Rt4U3JmJd1QYT5XhgygLCaKvuU5a0Z3FBSPF8vROYyKPbSKafrrFLm+TpwmXpIWqLRcgKxVQJznwxR+ncCIUDCYo399K0/nMpxUt4ymwKtnSSxW11gpBbKqCmku4MKpZLqtBQsVRW2YMWBvCS3ZQ3z6fg6C7Kb3mCMge30Oi+9ZTev5HGju7l7xRUZiAG/KKBkBrcg8wCcEamYFjlb5Ma8BMKPRmmXGs7/QlElnw+n+aO8LGpU6fesXz58rU1d+DHKYcP0GdwIJuvt7f3i4ODgx9ENh8G9cCUIV0AnDHo551xxMuIvDGZhJFXEzowy1REIl3oljjxDMvM2VLruZae/Krar30X+1Y+YTB1Xo2CRGDq0WiMAgy2WRRSymSV9hxu7qLWgQXUOfddFO2ZQ7EpM8mBU8My1WAekkgs4Kbj1q1QE6nyOgAq6iwHAbJBBtgIg/cQd6RHdlBm6AiNHXyFRseOUQ6V6RyLDCukAH08qxEODKOkjM+GbbmzmvB7w+0BTpI2Gr0m1cYPRMvHgB/fm9W87m+YCPxg8hfZj8mED9BnWFx33XXhOXPmYBqoKz796U9Pw9x8WL7xjW8oOxx8yqIpI+q5LyRqyRPVttH3M9F23hDmJeUyhSkLW5YZL6TtAATY4kRTltKg1ep51GqL/iRw/DXaMp695v4FaKL2hRrsKygNNxgJMyinKBKOqjrJmB0knS2QmWNQTrZT+4w51Ny3hEF5EQU6eshsaiWDgdwMOm4tZTjfUFbDcAFTpVrzy5JrmlCM2nGKZI8yKO/fQOntK2l0x0rKDu1j8Mc9zKu6F2YwptqrlRxS8oVzwvx9x2cqUa4Mp7oEVQ+w5d545QtEoVDIcEeKsp5+MsnrGD5AnwGxdOnSaF9f31UzZ878y1tuuWUhg5iB+slwXjz33HPKeSHZfBMB1+lgxtUAvZ6tTvfQgi3rWX1S2Q7gLJOyApSltrLOlE/VU62Hq1XbJxRBAostoPh+saSmXQrHotQUj1CY2TKG3tzBvrQC1qaObuqYPpdaF/02A/NCMto6yA66+wlYfD0CmLvPcB0TYJ4VuxpmDHHcshvutFGY+WRoF6V3b6Hhl39GmZ0raOzwHsoX3VoZUvjeNKwa81lXjHAnfXicPde6Pt7PqnXMcs/4Pm3ia3Xnli1bfHvcGxA+QL9JAwXuu7q6ru7t7f3ADTfcMB3MEvPm/cd//IeSLsCS4fuVdGWdFXkHzLwJJRKNaMxeX3MtrbcaUAvjFZYsA30y2CfV7cR9AQlBBwuvdatRWcbbFrke4vgQ2cTNJgxRIV+kaDJFLa1hCoYNNTNIKU10ZCRNNrettb2LBhb9FjXNuIjC02aRmWolJxmnYMhQtjcKma4fmSCHBPj/jmK8hu0WvUdrTMuuFL4/TIXNqyi7bSUNbX5GlfLMZ8dU9TqU8zRCYf5R2hWh2mXD6iwqtuSJtOJqr2ttU+09OkXuNAt8jR7h+/G5DRs2bK95QD9e8/AB+k0UsMMxIH920aJFF3/uc5+Lgl0iYQSzjiCrD/KFnq4sj6T631djI6sVtYDcC97SJtGVAchgyjIdlCSQCPACmFFfWfc4yz50ZjeZ8/GCs942kVVwPJfJ5xmgS6oNnW0t6BFoLDNGuWKeLKa7U6fNoLY5F1HTwCUU6JxNlGpmeo36ygaF4I0Lm2qGa8OoTEFluGxcOSj44xKjailYVlNFlfbupuLWNTS67md0dMsqyjMjzxWzhNztQICZOoO9A/3YYXhHOTpH2LF27p7LcCr3Wb+m3s6U780evkb/e9u2bffZjRrG/XhNwwfoNzjuv//+P+vr6/urxYsXv/Oaa64JIcUaA33f+c53lLYMzzJCT0Wuxo69LNnrbKiV/ef9rBYQe/elH1cAT4oS6YN8wpjBWkVHBlMWB4Y+O3e19jdikfNmr+nbyvGRSaiyIsmVZ5tbWhiYUwoE8fmRI/spkZpGU1BfeWo3tcz9CAXbF5ATbyYzxgw+gAIWBrxx5DAtRglPEwwZCSTIKCzbFMCYncVkmNl0OTtMdGgnjax9QVWNG9nxMmVGhqlglxTjVlJHJKaIssHftcqm+nLJZHZvlMdZs8r0cwXnSclXjYwFVLL8ynz+v4zFYp/jf3er6h7Aj9c9fIB+nWPZsmVmc3PzJ3t6eq6YN2/eOZdeemkAkgWKEf3P//yPki8wNRTkC0QtkPWyzEaTECaKiSxyujcaoAzgBRCDmcosIFIYSIBdihIJkOsSTDXGX3sg6/ggX2XL8X0YhtTAKI9P3louwx7n1lEGiMfjSQqilGbQVICKAUEr1EQdnXOouXMuRVNtFHaOUsmxyEo0KxnDCDEABx0KVOQMVcITIoR2eVTlN4ePlTtK5WMHKLNjLY1tXkGZ3Zto7OAeKuWzagjPMDBNVNh1dtiSiacqXiiQV7OQ2KZ6X8kldwsYNShF1Vqvd6bSofI9OtLe3v5PTAL+ZsOGDfm6O/fjDQsfoF+HQOLIV7/61Stnzpz56U996lMLw+GwhUG+devWqQWMGYxTdzB4WXI9q9REP956A3iyz1ratJctIwSUpUqcuC8EmBFSmEiYsr5fbAfNuRrb17c9+Txcq9pJAI1JUBmYAbiFYp7KJbcTCIVD1NTMbN0M8laWGrjLZnMMwAYlU53U0bOI2me8gyIdi6hstZNdOEqRkRcpvX81Ffc8Q9G2LnLMdipZDjNd7mj41pQA0rbjVrDAoCAzYnvsCBX3b6eRNU9RbtsKOsTAXMqNKpnDNiNkBXkZt1u4jS+PF703xs/EGT8fo66cUa/z9ZZ81dkyfw8WueXMlm9ZvXr1T2vuxI83TfgA/RrGbbfd1jE4OPh/N27c+HsMVgFmKvTd736Xdu/erfRkMGU3M614wvcaSQ7xjr7XSzap9bms110W+iSteqegyxciWUinIqwYMgJAGVFrYE+3cjU6QHncXocB0BOTSJS2zW1y4Ak2bVUpLpqMUSwUozK/z2eLlEMqNr9undZL3VPnUqrn3RTu7GWGPJ2MYFQ5NQw+D6sQpQzAtJCj7J5VFGqfS2bfRQz/ISoFDSrDPscgbYb4/EeHKL1rHWU3v0CjW1ZQ7vA+yqTHVPIJwNgyw/zrMtTAX+XMq14P7/lOFLW8zdWcGXIP+H6NMVt+IJlM3vjggw/6FrkzKHyAPs1x1113nd3d3X1Df3//h5YuXdoJCxyzFXrmmWeUTxnuC72WcrVBrVNxW1SLWseQ8B7Dm9qNdcKUAcbiGJESngBngDJKaELGaITl6YzZ6zbxtlWvkCbrBKCExeNvOBCmcDRBsXiCwiFmyoyiQxkGy0xRpWO3TO2jqfPeR6m576dg63SiSDMp8dio1DuGgyLA7TcDvD+TrNZ5FD+6noo7f03BlhlkNPWrYpymmWe2nKbcoS00tPrHNLppJWWO7KR0KaO07CBmI0GBJrIqZUfheS6rzwyqff8mA9q6w6XaeIQsfG9KY2NjTzU1Nd29du1any2foeED9GmIe++99497e3uvnDt37gWf/OQn43BcYIFPGTNaixRQy2sqUQ+IvZ9VcynUimrySC0NG4AnNjiZTFUG2nT5QhWcT6UmtN9VawvAXFh3rbZ6z9lNt3brYIg1D4ONkUiUrJCpZA3Y1UZGHQpFUjS1ewkl+pZQ65zzyWrrJyPRQYFgiFR+CozIhmtKNsCuS7bSkeHGMMthypf6Kdz9birufpZoxy/J7CVKMygXtj9DQ3vXUPbwXsrkh6BTMM5DxkkqW5xp2q41zpZkFFsVONLBeTIDfRN9pktEcp34vh1MJBJfXbly5b2+E+PMDx+gTyGQzTcwMHANg/KfL+L4xCc+EYBsAVDGrCMoSASNWZ/aqJZTwmt7mugHWm2gUI+J9GYvsIslTmpgAIj1gT69BgbYskykKrKD95G7nlYunwNcccx6U2TpTPn4bOA2tyFI4XCiUrUuwPuxKT1aVIkg0VQXdfYuolTvEmqb/Q6i1h4KxZLMjJmFA5gtN0tEHZGbZ5fdusdOZfJTq8jnGOSfRLSZ7MIcsgNraXjLU1Tc+gKN7N9K2WN7mC0XlORhWGGVkKKmzQbq43ztiqwjWX3qQLU93I16lat9poMy3wvIy2v53ty8bt26R2p+2Y8zLnyAbjC+8IUvxBmQr2Ng/ji/nssAY8AG9+Mf/1hJGChGJD7bao+euhVMj1ogdTqjGtNStSY81eEEDIXtY1swZfiEZT+69qtrnbXkjVqODJEuLGQLAiKBb4abgecUUVqU21EsKc05zKCZSibUbNeGZVJJ2fjSDINhisZbaWDRRZSasZiicy4gau5UleTMgDs1lJohxJJzd8G5XHbZszPeqdhkWtwZWGkqjx6k9LaVlN30Uxo5skGVC83ni2qOP9MsU1Rp1qR0a0w3Bd+za4uz1TZqoiikeDvlymBf5d56bvFE4Fzrcz39mp/M9vJTxL93dHTc9eijj6Yn/pfgx5kWPkDXCTDlWbNm3cDL5Z/97Gdnjo2NGXBdSDYfBvr0bL6JvKeI2hayiQf39O83KoUg9NlHZLBPitsLIEuaONgxNGWZfUT2Wc89Uo3F15NkhEWDwQaCpAoIlfLcWZS5HcySw3ZA2eFiiTiFGWzdMp4lyqcLirAmW6fQ1LnMlAcuptC0mRRs7yWT28wbuwXqGWzLAXR8ptpeudbK4iW2Vf0KDCAqDbrAndP+HZTZ8iKN7HqZ0vvXU3HkABVyWSozU8Y26ERcmcJSbXXlEVUW/3jFOFVVzt0/6ZqzUR9wvfeu1nWWAlHcmR7jTvPBKVOm3PHII49sn3CnfpzR4QO0J+67777fmTp16hU9PT0X3n777VMAXJhxBIkjkDAwqzWqxgkgV9NxX0006uCoBdReIARL1XVkAWbxLR9PeQ6OF7v3HufVnIdXipH3SuaArILZUOwyUdFkIHQoGQ1TItxERiSofMz5HOp0MKiGLWrt7KauOe+lxKyLKDR1JhFSriMBMoOmYtoGpIygoyQNQCQy+bBrNbue4xYWUn+ZCZu5NOV276D0pl/RyKanKbtnE+UzacrDQgdANrljMCxyx/qk7RWgbfCaTGQdrHZt9Os33pHxPWIisCoQCHyBCcLjp3RD/Dgjwwdocn3KX//61296xzvesfSTn/xkGwb2kNH305/+VA3yocC9PkhWTXN9rWSKasBfy1KnM2VhxjKTtMgYoufqPuXTBcreNuqdiLtPR2nGLoMvUokXyBexZJxCrREKWVH+vEAZTE6byVAolqK27kFq6T2LkgPvpCAG+1raqMRM2QlaBLkYA3OqBLJRATUcs+z6iG3Mrcevy7C7hctUPLKX7IO7Kf3KChrd8RKD8ivcQYxyBwGZgkGe6XxQDRZSpbiRW8pTuTAmGB/Qo1G2XG1AVNbhnvB9LPJ9+8G0adOuXbFixYFTuhF+nNHxtgXou+6661xmyp/q7u7+wLZt22YyUFmoofxv//Zvqv4FBvqEYXqlh1r2JsTpADdv1LPd6esFgMUSJ5KGgDXOBZoyBvu8A336vl5tZ+OVaNzBPrShUBkcdFRd42g8QU3JJFnMjjETSXaUGTW3M9qcoq4Zc6hz9nsp1nshGQDmVBR1iFy2HCI1QIfuyAHLdWw123UJ7bYNpWcrKYP7HUzcao8MMVveQMMvPsR/Foe+UAAAIABJREFU19Ewg3QuhzoY6NSCFIB8YBqVTL6yKjUKfRmg7UgKSYOgO9E6L1sWu6E+RsD3ah/fs3985ZVX7rSRGunH2zbeVgB99913X9TX13fT4ODg+66++uokNGQM8P3jP/7jeDYfLHEILxDXkzFeLShPVnvWWakweynbKYsM/uHHD+miubl53N4mIe6MejEZ5qifi+7AgD0OICee6XAYySymkjDGMiNEWZOiyT5q7W2mtp4FFO3/EJkd88hhALdDFoWCSA5xXKYcqjgXKrID7GyQN0w+LQtMGOU+zSKVh49QYddeOrrmJ5Te9jyN7d1CxTyKxhlq0DCA2UjMsKsbE+Y0LCpALkN7d0x3Tj91iEpFuRodZK3B0XrXRa6rPPVgYVDO8vvHent7b3v44YfXNXzB/XhLx1seoO+5555LmCXftGDBgvd85jOfiUM/3rFjB33729+mF198kfbt2zfuvqjmE5bXCP1zcS6cbmnDa7vzAoMswowFoMUqJxoz2pdIJBQo6jOQeAGilgaqH7Nue9W+HHemENsZr/lcqrQJekE4ElbTRIVDEd6fqWQOpGSbVoCSHQzMnT3U3jZAxXKGEl1zyWhfQEaYmbVizKgax2w24GrMpuNa5opGpU4F5uHjvwFYfnOjDMwHKL1/Gw2vfo7Gdr1Eowf2kI1BXLDjYFgBu/Irq+taVCVBTZT5RH0N21FDfypzRQF3xStNJ3dSjQKzft8kRFLi61Pm6/XrSCTypbVr1z5Ydyd+vC3jLQnQX/7ylz/ETPnzDMrvuvbaa6OQLlatWqWKEaE6HBYAMqIaY60FutW032ogXQ3Y6zFvb1q0MCvxClf0yBMqw8msJCJniAMDujL+6sfW8xXq+Y6rDeZVW1f5ljsIidnv7LKqqVwu8FKyVaH5EDPleDjA7BczkUDCKFB2JE2AwqaOqTS152xqmX4uhVrmKLANZ7eTsfvXlN2xkpqnLiY7MpPK3LlgymsY2kpGpZA9sLWCr4ZVZhZcItq/m7K7NtDQ6p9Revsayg0doTzaYrrX0WC2HKg4L9yw3JcVXVxNHXX8alR0Z9m2PituhE3rTBn3gp/SNvHn/7B58+a/8yUMP+rFWwagv/KVr3y4v79/6dy5cy+89NJLI9CQUSHum9/8pirbidmhIV/oj/gIMEwBuMlY1ybzuYTOjuW99/v4AetpzIjKI7BasJ3OkjHIBwlDpRhrQH8qsosXVPR1utcZf+HAKBVKat4+hxEzYAVUVl80guJElgLuDLc3nc5TPJZkUJ7NgLyEkl3zKdzJLDk+hRwrofYVKOYoF0xRdMoIje5dTrkdv6BIfCpljSBFbRdMwXQpaCiXhpEfJefYPspuXU2ju1+m3JblNDZ0mHKFMXLQoRlwdoRI6jTr53eqWrJ3/UTA7Ekkwf2ymRT8LJlMXrly5cqtE98NP/w4wwH63nvv/QMG5c8tWbLkgiuvvDIEprx+/XqlJ7/88st05MiR8bKXej0HNT1Rpcoa0oUBhPAzC1tFnC5QrhX6j1sy6wSEvbOkIPAjF1lDQBkLOhi9pnK1QcyJ2u/tNGoNgoq+7TJ5ZqgMwqFAkGLxKMWjYSUVFMsOjWRHKD0yRlYwTp29S6hv8W9QuHsxhdpmEUWSVDIDFVcxM+JiiZlwlEpOK9nF+ZTIMtDu30ShKeupHDmP2TWDGzg0dwJ2PkvFfVspv+XXlN70gqqxnBs7TAWU6OROwYKpupLGzS3llyenkte6FpPZptpAnz7Aqheb4nuWY3Lw7wzMN6xbt85PJvFjUnHGATTqXvT19V07f/78C5gph/gxUXmU165dq6rDiZ1sPA1ZPYqbrmsgGlHpwZKEkc/n1PpgKEDtHTH1fnRkWB2nWuGgWgN3jX4uI/Z6VGrzqllH0HbpOEQ3FrDE+TQ1NY3vS/7qlfCqgWut0Nm8XsFO78zEg4tj4OlDGL076NhEYYzecX9WLJl07GiBcpljVLZMSkybR93v+F1KzryYEj3dFE1GyURxIqT3Gah7X1TJI06Zz9EIKd9yhJlyPjqd4u1nUX7kEA1v/Dml4tOpHE5Qfs9+Gtn1GBW2vcSMeSNlCxlC3Xu1v0CEAd5WYIyBQsNRE0apzMBq7ot612eyWrJ3v54xg8N8v7765JNPftmvieHHqcYZAdCYdaS3t/fqxYsXn/fxj388iKpwmJ9v+fLl43Y418Vgk/w+hMkEVYEct7COaLoCavgsX0l3hm6LbSiJmsGZk+b5azSBpN52Xq1X7G8YuJTZq2U/1VwkXpas71df7x1obKS9wsJxLSAHgZmjQyjk3WmqALBwYLgad0gN0GUx2DfiXj871kpNg+dR+7zfoljvYgp0TaeiFaQidNcQs9ugrSQHdYa2pWxxjtKwHcXELaRjh+I0GuujSGs3FQ5tosz6hyibPkbDe1+i9KGtVIT+zmzZgraskknwz9f1PaMjLpmW+94pIecPQ4cnnW+t61Avag2iyvVDp1q5P6P892G+dnc+++yzvhPDj1cdb0qAxqwjqVTqMkwFtWTJknMuu+yyAKSLxx9/TEkYe/bspiNHjqpRd8Q4MFX8pOLzBchGo5AwYDvDjNEmM9UsA0/qhELyAEpJ2W5taVFe4aNHj42DtEsuG2Ol9dYp7bYiZYj0IlNFAfy8M400chzv62o6sjcq3FKdFxQBVIgb4ScHaMo2AyWKyefyacrsHeNrFqHWVIoSTdzB8caFos3XflgNCgbiHcyWl9CUwfdTfO75ZLR0kcnXG/UyMLt1xHRnP8laFd8yA3TJdlTRe1SCw2CfSiaBzBy1KVAoUm5sH2WPHqTRA1spveF5KnI7yqpeSZiXCAWCRsWBYVZuiToTdV6WI7Oac6eg5I36A3zVbJTez6rpztL5V2Qfh//9LOfO/YvPP//8ozUP6IcfpxBvGoBGNh8z5Stmzpx5xaWXXnoWg6QFO9xTTz2lNGVUi0NBIrA7NfJuHy/UA+appItAcFy+cNmoobaPRmOqChq2AfuDnACABmPGIDr+CnvN590EBoExd6kPfPWAUXRb0ZUlgURfZDqoUxnYayROBmrDnRFEJXiYyqpmK8zkNhbdji4SClMogTrLTeoJ5OhYTjk0HIpSqOtsapo6QM2zLqbYtAEy27oZYOOqqBtmr1aLUakUhwEyOBfKRFEMajrKmKEqvmFw0SiNUPHgXsrtXUf5PStp7MArlBk+wGw55z4xGCE1SWvlRNy/6jqdbH5wL5/u1tA/q75Ol3mqAbS8F0CWvwzKI0wi/os715tfeOGF4VO7M374UT/eUIDmf+zWV7/61c/MmjXr0zt37lzI//BVNt9jjz2mQBn6Mh6fvWU7oSkDUEOYoj4QVGALHiXMFNXXjj96mgqQwVBDIReE4Q9GJtnIyBDFeT0YNH77edSnyNnjDolqo/R6VPtcpAjJ4hOHiAC01FjGOmi5AGfIBo1IEvWi0YEudf0grzADPjpylEKxiJIxCvkSxfhaNjcnKBpPKk5azPE2x/jJwkIFzhnUNv9iSgycR5H+c8lsalX1MqD1osqbidlGLGOczZYxcOdUqsZBcChhO14wjmfnqTx0gPI7N1F+/ZM0vG8VpQ9tolKxrCrUkRF02X2VetGTOffJrPcyZX1QWTR6rM9ms2v439Jfr1279gcNNc4PP15FvO4A/ad/+qfWRRdddFVvb+/lGzZsWMTAZaIY0d///d+P170QO5w+tmKaLktGFhqkCjWIxh9jjjmADQatAMiYsQT7aGlpqcgceaWlAqRFSsBvEZ9lURxnvDzocf26mi/ZG/qovWyr11DW14lXGW3G8cHYdT260Smg6oW0WQcWPaTTUB1e2U37VhJDLk8tiSQl2lNU5NMdy+Tp8IFhZtMOBVt6qeuSj1Oq9yKKzJhJdryZn1LCZDHIGmFD6ciG6TJuKUZkGGUXmPlDS51XmQpKjshS+sgxyu9fT/mNP6f09pWUO3qQcnaWkLxiGXxfVfq2U3lmmfxkuI1qyd6Qe6Db4vREJL5uY9yJ/g+yUB944IFDdQ/ihx+nMV4XgL799tu7uru7P8eg/Af33HPPAAOpiWJEP/jBD9RAH9wXANBqJTul0poa7DMwlRDKVBbHtcAYM8CRkVEaGR2l9o42BYLQkwHUYNL4LkASoIjpp/AZWHepmB/fP1Hjg+z6SL2uIZ/gHHGc8VRrrEMbkGoNbVy+pz8+V3MayGeNRi0PszehBdcnGA5xWyIUCzaprLp8KUfH+LqM5Qrcc0WoecYS6pj7GxTrv4ACXQMMxjEyMNCH+sqVtGtMzme5OIxp+hjsA65XuWyqHGl+DqGiUSSzyJ3twX1k7FhNxQ1PMUC/TOmx/WriVoN3ZkAyMd1azaWKLGJW6ix7z88L2K/W06x3wHo9DAQSSPj1Cr5e961YseKBhm+EH36cxnjNAPrmm29OMuO4Y/78+X9x3XXXTUFK9QsvvEC//OUvlXSB9/qsGjqLcRdS+rBTGcQqlWyKRmJKj8zlc1QcKyjQTiZT1NHZrsAX7g4AIcAY0gFA37YzvK5VyQhYxvXgUlAV8EFheOz7OKNF609O+ZYfsQDe8Vk+nBMcGWJFw7HA3GWE3/vYrLsyZJ06coM+5pNiXHo11KBooeB6qnG+rhwUUlNUhcJhKtso41mgY0ju4G2sZAc1TV1EU+Z+gOIzziOjYyaZ8ahb9N5yZQkj5NZPhhxcwiCcuhbkTqKq9GuHAZnvV4AXPJUc2kXOVmbJDMrF3Sv4aWWEmTuy/3inVkRl9sEaB7Jtqw4S6druebgp1/L65M6zURZd67W+DtdG9y1zp7qL/+3871WrVn3Nz/Lz442O0w7QS5cujZ577rnfvuaaaz7MoGmAKX/jG99QBe6xgNnqYCXh9Qy7iGMqgLZheuW/WX6TYtADAA+P2MpWl6kUn5eBNljkQsxYYZ9zKmU1IYkUGbCQkgzwUrUrSkVVrKfWb9AFyePvRUOWRdizyBoykIS2gTGLS0QAXH+E9kontQYYawK1UwF5Ou7IUOdTQkdRomIprz5AoflYNEJBZsuWSviw+UljhPJF1LZookjcoY4551Gy/xJKTVlA5TYG5lSEQdZQpTyBpTaKFIlxgo9YxqwhDMZlx650CqZbVKicIWPsGJV3r6HirvVU2LKSnENbuCM9oup0FANhNdio9gOm7JBK3Xanh1KFL9SwnyGna0ysFdf6bKLOTa6xDCjzYvM9+wXfvxteeumlVXW/7Icfr2OcVoDGDCSXXnrpznnz5rVjKqgf/ehHKs1aBsy82m69OEnqwFRH5SIdO3aUEsya29td1oxHd+XNZbAMBEy1LqN9F5pvPpcdZ5NSzEf5ZTV505NkUOkYjg/2CcjKgJ8kbsgEqtJB6G3XQXkifdkL2vrfk69FBdDA5tFBMDhDh7dtU1nZIjFTtccIRhVrzfOTRDaTUxa5UDRJTVP6yGqZQU1RfgJZ9BeUb2ZwZkSOBCzFmu2I7U6zZ5GqDqf0ZcO15AFFAbhORRpykHZ9eCuV1j1Fzo5VlN25mq/3CPHdppIZdTsCZtaBSlU491wrHZN7hideh5NX1b1e3tfVttO1ZYQ4dvi+phmY/4O3+fzzzz/vZ/n58aaL0wrQS5Ys+casWbPaH3/8caUvY/YRqbR2KgNgXrCSgZv02KhixYlEXCU4QAIZS4+q+hB64IcIt4bLet3H6OOJLCcfR0B4vCKb5h7RbXEIKUokdZV1lqyDbSN6cjVd1bsf+QyDmWDJquB9pT0YqAtAVw6GmC1bSs8tFB1mr3nKQ75hBh3vnksdnYMUaZlP0XCQYmMr6MixA1Q8spxCDNYBM0VOkM8z4OrK5ErJ5JTciwUJowS2ayLleoxK6SGiXauovOMVKu14gTLMlm34qB3oImHlwgiBKRslVZPZnQ6q/v1uyMNdZSfVEnOqjWVoVrnNLS0tf/uTn/zk/6vfIj/8eGPjtAJ0X1/fB5955hk1szX0XwEvvG6k9rA3dF36RMZk0xg/qgt46hqibCd6MdK3vcy4svcTvuMFYEnBlvn7APZgpdBxcV66TFNrQlj3eCcD7kTnrP+VfRwfjCyoc0L7YTNMpZqZxTMoo6Mq8bXOuGnjBlnU0jmbOmdeSPH+i4ma5zAjDjNYZqiQGSIzalJo+Gc0uuU5ap9yFhU7z1VislmqTLQKYRmDd2DlDMx5i59AsiNE+