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Stairville CLB5 6P RGB WW Compact LED Bar (Stairville_CLB5 6P RGB WW Compact LED Bar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CLB5 6P RGB WW Compact LED Bar" ShortName="CLB5 6P" Company="Stairville" Version="2">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>6d6edac5-5b8b-4d81-8a60-d1ebbb6106b1</Thumbnail>
  <History Date="03-01-19" Author="Nic Morris" Comment="Created (charts auto 2 function has range conflict with auto 3.  made best guess)" Version="1" />
  <History Date="29-06-22" Author="Nic Morris" Comment="Created from Stairville CLB5 Compact LED Bar RGBWW (note according to charts in 8 channel mode when channel 6 is set to 0, channel 7 outputs no colour.  This looks wrong)" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b9e89e91-198a-4a50-8566-2770405b4278" />
  <Control>
    <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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Colour Macro" Display="'Colour Macro'" Dmx="0~0" Update="Auto_Spd" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="1~5" Update="Auto_Spd" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="6~11" Update="Auto_Spd" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="12~17" Update="Auto_Spd" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="18~23" Update="Auto_Spd" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="24~29" Update="Auto_Spd" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="30~35" Update="Auto_Spd" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="36~41" Update="Auto_Spd" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="42~47" Update="Auto_Spd" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="48~53" Update="Auto_Spd" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="54~59" Update="Auto_Spd" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="60~65" Update="Auto_Spd" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="66~71" Update="Auto_Spd" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="72~77" Update="Auto_Spd" />
      <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="78~83" Update="Auto_Spd" />
      <Function ID="16" Name="Auto 15" Display="'Auto 15'" Dmx="84~89" Update="Auto_Spd" />
      <Function ID="17" Name="Auto 16" Display="'Auto 16'" Dmx="90~95" Update="Auto_Spd" />
      <Function ID="18" Name="Auto 17" Display="'Auto 17'" Dmx="96~101" Update="Auto_Spd" />
      <Function ID="19" Name="Auto 18" Display="'Auto 18'" Dmx="102~107" Update="Auto_Spd" />
      <Function ID="20" Name="Auto 19" Display="'Auto 19'" Dmx="108~113" Update="Auto_Spd" />
      <Function ID="21" Name="Auto 20" Display="'Auto 20'" Dmx="114~119" Update="Auto_Spd" />
      <Function ID="22" Name="Auto 21" Display="'Auto 21'" Dmx="120~125" Update="Auto_Spd" />
      <Function ID="23" Name="Auto 22" Display="'Auto 22'" Dmx="126~131" Update="Auto_Spd" />
      <Function ID="24" Name="Auto 23" Display="'Auto 23'" Dmx="132~137" Update="Auto_Spd" />
      <Function ID="25" Name="Auto 24" Display="'Auto 24'" Dmx="138~143" Update="Auto_Spd" />
      <Function ID="26" Name="Auto 25" Display="'Auto 25'" Dmx="144~149" Update="Auto_Spd" />
      <Function ID="27" Name="Auto 26" Display="'Auto 26'" Dmx="150~155" Update="Auto_Spd" />
      <Function ID="28" Name="Auto 27" Display="'Auto 27'" Dmx="156~161" Update="Auto_Spd" />
      <Function ID="29" Name="Auto 28" Display="'Auto 28'" Dmx="162~167" Update="Auto_Spd" />
      <Function ID="30" Name="Auto 29" Display="'Auto 29'" Dmx="168~173" Update="Auto_Spd" />
      <Function ID="31" Name="Auto 30" Display="'Auto 30'" Dmx="174~179" Update="Auto_Spd" />
      <Function ID="32" Name="Auto 31" Display="'Auto 31'" Dmx="180~185" Update="Auto_Spd" />
      <Function ID="33" Name="Auto 32" Display="'Auto 32'" Dmx="186~191" Update="Auto_Spd" />
      <Function ID="34" Name="Auto 33" Display="'Auto 33'" Dmx="192~197" Update="Auto_Spd" />
      <Function ID="35" Name="Auto 34" Display="'Auto 34'" Dmx="198~203" Update="Auto_Spd" />
      <Function ID="36" Name="Auto 35" Display="'Auto 35'" Dmx="204~209" Update="Auto_Spd" />
      <Function ID="37" Name="Auto 36" Display="'Auto 36'" Dmx="210~215" Update="Auto_Spd" />
      <Function ID="38" Name="Auto 37" Display="'Auto 37'" Dmx="216~221" Update="Auto_Spd" />
      <Function ID="39" Name="Auto 38" Display="'Auto 38'" Dmx="222~227" Update="Auto_Spd" />
      <Function ID="40" Name="Sound" Display="'Sound'" Dmx="228~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="2" PowerOn="2" />
      <Condition Name="Colour" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17" If="'Auto'==1" />
      <Condition Name="Sensitivity" ID="18" If="'Auto'==40" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="All Off" Display="'All Off'" Dmx="0~0" />
      <Function ID="3" Name="Colour 1" Display="'Colour 1'" Dmx="15~29" WheelPosition="1" />
      <Function ID="4" Name="Colour 2" Display="'Colour 2'" Dmx="30~44" WheelPosition="2" />
      <Function ID="5" Name="Colour 3" Display="'Colour 3'" Dmx="45~59" WheelPosition="3" />
      <Function ID="6" Name="Colour 4" Display="'Colour 4'" Dmx="60~74" WheelPosition="4" />
      <Function ID="7" Name="Colour 5" Display="'Colour 5'" Dmx="75~89" WheelPosition="5" />
      <Function ID="8" Name="Colour 6" Display="'Colour 6'" Dmx="90~104" WheelPosition="6" />
      <Function ID="9" Name="Colour 7" Display="'Colour 7'" Dmx="105~119" WheelPosition="7" />
      <Function ID="10" Name="Colour 8" Display="'Colour 8'" Dmx="120~134" WheelPosition="8" />