3aRs+bHVNj1AhX2bSIYVoomJBM4a8KqHKijihSBpdqqAL5TkTAauR6nImvoCSR66CnsHHne7mEG5qU///nPt094I/zw400QpxWg+QfS9MQTT6jkEPwwMDAl7FlmkJ5MeBMIKsdQf/UBt2oDay5onsg+x73NALzKYF9JY90yf5/MPgKfMiQSWPZ0G5u3Il4jzK9e6OegDyhK1qFUr5MsyVRTC4UZnEF1MUvJ0Ch3gAzagUgzRbvmUftFl1C87zwKtc8mCifVbNOOzZDNi1EuMcFtpsNGjDq6D9CBjc9SbuNjFEu0UdHuV/pzGYN0EYe3L5A9cpCcgxspt+FJKm9fTsWhvZQvZlRxItt0B23dGvi2SnRR5+NYhDlaLUelqqgBRdcoY5/Adr3Xrto1nQxg652bxpY3TZky5SsPPfTQP0/6xvjhxxscpxWgUT0O4Oz1lEp9YnE7nKp9TN7XYqrH5QsZPjMqE35WXBPQoMtu/WIlZVSYqbBT0agBgiJhVCt2743JWr9O3oHbUjRVad4l1yVSKmNg0qEgtyEcDVGgkpiDgU34v3P5MpUoQpHmPkr1nktN3YspMn0JWe19rjXOdPdrKo8y2CyfRxGl6SNkxVJUSM6h5o4tNHp4K8X2vEjFGVNdK2OGAfjgDioeWU+5bc9R8eArVGBgLnNngOJGFEww6NouADuVGUdwGih+D0+Go+wavC2AuTyxtlEjGgVn3SJXySyFtvx9TLL65JNP7julg/vhx5sgTitAHz16FBQ5pVdi8y74TKZnmuzAmfcznXG662RbmeiTFAgL+Mr3RDJAO/AZ2gRARoYhQFkHY91KdyqhSy6yvxMGE2FbKzMYF2xemDHn8grggiFTacrhJLfJNJQjZTSbZ7acYcxjJp3opJbBd1LL4g9TZOogUUuHqu5mqBrRhhKQ1UAfUuLLjmtXRMeJQ/L3g8ys05GZ1Dz9PKKxJ+jIhiconphKhWO7ydn9HBX2rVKlPIvqOpoKcFHMSIb3LMftBCvjfdwmF6TtymRUhlN0HSaqESc+2ejhTamudf2q3XcB5Mp6bPjy9OnT//ZHP/rRt07pZvnhx5ssTrfNbqyjo6NTylPKY7owHGGnFb/pCbp0PTDWo9rAWbVsM68lDiEDf5JqDTCGVxlt0gFU1zUbsWxVSzSpdT76gKJqH9pTKFKx7AIapocKBiMUDYbxbcrZBQZmlFCFZNRGye4+apn5TooxYw5NX0hmc5Ma1INSDB1a1cMwXfOdGtMjcivGqYpvAbLVjKglMkPcWYZDlE+3UCgao8zBzZT91f2UGTlExcxRBeS2yst2a5oYdawV4wBb5zrVuo5eqaraNfQ6MTSmrGpiTJs27VtDQ0O3Pvfcc0fqNMEPP864OK0AHY1Gjy1ZskT96GCvk0lLEZJRpzNImcIJUQ2Ya4G1rjV6s/rEr4wQOxXaAbYsbaiWQOJlcd5jT8ZV4HUT6Exf15WVBg57YJTZezxBYYBOwKIc09JjzKRzmSwVimVq715AbT0XUsuS3yVzai8ZMbcanxXAdE6OqskcMI2KndhRGrJtIxUb4AcpwlIAq3wsSDwpFSg0to/KO56j7K4nKDe0hdn7KKX5AUjVZ7bi5LJk7lAxh6B5cmW3iTqvyXxW6xpWewqr/Ntx+J6+1NPTc8fjjz/+cM0D+eHHGR6nFaD5B3UYbHTKlCnKjwyAlAJG3lF2Ya3ioKjFhOsxat0SpwMs1gkAqpNkMEPat0ygKtvpxzhVCaOR0GchkQ7JdYXE3CeKoEl20aZMrqiyJA3M6dfSQ80DCykx62KK9iyiUHMrOYkUmQFTzWINk4QRcCfnwyVCmrShGLObf408EiSVIFvPNjEYmicaOUzOrjWU2/Vryh9YTcXRgwzMad4+oNivZcQV5YbEohgz0/ESduScmLSjX79a70/lM/21x4Gh7iFfu6P8b+vfubP96xUrVow2cu398ONMjtMK0Mxq9ggASgF6LJLUocsdun4oTLoRSxo+E+lCfzwWi5w4M0RXxiJsWXdfnIrbolZ7qrVVl1NcF4Y9XoEPoCwOl0KxROnRSkcSa6bYjCXUNONcap57EQVausnkjkXpvKZDgRCkYEepDmWjkoNXDijwLKFSHGBV1cOwkfPHSMsdwuhRcg69QqXNK6i882UqHF1P+ewRQh0Mh0LKsww9w0J2IFXGBRiUbVUXA6nYQWbSx/X7ic67kY6uGrh7veMC0PzEY/Nnz8Xj8dufgEXIDz/eRnFaAZqBaBdACHWb8SOTyUwFpMW+hpABQ2wjcwRCihA27M2kkxoY+qAbXktRIrzGvpBqjb8I3afcaDSWWOIOnMGPrSQKy6zIF8jsQzlRTKaaVcXpg5apQDkSCStQtBltS8UcHTt2mPKlAAXCzdQxeCED8nso3HcOme1dZMOtwUBsMFsmZtcBq+wO+Bmm65ZwKkkkYMnkpvcFSiYV+MMcs2WreIjKuzZSdsOviLY/R7mDm8mBtEIhV6MOxLgd7uwjmCAKToySOl94MNySoZZK4XbUYF+5Sq3qRp84GmHP3kJFlY77YHNz8z9Fo9E7H3744XxDB/PDj7dYnFaAZgDd0tnZOS4jiN4ML7E4O6TIkP5jFIaLEEkEoQ/26UCtSxhS/wKgDH1ZvjcRgFQb2Kv32XGGR6qeR6mUo0w2Q0U1C0uzqnWRzqR5XYGC/J/JwBrHxK7MUG0kcoBNM2jni8wMgzEKtvdR+8DFlOw5i0L951EomSIb7Q8aqgYGFlMliwCYreMp0LgmjjsgV1ImEGa6Zb4W+Qw5w/vJ2LuZspufp8KulZQ/ukvZCl3VI6QGEhVCq11VBk7Hh/aMik3ROV7jw6hs9SrkC6+EpF9nb+o1vy/xvXyS39/CZPmFmjv2w4+3SZxWgGaW/Aq0XkkKERlCQBo/TjBpLAgBXJ1B4ccK/VpYscgkGOQTZwjkAewPg33VJjs9lagGIN6kCnQIUv8DEBYMBFUSyIEDR6hQKimDWUtTiuLRiCqLCofGSDanJjnFdomOmTRl5iWUnPV+Ck+dRZTsICMcUtIF7kQwwNcgUGHopqNmOTEc18eNQNH7csWhoWZDCfD13b+b7B1rqPDyE5Tdv5nsod3kcEdQNAPkWCHXhAHxw3CniFKuZad6uYtGr99k9OaTs0CdcUAWKaNUKg3xvfzmM888c5NfQc4PP47HaQXoQ4cOrcYPcPv27YrVAkB125o+MarUJ9YlhePTTuXHPwMogy2LfCHzDVZjvJNJGKm1rXdfMrO1zuDdwU8w+BwFrSAFggFqbkpSOBRQ1YxHMjkqY2JUXoLxVuqY+W5Kdl9Isa5FFGjvJyfBHUvUUkWPUKTeEW05KODrTqZqV3zGitParoUOySbO6CEq7dtAxa0vUWHLr6l4hEE6PUQlJOBAbglFSRnvKrKFe0qSuEPjJfEnE40+keiM2SthyGtcP+68y9Fo9HH+N3LDo48++sqkGuOHH2+TOK0A/fWvfz3/ne98p7x//34LtZnPPvts6unpGfcd40cKcAXLRghIC+hJSrikNouMAbbc2to67qX2ShjC2E81oaReIgzaiFoXCLB6tCeXy6ta1PF4jM8lrmSDQqGsKsblcqNkBcMUnXaWql/d3r+EaPZHKRJuI5OBE/5jJ4Ki95hY1SQbd4DBWbknbPevKlakeKThpkmbSP9gVnxoBzm7NlB65RNU3vUSFYf3UAG3kPdrKM+yQvBKijXCdEFeQfyJ2rpDjQHuROv0z7yfVxsQ5vt6gO/1P/N1vXPlypW+tuyHH3XitNeD5h9jpqOjI4k5BVE4af78+TQ4OKgAWFgxQBpZe9CekRquD/7JDx3MGaxZt+N5ayp7BxK9r08l5DhoKzoI1K/G6xCzYygAaFMy2cRsOUKFUpHbn1XAapsRirbPoda22RRsnkatoQIdPbKHgqUshZ08lflcAc4UMf//9q4+NoozvT8z+73+WNtrG2yDifkIHASSu8sVVb220eWkky53/1SqdG2jtn/kVKknRa3uEq4JSUS5JMrlklRVL5dKORUpFScaEMclwBlok8OBXGJSMOYjGDAYg4358Od6vTs7H31/78y7eRl2vTaxiSnvT1otOzM7OzOLf/Ps8/ye38MtPYNelAzlhIOCHe+IdsdswxCOTxTJTZAz2kdm71GyLp2kdDdIuZ/s9DAvNlqhct6aHeQ9KZZbOQSpe7lp3Di8lpUptVvfCinL8OvTJamcyaLltoaGhnXsBq5yywoKU8SMEzQjt8H6+voKENnw8DB9+OGHnPCWLVvGyVYU+YQmGX/kiFIRZYs/cKGLBrBMpDzcGYPWTZrqybrQiiJfGwOh2Tyna+eHunoaarYPKDBgfA8VRiQS49vnWLQ8OpZCGEzBsiaqXnAfVSz8KoUYQVO0lowMi2snuqjGuEypa2eoauAApaoWkBVw1REgekP32qQtHjrz/WLKtW1ArzxM1pWzlO39lDKn9pPTf5zMiRR7f4xsDaQX5YfOPTY4FVtc7+zqlR23uCci2ltUE05HLudvJBHfDSNlqHp+wW7UP1W5ZQWF6WPGCZoRaG8ymVwkZG+IQg8ePMjz0g8//DDPIwtvDPwxi7mBYtKKUGIAsiQP6QV5nYxSXYDysnw+GcoKx3LVFdzBDtI4Rsq2QTojYrQ/l6EZJBChjB0iE1PAh1I85o3WLqKalQ9xg6LY/JWMlOtZ1FvBrTU1c5xF11kaD2qUtK9ROvV7unb+AFU0r6VcaDkfrwWxHHTHOYMiClVTAAAUh0lEQVTcaS8hiwITML7v5a5xZs/HlLl4jG2b4657gVDYzSuDnN1Kn3euTj4wtsRcRXHqnuLDn9qYDIX0yIUm3wj45XH4RcS+1xz7nvY1NTX9aPv27SdKfqiCgkJRzDhBp9PpLhZBf12u1OMPFznp999/n1avXs3z0oD440cxEfK8ixcvckJHdC0GroIQvC6ykp2FcuQs56T90bbb0GLwSNnKmZzksF2cFyDLucYN6Yd0doJMI8N2FqVgvJ7qFv0RRVm0HFv4ZQrXLSUtXEV6MOwO5+Lngg6+MjJzUQpYQUrH11BFTR9d6T1FNRc/ILOlgSaiNRSDNSfn2RHKjl8l80IH2b1wjTtLEyOXSDPS3B7UxoQTPehqk4UrUb7gVxzFuvNKbTuVdYWiZTyi0Wh3dXX1v+zevfvn9ueR0ygoKOQx4wSdSqU67rnnnrxZv/zH3NPTA8c7euihh2jBggV5TTTUHUuWLHEtNhl5Ij+N6dtCB41IHISNSBf/LkYqsncDIBOz8MBwi3wZMviIrABFGPljhiEmkljIP2d1So+Os2OZoHBZkqINK6lu9Tcp3LyKYskVpMUqeMktEMLFc5s5HO5VESDecJfT3SJdTKNxYz5V1SyjqpF+Gjx7gBK1KykT/jrlRnqJhk6R0f0BGZcPk3nlPNdT8xtD0PXCQBs30i7E20Y87bJTipo/PyEXatTxSyElJUaGrdvFouUf7tq163yJQ1NQUJgmZpygR0dHf1dXV8dJFwVA+Q8e5Ip8MyZ7r127lpqbm/k6TAABOUOtgYklmDeI/DWWi0gYzyBY7FfsT8BPzCJyFt2HwjlP5LZx86jkLeAhTraw4UyPwX/ZZhxZRvHG1VS78H5K3PvHFKpbRnp1Ey/wad4cqAAjT/SQ2J4kDjzKM6y891rj8/rMEDvOOFHWXEHVDQN0pusTip7YQXq8nUYudjKC7qbcBAaqYvpJOe8edM2N2LmC6bFDTfO0y+5gVX9OeaajY0BOK4lnMflaKG0YPmXf0Uutra2bJj0ABQWFz4UZJ+j169d3dHZ2ciKVtcRycQ+EieIhyHP58uX8+fTp0/m8NIvI8ub/Ior2rCWL/uwWwHrhyQFCFw0v2K/oNuTaZidIRpZF5UaakSgj3fh8qlu4nKrv/y7FFq4hgul9KMyVa2j2EAZFpFtu9x70cbwoZ/GuPFeVEeA1P9c3I0q6yaJ2K0dpI0txc4iunD7JzmGIsSCadqJsW3aToLDbdKK7RI/JJBrMjtBqLYaserMUuRE+H+B6c+u1jMl+YZRa5v8FIuWix9m22ysqKpQJvoLCbcKMEzTAiDUdDofjQmYlfiLLDR+Q0XV0dPAoGsSJ11I+k+epr127li8oCgWImKStaW5USXy8Eltu58jMwg0OaYwsaSwa1rlhUpiCgSD7N3wwdJ7ayI6NcWlcrHohJZd+i8oXfZkizWsokGigYCJBDousdfaeILr2GCk7qE3C1M12pWsW9MX4yY9EMhpS8IT8QwDEnSVnrI/MgRNk9HxM2ctHaGTiKjsHg7ddI1p2cIMg0yv2aa6aw+EOGPyZR8w33HSIk7hLzDcXRQFxXQvJEP3byq/lXx+ye5wXLWOjo8lk8id79+7dOrP/SxQUFEphVgh6cHDwMiPZxTJBA37/DbRNd3V10apVq/KSO0EYaExBqgOTwYWBEkgaKZLy8koCc7qRcsbLLRuuHpnnh3WKRSMU0MOwESLDzJLFomWHQuSEqyix5GsUb1pJiZYHKdywgqiyliga5Eb3AaRUMJEk4F4cTpd8pJ6IKj2NMkY78eogi2rZDcFODZM10EW53g7+MAa7yU5f4TcFCoS5uxyfDchJ+DMLfFH707zin5S48V3Vmy0/C6FQE4/87IcsixMadXa9Rxgp/2pkZOTH7e3tI6U/VUFBYTYwKwTNSPUEI9fF3d3d+ehMbgGWSeH48eOEnPX8+fPzA1yFsT6KjchDg8jFEFekOcbHU4RNM9k0mdYEO4kghQJRisZhYh/m8/fMHHwwspQ1MhQOlVO8ZhklV/4JxVu+RpEFq0mPV3KVhAa3zZA7hYSnMUTQ6boFuQTtuP14FnGfT16046mULIvEr54m80w7GWc/JOPqKTLS18nRYzzCR9Tu2BH2QDEx6+aPS+iSbzWv7G/0KfUeeRK6p7hx2LVtZ9/DM62trXsmP0oFBYXbgVkhaEaoHzU3N3/n8OHDN+Qx/dEciAEEjK5DmPwLgyVB5iyK4+SNbT4z5rcplRrhkWne9B5FLC1IJgtpJ9IGd5tzgnGK1LRQXdP9VNXyB4yUv0R2spERc5lr46m7vsrwwoAxkQYPi8/67viwVlN3UwtIDrtNIWgkGSdzsJ9yPUcoc+k4ZS8eJnvwAllGisvx9EAZONzdk+NakrI9kR2weQQtj46abvfjrXb6yWkMWR7nGRVdZ9d5E/tl8gz7viam9AUrKCjcFswWQe9cvHjxRiG18+uRRRQtOgr7+vqov7+fGhoa8uvEc2NjI09zIHJGKsOyTArFAhTSkcKIcBKEXhnFPuR5IY2rbX6Qkl/6DkWbv0p2XSPZ0Qj3vQjByhMFP40dT8jiOWMdlwBpCM1tkUYMz4esQoONPCyUGywat4xRRsbnyPh0Pxld71Hm6llU7bhrHYWC5ERgDMX2xo47wJ6Rk7Y5sbsud7yNzinsgVEqDVFo20LLCxG9XKiVXsOr6EBlZeXT+/fv/2BKX6qCgsJtx6wQ9Pr16w9v3rzZDqBNjm5sGhGvAbm1++jRo7zLEBpo2RAJsjuQdG9vL38fCB2Ul8tqNJ5l0SzlKFa9gOoXraKKZkTKa0hPLqJgZQXZUGFEg5yUA3xElDvpmtt4asG8pzK3FgKD8sND47TGZ/fZIxfJvnSGjFOHyOg7StnrveSkB+H7yTidkX7AnfPHLUFtN9q22BG5VvgBnrfO55qhytA8r+VpEPJk2xWLqOVoWUTKXrPPAIuW/31sbOwn7e3tuSl+nQoKCl8QZoWgARbtDjBiaCjkk+EHliGCxgPGSiIXDYgoGrI7FAh1PUCZjEWZdIrKkvOpZtFXqG7ptyk0fzU5iQYKMEKG6kKLaHzKNYyJ4LGMM+VqEs0lTF7n0zQ+BcU7Ck7cusY+e2yEzJ4OSn2yg3K9x8geRrEPjSQRRvABXvRzbNcOlL8TRT9Ey56NpzAn4hlsHkk73CYUG4orUShP7Fdd+HXdssqi0D7E9ZJbr9k5m+y6vVdXV7fu0KFDh0t9bwoKCnMHs0nQRysqKhqQnvC7zhWzpUSqo6Wl5aaCVywW4+kPFB3RrhePalR73/eoYvmfkV7VQnp5gpxwgPSIDv8iRsoOL/zBxhME6SovNJ5HBkPaus1z2LxRD37MOYOcoYtkXDlPxsmPKNd3gszLJ8k0stx4iLjdaJgfE8gW5MwjU5Ly6lLqwvaWaDe8tm/IP8soVOAr5KnsXy+eZXWMeGD8GPv18W9tbW0/U63XCgp3JmaNoEdHR7czUv0W2rvlqdtAIc0ucqQwTIIeGoTsTwNAcgdd9OjoCAtEWTSbHWTEXE96WTUCW+J2yGHNNb0PeLpkvFV3R0RhmCpvuOCqDLbcypAFaVx/F5mXTlG2q42Ma4ygR69wUg6wHQa1MFnw7hDdfXRj1DpdxUWp/LF8beScsp+s/eb3gqTZLw8jGo3+lt0Yn9i7d2/XVL4nBQWFuYtZI+hLly5tSiQSv2AkookOQaBYMAeCQVMKioFoVJGJSUjskOoYHR3jBDvSvZdC9/whlTf+FZezad6Z2I6rZeOEZruvwWchRtjZgMnI3SD7Uh+Z545Q+sQeSp9rJz2X5tOr0TYYiERdTw1bJ1N3VSM8PeElMPzHPB1lxWTmQ5Ptx9/K7p9Qwq5ZN7s+r3R2dr5e8IMVFBTuSMwaQWO6yuOPP36aEce9wgOjUFQoIKwt0ZqNwqDYXmyDdVieYA+QNHLR2eM7qKzxK+Q0reSkCkWGZXn7500nUFSwCJoRcDbVRxPnD1P2wlGyez7hkTLsPNG9ZwUjFPBUHFrWI0zN4eZJGp9uzchZswqmaG6l5VpeL1+XyVJA4hoJd0B2PSbY828WLlz4xPbt23un/QUpKCjMecwaQQMsgn5y8eLFv0YzioicC8nAXD1zjEfOoi1cFAplIgcxzZs/j9KZCUa6UcpcPU6p//0VVdQ9ScFwws0Pe9ngoG6SnRmn7OWTlOvaT9mzH1Hu+jnKZtOMuBnJBaIU1iO8TRz7z1kOV1nwdm2vb1B33GnalmbekG8W5zGZ9WkxFLoxCa8S+deFXz8u0hnsBvYpe37hyJEjb037wxUUFO4ozCpBb9y4cceGDRsOdXd3PygmefMPZUSLlIU0CLZzyZIlf19bW/vrM2fOJOV9+CPpmppqGh0eoktXrrLYV6exrl0UXPanFLv3GzzP7MAhbvgcTfQcomx/J2UHTpAzPsLWGSyqDlMwFM9rnsm2vUYSzevw0/Jt2C5st73aGyU1nZyy/99C9400jhjxhV8E8CLBtYGCRWwnd1t68rgx9nprY2Pjup07d1695S9EQUHhjsKsErSHv2CR9GmQkHCUg0F/VVUVPJ9/z0jn+9u2bTuGDV9++WULrnZ+T2KZ8BBFJqprqO/6EAXRsmeNknF8J8WS8yk7kaGJs/vI6f2AjKvnyYTncyTCI2bSY25+2nEbSD6bcM0/waev8D5frPNavidDoSKovAzkDJkgluEaCL9rNPMg7y4XCb2UhsO2P8K23XDs2LEd07zmCgoK/w8w6wT93HPPnWEEtO/UqVPfxHgrRrD25cuX986bN+/7v/zlL/25U0ua/lwwjcAN/RMVVF9VS6PXr5AVSZAx0E5DO05SLn2FjFyGQoEQe7im9xaml8DtyONKTaN8s0ghyp2Jlms5by5kb7BOxc0FEbOwTUVnJNrcxXaIltn5DbEIe3NLS8vTe/bsUUZFCgp3MW5HBI0mk28/8MADh8+fP38ik8n83bvvvjtUaLtYLJbhnYJe/rkYWQb1AJUxkr56vZ+CdphsyyAj1UeYahIOxF1bUfC840464S3WGuw8PYtSOXaeplTOv2wyBQYIedGiRfzf+GUAIh4aGuLnJ1qvAfZvh533ofr6+n9qbW3970kPSEFB4a7BbSHoN954A23F95XaLh6Pj4r5gwKyhzSH1wkYD4e4X8bo+ACVVZQzkouzKNSmnO3wvHKIRc2643b7ucZFlmftyct/5OaUi/dvTFUqN5miQ0T/OB8Qslfky082x7myaHkfI+ZHDx48OFDq+igoKNxduC0EPVVEIpFhYSmK3Kycx803afAXNk9jBILI35oUymQpzAhbC2EeoMbHRTkBm0zdlcm573PEu93nKfpgyJiKVlkG0jSYZi4UGsLwCduWlZWZq1at+u7WrVt/O+0DUVBQuCswpwiakdg12IteuHCBmyIVKhK6pO36a4SCOHzdTWNwtyJ3ZiBSzq5JkS4V9wLSfqyixzAdZUah9aLIJ6JkPBgpD86bN68GZO0VSp3GxsZvMHJum/LFUVBQuOswpwh6fHz85OLFi9GFmG9cAfyRqVxUkw2EimmTb6XwN9UOQbFMTIQBvI5IJxaL7WRR8t9u27bt+quvvnrk9ddfvx/5Z0bOT7QxlDwoBQWFuxpziqBTqdSHS5cuvWmuXjFnN3c2YeHuu0LRdyGUIuZSkbP8+XgwYs6yY9uzYsWKH+zevTuvUikvLz9UWVl5/8DAwOaDBw++UvJiKCgo3PWYUwTd3t7eunbtWjEX7wYyLtTFhzSIxi1DrbyHtIxbiYqLvS7kmSF8Qrxj7WQ3l5dbW1sLdvgNDw9vX7Nmzf9s2rRp81SuhYKCgsKcIugtW7ZYO3bsuBaNRmuhGxYoRqwgcjkV4l/vb3jxr58Mxd4jSBkQN4V4PN7JsGay/T355JM7J/1ABQUFBR/mFEED/f39uyoqKv4aigdEpnLDip9whXTNb8b0eVCMuEXBz0/S+PwFCxac+1wfqqCgoFAAc46ge3p6Hm9ubn40k8noogNPLhYKkgQxIoL2tMQ3NY8UszWdLDct57zl7WQ/a3kb0SVYWVl5YkYvgoKCggLNQYJ+8cUXR1566aXXEonED0V+Vxgt4d/CaAl6YuEEBxQqFAqUKu7JkBtjBDGLZfLngJi9G8QVdgzvzOQ1UFBQUADmHEED69at+9GmTZse7ejomAcyFr4VIEwQcn19PZ/0jegaJAnI6YeppDkKFQPFPvA5hVq4ZWJOJpMfNzY2/s3bb7/96cyduYKCgsJnmJMEDZw+ffrPy8vL94MsRTEQbnDCaAhWnfC1QEQty9wmk9uVKvzJShB5W8/602E3h9Mssv9NU1PTvyqTfAUFhdnGnCXo559/vo09nmWk+M+Dg4N5f2SkOwYGBjgxi3SHnJsWmEylUYyUxTo5Amf/vs5I+a2ysrJn29raxmbnbBUUFBRuxpwlaODpp5/e+Mwzz9TU1tb+g5gOjgcMh0DUQgsNTEVK51dhFEqHeENYTUbKbUuWLPnxli1bPp69M1RQUFAojjlN0MDGjRv/8bnnnrvESPqnjKQ1EChGY4khs3gtGllERCzav+V0RbEUhlB74D1sf+eSyeTPOzo6XrOLyUAUFBQUbhPmPEEDGzZs+Bkj6fZly5a9c/bs2QpRxBMpDjHDUI6Y/brlYikPtp90ZWXlO6tXr1731ltv9dyuc1JQUFAohTuCoAFG0r975JFH6lpaWv6Dvfwei6I1RNCY0uJNIpHbrvMEDRRQdzhs3RH23hc6Ozu3flHnpKCgoDAZ7hiCBnbu3JllT3/51FNPvZZKpd4Lh8Nl1dXVhAcKh7I8Tk5niLQHi7YnQqHQ9qVLlz4Oh7kv9mwUFBQUJscdRdACL7zwQvtjjz3WwCLgA5WVlatjsRjPRfsjZvZw6urqLrDlBxOJxH/u27dv1xd86AoKCgpTxh1J0MCbb74JyduadevW/SAejz/LIuQ60zQ1wzAymCLe1NT0X2NjY68cOHBg4os+VgUFBYVbwf8B8/svQH3kH2kAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>