      <Function ID="11" Name="Colour 9" Display="'Colour 9'" Dmx="135~149" WheelPosition="9" />
      <Function ID="12" Name="Colour 10" Display="'Colour 10'" Dmx="150~164" WheelPosition="10" />
      <Function ID="13" Name="Colour 11" Display="'Colour 11'" Dmx="165~179" WheelPosition="11" />
      <Function ID="14" Name="Colour 12" Display="'Colour 12'" Dmx="180~194" WheelPosition="12" />
      <Function ID="15" Name="Colour 13" Display="'Colour 13'" Dmx="195~209" WheelPosition="13" />
      <Function ID="16" Name="Colour 14" Display="'Colour 14'" Dmx="210~224" WheelPosition="14" />
      <Function ID="17" Name="Full On" Display="'Full On'" Dmx="225~255" WheelPosition="15" />
      <Function ID="18" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="96bfa979-4018-493b-9ffd-6da3a7e7eb86" />
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="630191b6-a010-437c-b9dc-4be592f93bb7" />
    <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="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="4c00d8f1-4575-4c6f-b392-5cb3f15dcc4b" />
    <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="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="24 DMX" Channels="24">
    <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="2422e58f-ef7e-462d-ade4-1ad857aeeb12" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="26 DMX" Channels="26">
    <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="9f90ac1c-acec-464d-bc1a-80d8612dabed" />
    <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="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="26" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="14" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="18" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="22" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" 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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
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deeNmXQIBI8dYLI+UWGZw5GAgEbXLuCiDrEqH14uaLNjGDqJORGljLb4f6AUZ2gswOi7jb4xRtjNPBcIR2ieNBpAd86msuPJs/RhRJeOOaNLIuCBiyYNMxqN+jhZPoFTkrBd1qLe/k43FWmXJ82TGY2IvVqkJZv7NbcPuDvzhtGdEzaHhbPX/OA0OGhZ4qKCiInKhz8uBBwSPoPoSOjuZPXfWFG56KRCPZqmA/QuCyNSYBsVaMreLXsDZYPWcAFPR3fn43vw4W+XljuQbZilxu2yQ5AxZLISzEZfv9QQqFkCIeomg0RgdjEVq7dq0g5ABVTTiLBEERiQdsgL+uXkaR+ghbIUZRgAcR+N9pRZtOEGw7QpxHlpEkZqDT+tC0VsyyMnlw14B1O1Vij+koz6qTs2OC0dS8djWpKM67VDzuEdfhh9feft2v4/HOnwqirj8pJ+zhHxIeQfchPHH/4/dHo9Fsmf6twVBPUvXed/e3dw8bOXxudnbHBRfT7ksFSU8bdu5o2v32Zvsryx78BS1b8jL5kTKem9yU3gVcFWIaXVFFV3/qEnviEZONvD+hpqNCeSOdHNsoC1Vw2nksFmVCju2P8PfQrbxefBY2pZLmwk1inXpB2FDVRrEg6wKjR2St17LOVNfaOckIwm01klaG2g/WyzLS13XC3kdXSt8R1ucg6vzFV9beIoj6hur5s38VGj74kfz84nCXJ+rBQw/gEXQfwbaNm2956OlHq9R7LiFqpW6nGq1+SiQSv8/NzV0raHbtyDGV918/onVMTmfn/B2D/JhkPHfh8qUcfREUKjbFJhEv4h0J2+7w27N5BtshRTSdZlmLGp9+hGre30nmgYhQ0SEyBocotmcr4UvBYAUr6s3hOvrBgjDdcOEMVtwgfewLaevDSydQdnErRcLbKbYtTPU+eU5OZW0q28EmbyO5jKz0dfWZpZbJsit0ru205DJUssysTKrmrqAr8G6h+9MWYesFmwRRo0DT18WAdXPRlTcu/6eB+Q/4i4pWeAWaPBwrPILuI3j6kXu/o9LAuSiSUydimVCJQcGCwysr/qR/lJeXh7rH9+T48x8Rz3vC4XAABNhkxjKSswIPBLH0MN+iK2+ii4jsicZX30/WFgKpYeKwzF/BESW/fekNjigpG1xCkR3iDt+MU3t7IxXmwiIp4Wp6ZotQ3geiqcoa6t5vKesMHcytHdovFRF3ia625QKlwHvchUazQeyYaq2A1Dv7CnLpwQdnNw7JmV1SfuZWoaqfHVgy9L6ioqKDR3VgHv7h4RF0H8Ffdx8egmebWzJwDOKQM6Et3vItocI5nCKFnDWouhwpJJ2dyLhNpayvtoj6uZXvMcmGKuRxYNIQk4R/XbuKPn72LIo3yp3G22JUTEGpdAU5G/lCPQ8KUmlWkPIGGFS3Zi1FWiJswehhe8cDDBwJMYD5s49jG0R2xEdXhJ0SU+1oeGDoiS/7akcJVf3tuWdNvlEQ9UOlI4c/LQbUDcd+hB7+keARdB9AZ2f81hjijq1Kd241ohV56YkgOtramife+OWb/w2vfS1xyo7LDG77u3qJ0XyxB8ty8PsSFD3SQjeeO5rjqN2gYqsRtQHFC8Ed2RCmQEiSNCwQDr3bWEcVE87iyI64dQ6I2wZpy5Ko4uGXSrXqvKkUqfuA6vfXy8lFsVFlgWAfASPpw8ethGt44Yxcf1rCi37NsH4wO8MYlyFBR6noLPVem3TsVlm7dKZR8dTqm4vX1PYXj3+fO3ny7TPnzX522MihP8nLK/qw6w17+EeHR9B9ADs27y7WfVeeJLQiDxStqmL9mTqXPPWLx+9sMFt45XjCx14xNcY4NA/EB9Lm5YBFgICi+59+7Va2NRAZAjijQzgtXSVwwD4RNFS/M0wl5RVsdyglDXKtGHsW1a1fQ1Mm59CrexIUQcq4tR1stUCwYf/SfBowpILJDJ+BoFEOVZZE9aeQNcxtH24HQLoIAeyw0tN15W+FBmI9qOhoB6UraUHO+L5hTZrGHeukTiCaSf/ahZ9dKdslQ1EP0cNroaYN8bgWjQTE3cnbFwWNBzrEZRo9evTJi0X08JGFR9B9CkkPWidm9RnluCu51tbGseJH/894je8iJXvuORPYG1ZI5PvJr5O0vtdcm+g+WL5oyTh+ZSW6ABzdIdSzzO6TtatB+FFBdPCTSyhk1bAO0K6IIO2SoRyGd8XNd9A737qT/Lsj1NIiCT9fnMLBhjj1HxGiRLbs7RoMBXmb6ALTYQ1UGLCwbSI1uYgRSusKQ5SM13bAp7ydzkTKuoZFxmowxLfNtuTdiYr40IkayzJFk7RqGt1VZavkHD4JS11bqhodX6i2dlbjkJxZJeVn7hr1jbL/PHiw8eHBgwcfcT0pD/+Q8Ai6D+ClAyarwTg3Q1H1onUkk0gQ0ubEb2u3/7/DjREOgQPXXH/Z1W2CVMOCCcbq9/mKpIG4Sno2JPEjYuPylTWJa77xpVt9vpZh/7lqyw1iG1ygGqF3nH4tiA3RG5gExLYMQfamUOkgUihdWB2bwzFOMf/stLPpG3f+RLzeTuMmTqK1b60if0E+BfsFqL4hwudR0yiVfSAgxgQToX1BcVTWuRvJOGU8h7dFqH8gxskyanKxJ1AknpKA4/Ke1bSLJyJjqg1Xku7xpCIfSEuaBcKJL9KnLlv8udofz7rl1q9/ZWDhd7zWXB4UPILuA+i38g3HknSPFCo3k2Lst7LmXKn64myDVM+f81+vL6Iqg1aPlQnPST8WxMqQMp0BsoJXLAi5KpFIvJuV5X/wslGD/2PAffdV7N6254J37vzZQ+b+ep7sw/eghmNx644cPRIFYWNwgLUAAj0YizGpw45BUg2sEJAzijqh0l5+cYwLQxn7aiXRo6a1UN+JXJOJF9vi4xJEHPe1cro5LBQc7t/CdXYyjN0aLANZ69fLee1SPkNUSlcTlKYVvkdmMtHF8vSdYXpd1q92qf5nF2gS12DZg78YtEyMt9yaa97sZ0tHlD+Qn5/vxVP/A8Mj6D4EnvrK1XoM9gBHjhwZJIh1mswOJKFcJ3QMLSv9sfjoCRkybLiWkHNGTDjfDx06tEk8/W3kmDF/u+/ub51245dvuTFyIMaE1EGaXdpmck0PZBmWIWSuWKjgaIwV9+VTp7M9UtMYYM87EhVKGyRvDUAo/lQhVDfU9DuoXm3Apy1mT7rVbKCmJnnovuxkrPTHJsnJxbBlf6T41SplvT1up65nhGMdVuvwtPUJRG1CUferJUmb1GqQnYmo7I4svtSphZrS1LezLCrvKymYrdZcNyOe+l9uvn1ReUXZA4sWvfSmV5/6Hw8eQfcVgAg6uo7fBYHACxYq1/6h7o/svYY7qwjCCRYZmOhb5Pf7d/kokZ0kZr/0soXSJauprJR6Vh0Ol6gGHUUDgt++6Ic/m/37W28Yi5p4GAiytSQXJMPwzsQx+AXpxRDpcSDCFfXQMUa10wpZg0CJUNFID59+erl8L9S07BSTbOsFVd2/yNqH6gguiC1Wv5fVPr+32nghZFCfXJQPOchltEJcCFxNQOJOgAcF8T5hhXU4JxOVX811P8z0jMVuoTcVcMLyqd/ZLR53/nS+eDl/7uSzVoc/3PxQtOnwc2eddVbbUe7Nw0cUHkH3ARyZNoPozy/3eP2cnJwa7W0x+89CdYNsLx5ovCcX+6YjmoKjB2INZCKCwS9JNN7mT7kPdxHYKRg4cGDjl6YUfrHxnAk1iINOzyuRG+NjAPmLt9FGk0rUxyryRN3ii2PSW32pok4AiNvps7+6rp6yivyCsEMI92Ay1qG6wyiCDhpBobDD1l2BIaNfeqqsxao+rhyYulgpaDWB6EwZT51YTBodSllnmmhMSS93q6Wt0slXrTx7ce2aJ+eeNflngcL+P4w1Hf5vj6j//uER9EccfzrQPEP5z5QTRKfYtXh37e1fuLd605xLn3nknkoa1t9en9W26hCuiLsH+0ENZEGo4WC/jRXRI4I4EFARTy/UBJI2rFt8kDD2xxYGJhobFbEGqUa8N3bX0Nyp0zm0bzlJokaZVKSZY/0p1nEHSkdJFQ1lqSIumsS+falWEGpelwQCdP2Vl7F6r9+1jXbtr5cVAEGauHuwIjz8arDK8UlrScFxMVTYHp+bW+iefu4aiSPdPKuLK+vqVWtkrZoW6FsAWS9eUztMPH4lrulPBxTd8cPQ8MGL8vP7uwewe/jIwyPoPggo4TQfOkdWo3Oqy4KVqna8n8t8lo8uOYx3Pp//jvLK0jfFyxfwnsPkBEHCeoC6VTWcA4NDXJUOhCa/5xuZ6biq589ZtHD50tv8HVZquOM4cdxRK5NQEct9d3+bnnn4Htnc1mrHBe+Zn8XxqPrVABP1oiXUKF6DuAEo6rffWMYdYpAyDh8caPa5+/Twpn/78kv06QnlVDL1al6G2iSRcJijTew+i/JspVLO7VpZq7A9EDUmChMd6dmKIGfYInH1mWmm1AHRLREgvZ1AKkxn4SYVU53MUix+586foJLePTPnz/5d2cjSB3JzC9Z1uVEPHzl4BN0H4PMlqo93GyBH5y10e3vWuituvqPm5QPx6XOtVO13BDGWWLYHdxVHJbqd72rfah2RKQ6hM9HxhiDW2wwuVASZ6GdLwyZpJjnTDo8DEpR4UTzNYxXdli9V8GA5MVgy+UKqtkh54SorlXzpat59S8MK2hONsW1x7gzZnEAR+MJXXqK31q6xj0tZHCp9PbYvQq++L95v2c8DwfTKwUTigXoi6BrTFD1oZy7K40SoodhGpyDXLEqDiioxo1GOGgkGU68PzpevAJN9utJWIXytRlIPO2OoVQ1rHSnvHJ510vqowSB2jSDqa45Mm/76JQOMB0aeNnqx6x/Qw0cOHkH3ASRVsIRTPfNEXntmKyJZES51wik/P3/byDGVM4a++3z2pV+/4QKfr23iji27KwRtThTDAmboypExiISUuXK+DhOQ72U6zmEjRrwriKBBEGRxxmNRCtGQitSXIFgu85LH2sITgACU7c8XPMpkiVC9Zc2pWwXhTjp3KqtwBaHimcjX1tXxd9R6fJ0QlieWpdT1kEX2WcHjbgEPLAvv2Uv1m+uEipeNEArNgIw/z03Sovo7mGKbnOl4KEqh0hBnTup/DJXRiElGpbZNQdC60tbjrPWa1ACXSrWKQNnJMlrJWVeidlx3vgOqrb3gdaILxN9o88x5cx4IDhn4lNUH08NHFB5B9wE0T5tGJFShG7Qsvy4BMglkqGdshWctJcpeKgiblz3//PPZEydOzPny2aOqdwz0T8KyYSOHvJCd7c9YHwIxueJo1rYaVK0YIjmYgCyTVGIft883PNP2UPxfteFygsuhZvs4VM8N4NG442vYFr4TFUo3oLqQW4PBLPMINQ5XCefS247tjXCizeFYnNqyTdmxxlBp8N1MJiqg60zcl4wWUTOueGh1uGWooFynqwnGThdW7jK2mlewalUnsxRHi0Hsl0VX3vT9iwYd/O+SstJH/H7/7p6dkIe+BI+g+wBSFHROciIrBV14pJyFeJT7tEgbjz9XjK38c0+/h8GkE4PJEWVtWKnpiNyABWD1MlTHKxT6tXjmiI3dNSnFnroiZ/mdElbMTmBbbY1/TFvOPRaLAvRv113PKvt3S1dTaFCAZk8cS4XlM6lQW5fvGAR5xxqjFIU/HZNEzeeD7eQatgVipoassDL2qREqR9o8MjpGEHV7sn0YijuZYhmuUgKKODvdv9btkBRrxLHPVk1Z29dJ+9x0KGtOFLr3x4OX5RZ8Syjqb4jr+FxZxYiHcnJyVqddOA99Fh5B9yU44t30XoFAgUu2m1Lf/tyjq4F8rLhoUAH9L0nlbJrJ6ntBf0i8j6atX7iyJhuTfiBM0+rqzdEcQwYzoTqPWrcrkC4ursDyPx2IV6siTjZQVjSXbJvDr0iVyCL1OXTFzcSe9aOLnqf4yvfE9s6wC0LB2plrHddi+NGoumdtC30YQdRKxeu2B/vNmQZQLBfPyrPGVlS9ay6FSlZ8dZuMPVdV+kw7qzOzTk6qbCub0WpsoMdf61bGCM8AACAASURBVJ3M9UlGoahzF9fWXjVlSM4V4vzf/PLZlQ+IO6VFGXfmoc/AI+g+AJBs1vKXuC1gHFP/+VZYV5a8V/ZbqjRT7QdJAJLAtm2up8rTKk/asfoSiZXiKKrt0qh6FT5BqiBtJMwANVv20+XlUs0hKgNhdZxsEkOq94WCpJaQIkIdIEWcE5RyxZjKC64eejjYr1/OpTu27BH79aEoVKEiPayLRgRK8TqhFDiiQaCoY89/mn4vlHlJxXhejrZdUP6mlvyiwIkw/Mq6P0FmIQW5SUFKmrlSzJbNkRKFAwskavLf1N+GbEVx3EhI6rAmFu2dEaty5V0nr0Wmqnum9loC8dd6k1zeCmqoWM81jZQtVPUMoapnCFUdrp43566RYyufSLtoHvoMPILuY0AUAZN0VmpUgf6j1XHxQP+by4z86l47QEE5/F87+1oSpV4/oyArQAfFaHN99YWxmfNmPyoU3B3qy4iqKDjEdT9YmLqRs65Ygf79+0OaPzZyzOjHxL7uFKS77aEFj4p9mNSGRBR7YlIWX3KFFfWATYd31lN4Yz3FfXFW6nq3mS6RKychWSnHDWryxyg7ZlXa07ujw/boJ6+Rui6EFHdB4Cg21WWhJ4uowa74myuVHXckeUOJO0P1nOVS9bdcL8RagEFy4aqaCjFo/W7uWZNvnjl/9gKjqPBxr0BT34NH0H0A8KChjjsNTZF29jh3uE2vEZ2VReeKp+Un+BDToH78OF7UwZBp5LJmdac4HDMSh2oNCJV2pVDPcZTXRGgfGS30iSnl9Oq6jbbVDlLGBJ3e0DZTdxWxfDtsC7V/7oOo5dOh+NLLB+Kxiwf5eUYQVkajba+g04xcD+TMzxl88JR9KtslYWVgigONYiBowbGbYqAwuDu6yaraqjWi/n5Qzp2WX49MRuphnRVF1JmQTXZMto5MiTScPMPbNe0iT/hbLFyxdMriNbVT0Jm8ev7s33itufoWPILuQ+Bkh6P8Tnll6SrEFL+6XyrZPx1oPvPGMSfl8Nwhfu2oBR2NynA0o7+s2czFmxqj9PLB+MCL58/ZIcj6tOmn95eTV5SsJqfSs4E2jZCYTKe5R3BAfct0c+t7uamf//eNXwp8tfa1yOP3Lgg1WrWseV/+IBWaju4rbMn4pU1C5ErWWBYU32XFjZqwfqna4VVzhIX4rl8bXHONGEeDyC7smEKU56psj7gWfpIxSqe7lHRrE04SN50EbVJaESh9cGUPW/ydFi5fOkAMot+eMqz/jUVX3vjHGz5eicSXNeThlMIj6D4I2+boAXbt2r+CIySspq6FK1fOpHPPOIlHJ6H85mSBfWuyrtBqQit++JdXX1h/9dmjvvDE/Y+/wtmKtbVcKrQGalaQRtCfT0cS6aGBsspTZoJShJt2TPwfPw8YQks/Lm7dq559+N15GCgUedoV/hzAhCNC89B+y0nSUNAlJQHiAnoQ0eDUHEG+BQm7YBPQP+An2fjF4OsS44QdM+VuQMWHK2SsXOiYiOxp/Ws30c2DYa57BmSnNWBJq6oF8wb96Yff/3xj5eDPi39XK8Qd0AO+/Jw/jxgxondmoT2kwCPoPgQ5wy/J2ZnRlunW1frhvCGU0IzmGHu7Je3t7efk5OT85eQerSRk1H+WpU7ljxw0ErHC7ZqmTfsgO7vgzwlK7Ni7c/1w+MAIecOA8ujzT1B+sZ+OxFrSwtgUuKPLuR9LW447hvD65HvbsrbILxAopkTCZ1aMGT3/ipvuWFJz27/NVj65vqcO/Z0gRJRJla9T+xayT82NDeqxE+oQL9Hzkf1yzUNXnIrtjq6o4vPChGLM6pqu/Hq2hI4SOPYUte1U2O1x9+UKsEwMKxW9M70vo/43gKrGBK+xu2amUNUz506dFrnmG1/+z6ysrB8e9YF7OC54BN2HoOJr09KNDWl/ZNJQM+fNfkbcos5ACST8sP4tq32E+NOeNII2BAFSVNZjRheVqCI2C6DBfH8hgn/z8P7q26775ycf+J+/1i19lNauBZHLUNykJZAe+q0UuRPt7fFz2CbRLka2KUueutkFQ8tLvzC9clD4uZX1edimrGdtuoaa8+G4CFrYIOFtW/m135qYZOGLA++Ip9g0ALaP/oxoPTbp7PM4UgTv+XzFjnG1kk2Ard4JtrJ276bDn+hq26mwlc3TnmGSFMStIkVIllF1I2pAqWpVgW/xqpUhus939xfu+IpH0L0Mj6A/CrDUT8YaGR0+1MjgUpwggV+t2jzvxvM+9tzJPShZVxpqFSqxw8p3YwLk2hQGLXvowfO+MvWRq3Jy/E9J31j3QSXBsB2glCxIx5LDiQy3DD5fp1/F+NpRDHoMcY5fxQBv4qP0+/cIxf4//tz3bgARoot5PGEk61krqIQUxXsZun/LVbWQvpjjPSVzTA61CypvjPJnciCLssXDtavTkmHitvOiEn+OBoq89RC/lAHLUWoVsdwc6NeRjIBxQhG1h1MHj6D7INwsjkxhdkBlVeX74rZ/06v7jTEgmcZnHp5H5/3mJB+lhCLLbIsgoaazSVZ9q98fpsfvW/C9a75+wyEo+5ggJqRR22G8VmIO1m9zEIE/kee6P8R5W2uQUpvXXHi2XVtalRkNb9q9R8WDz5z/yfULl78miKue95lPKR2/rBfSU4/XuxOzHm+tA8SGdlwBqwCUG+CZR+rqUupY87Y6krHkuYbqxKJYWl2ieIZx2X3w0FW2s9JgVzaIXUOlm+a4HnoXHkH3IUA0osu0m8VB3TQ7Kik788WsLTtvx2/pnd2NhbAChHI9eT60LFxHkUPS3lDeqm5NRCNRemlVzdjqrXPuj0QksfqNIMVMaY+o371S0CAt+1a9iyAG3C18MTeXCs+f6ajERzTr9u+gtx+NHF1iLyspK33xotzcR37PitKQNau5nrVju0g8EUQcc+lIlXYMycOnqz91CSfEIKQPKLQqB6pBA91iPhDKnbvRuESJzJpzMZP7Q88vYaKUYYaB5CXSvmLfLJhO4u466kM1dGC4EbWKkVYV98xUVe28zh56Bx5B9yEcS5idwoxLL3x94Yqltx+Mx/g2eufW3VdVjB198gg6bt2St5g2qaTAuj0O131AN33rznHyFj6pDpM5ydZzm5OF3DFsxLAt99797Q9WLFoyjvsdCmXOX9lXy3WtLx7kN7/69COvtbTQlmzLJUELsILzZ9YaixdORkSDH//qUTvD7WrDdsjvvrKJOlqdxOx0dCbr6dRkLZfdYla4b0cQNjzqksmX0I9vO5OJEDHideK6GTmGDOkT5K6a/SrCTr9Emb1rew1nlUT9O4qs7RMjK3MSWYnys8bGxoFejHTvwiPoPoLubiO76uQBjBoz5k9CWR7yx2IDokdMWv7iknm/a37q1quuuir38OHDnSenPVLSZoBNgVAwXUFDVdc3xsgfCtpheYGgIMBgBYUjyWbVKQkrhnWbnSFRRxDizuKBwXOuvf0L3/7PVVv+7SKiLChWoWBfoEQCBetL/vPtzZPF8/OFbya7pe/duT5DdHjcthMyRZMcLVQJVyZbMYCYByIUGBSk6OGG1A4pBUlbSClUqO6rxaN+4ru0uHYThTfWycJ4RS18jdWAkFFZ6+eVgm4Iu80xyWr6SSWjw2aBTVNQUID4zeU9vQ4ejh8eQfcRYEJGhdmlIfP8YAou+NotK16481uXxqNRen75a8N/+Yufr1j+wpJp4qOG9a/95X2QWFlF6fJFi15e+/777yfuuuuuHkZbu8FvJ6jA0IW3jFCwJjNm+9Eg28NmgicRQ8EQL7v8U5fwM+pAq4gKgO0NQeLqu5zq7gKUSf3Upz6Vt23Tni1Eifcan/7lmct2H0aixaXi40vVeqqZKxGlpKJbJYygqrnSHYo31aMRrThGJuijLQtonQtSz+ututZ6AwHYF/f94uf8/otfvJ7W/K1OThBaFwgx1SFxHZUdooD3KOa0WCh9tO0aaATIX2RQZEc9mT6XiUnrP/qNSco/GaOrE5MDLfeqVNDvaHpY8tbDiYdH0H0EiD1NNBkZ03u7CrNT+OrU0198fXDoUhAikjOuv/Vr0/obxZjIKxYfnydI7DzuojKsP40oP3N7eNPmFSMqS5c3Nra9UFxcHOtm8yngkDW9/nMwaJOg3eVbrRsTBF4BTzXGXi1StVV4GZe10EPq1NesRQ0NDYF+/fpNAuXs2FI/8Uh4//3X/r9bubbGYbPBJmFJWMn6z1JRNqdUdePj4//HecIS1wnAJN+kSRPl5OLO+qMmaVXM34lQSchuNjByzDB7OTIQWT1jklCQdVgcR9ObK+jie37E7cF0si4pG0mR/TG+vnMni5uAcyawBVK/O0JRQdxGUSCdqF1eO/9ZKQ9dXifV5T2eanFYSCFuD70Kj6D7EDIq6B6isbHxRfiwuC3GRBom5vJCyV9azERZTYNeRSbf7poRTy1/6ZpPVJZfIwjhsaZp09ddPNC/FjZBWWXZ2pwcoybjjgQJVlWNY0KDEkWHVH8u1LS0LRQ5f6xqEhfl59oVTSZ9WhDMiNHDYENMzOTo6FEEyDyk31KUW3Wh6awKr7Nm8LjLdxGlRU8kCS5RUz3/k/xKDArDF6+qGYFjNhtTY6Hr6uqY5KpA1FVBWrt+rVVytHtwFp6LwAQB4xopbNu0m4zBJUI9f5CS3AKgfjVw463/xu251AQjSqPSvT/mu5OAno2Y66dxU86XnWHqPmDljrsVtpk0v7rr49aeTcdC63VK5F2bV0fpVMAj6D6ElELwDnTnQQNQwTPnz1nxxCsvzeSmrEiOEEo6q8gvleYRQTr9pHRVPfngcwaQNbaqZuL/xhomIgkFLakE0R84Mm368osHgbQpVlYxfMWubTvm3fSVW74Xs0xbvvUOhKR6bouxvaGAbV9efeG7sQORMzdsEsdxGCVGL6Htm3YtEgQ0UXm+ej3n1FjcuCCqMD1ZH6X8QrVNqZAVISsiFqr8ffG0onzUyNfFc+yFF17As2pKINeZN/suQfjfx2SYYfhkTDZaWYljQPgbjmNtnZzsPHdGNQ8+fNwq6sJKSmFW148Tl8JlrhF2zdyp0xv++u7agfPnz5+Und122+VTp39u7dur7PA6leACQr7i5ju49sif/v2bVBfGQPcGTULIYHgvtbSI44yadqdzHDNiVGTX83HUsm4txRNWnQ88W166G1nr1f66JXLNJ+FCV6oVjYdeg0fQHwVYmYSB7mK/BEZUViyefXr5TE7VxcRch48CiEvmybcgk4vtU1rp2YqseZkg3Viuj554JTKIXnnpsv8zjMssW6RTEERW2PJq7frJaDNl1YlQSSd44GNBPOWBfohnC7OlACJa/iJ977cvvWFn1dlICwORJF88OCgbzIKME3RYkNgHFw/2C6FPL5SPKn1927bd6x5/6sk23U8XxJz5UmrdZ0xrH0EOD5SDBVyQv65dRWWhCjpr0lm0RjWn1UvtadfPdR8F0h9GezBrkPir+KldJZ4/B7Xt1OYg3itIhufFjkT57w1b6O03lttFnAIlpXwHgeuA5gOq6QFIOhz2U77LJKDKnARRHy84ydLXNkn8ldNb2Xg4afAIuo8gbZJQD7QlK0a6B9vZviWcz8WE8MPk+sOyPx9vUpGwVXISZB0VCtHIT7Z1MlAgHgXmg1LRR2P1FDQCtLh+L0dnoxi/UVEhSKGOokLdciZdcZA+O2UMvbOvgv66epltcfx26RsDqgTRqX3iuMLvPJ8V2ROhAsGwzT4rSsBxyy9bAvpJDDR0xU233zt8dFmspSWxYN++fYecRXtGjx5Ngpx7eJWJk1DQfSbemHo19fZWaH0ViYcpEArReYKk9Q7i9vqk2bUa/9nnIp+4glVHR9MnfL7sSbBskmo7Sahr69axvQGrBT0SS8orKJaIUFSrsIdU8a9dJhvmhkIl9vVUdxNBsUxvkyVrosjrHo232BaIOlcmbqGmobgVgeuK2nD8+wN8vkRRV5fWw4mHR9B9Fc7Znh5EcbS3t09dsWjJD7h6m/qqZWcokkYGhq2gxfLQgAB71SDzhPgVRw8LNd0/IJRkjCkkJMg5gtv8FrVFKHKSURlIVBFkC0n4aoHBad+qeBIQQFLKkeTkGeJ967dLn1qRcyagiwzU4sixo7nYP6xuQc7dX4QMECRPsiyrtcCFgDqseG6oaNR7NusjTIassBtT51BjpmkTHW/OMchAAe/d+e5n/+fnv5pXv+vd/jXv77QnJSXiYl9++w5m2WvLktuB7cPxz3ICFcvwjG1MF4MW7mjwwHwDCBtlVANI9Vf02dbMpxZjiyvGKhzn5Dc0cuaUd3dylidAqf/mZEz05J5fcQ8nAh5BfxSQIsoyY1d42/eESstWFsQuK9Y4GpUkWVIy1Lqtz+fb5QDexxo4XM4URKoo0xRkHCoQxIwiSO1xnlTj/VulPFVWILxbX0chTZg8g/btWS/D6UIhO6wNtgbXuBAED7+VCcpl7i2tvOfRFqI4JiRjuBVpZVOScFE6FEoaqhaTh1JFaxXu4O/ab8TxOjq5gFB/t3R1vmGszndzQuxQOwCtsAoM+zoo60X/HCSLY+BCVVakSjJ2uoJm3XKrrP5nAZ9FwkGq25McFLB9FfoH1K1fI45TpXjLu6PAoJD97yMCL9zwIjhOJTyC/iigBwp626ZN1z7z8H3/BJUqCTJKbYJYK8ZWcVSH8plRMwIwVDiaJaxNq0YG6hdzmUxBzrhtRpKF8qrZMtHIFGFkZsCkjVtX8zoIV0PSBVSnYSTXQ0F8RYJG0JDF7106magJQ5OjQo4hILmnsBq8qlA/J9RxcVNboUBxFwAVLWtpSMJyKk67Voe+HZ5BVLaCHBDYwm6ThZKyVcyKmoC0gHUxuDk9bml1bOfmtwDuMEDEuDPgLEar/yISZZC9GOy3UX6xTUseaiZau/ot+t5XbrYVuFLmsExw94VMVESKVFhRKIgTxwTAts170COyhxfZw4mAR9B9BN3FQXeFXbt2+V++486f16D3k/gxJsSPqz4svUwoWYSMVY0vYR8zIAgUpG1DEbV4VrHDRMWCIBqoDiFyFgwrEcVZBlTVNm5pOCRDwdrjPBgUBAyZyGLGqGrCJOmFCiVfNeEsu+6E31JnKXHQbTLZRdWi6A3IyAapaFWfRO6iUhpiUkYcclVVFb319lssujvE4ONrSY2QUOSslDHeq44qwX757H1j4MmOmakdYGBzJGL8bA9YzlKrubKDi79IEjfA/jO9azfkRfy0Ws6NcMXdykFxHWW3GMNWz0DEUtUcxmjhuZWr7cFKuj8x8m3byucYDAY5bNND78Mj6D6CzqPnZRvtcfPBZdlZQ2L74ZP6KHZAdp0GQSIKITggyD7lWvE6FDKlws30g7MIOxxZRzLvRCpdeNixWGoyBqtq8XNu2B8VyryUTDE48IRjhzgftIPq8FEoUCJvmQXpYxtWRIY40CUBNXGl6kEzUbfL3oQnKOu6R1AhakBKSRDLnoHprorux7Eq1vGnRnGkKOjcZCNb/A3gzSOpRhUgUok8ysbwF+RTR6KF/05yx2KZGABSwvkMaY4nS7M2CzKWf6sf3H8PNRw6RM3t2iRhcZCtjLUrlonjkj62GjyyEglWzjHMVSD7ERaYGCCuufAMVuUqmWjh8qW07YMNnC3KbbM89Do8gu5DyJio0oW90dbWPPGZh++9HopX2QggE9gNHBUgCGZ81XipnoNyQ0geOffcqXZMsbOFFNo+cYQGUqItZRepj9mTTICq/xw3o9Sca9KIkEybxu0xlDRPookfNYeDkaXAkt5pgLej6m5Y5Un1wv1crlSQyPbt240T3m7Jat7a1SAQEuqZb/VTJv+Owo/Nleo5YHnG/fEokn4xX3OrNyPC5NT1V8sjB0HmEVkWVdukIe5KWho0u0JcWyS2LAc5Y9JVK5MKcoaF8fZrf7KXqQEkVDmKsxGjR1r4jgjlWhGHrQMkrYj6oaefFOvGaMWiJVOH3nhtSUFBQX3PL4SH44FH0B8FWB60nrYMbN68OX/lC0seexX9CNukYsXEIJQq7ASkH4No9Ne4vYVSe3vtOpokbts5llbLxONb5H0RamnMpvwiGdFgFEhlh21wjG9WkA+oUBxTayNR1YQqW5EHSkfxc0mblWZtJhWf3n0cA4ge1SCJXxK1DAM0+FiuaG3fum3j5v8cWj5sQUdHR0urwIABAw4fz+VM6wPoiOiYdcEFPHmKSbmKkaPsOw4MOHWbt7mFbKcB5/O1Kz/fIkjugFo2YvQw2r55N710IE4XiPeXyOp34W+OLt2WSCSWJxL54Xtuu/G1xbu2WZNzydRr2DAx0ycGRu3fgHVtOwvFupqfj7/RfXd/+7DYz+slC0rmhevldVaWEgaO6IGYPQH43NLVYuBYwoQsgGvbiGMVWHvNN760qHr+7O9d9flrhj/xyktG9bw5940cW3lV91fAw4mAR9B9CJxJaJjpAc+Gey2OnITv+ideeXkSXoOcQcRQoKGKEK1b+SYZhQP49Zo319jkHLJ81aBQY5yGbVbJCSIoOkGgapIxkd0kSJoESScL5yuiNjsFgWbJLiGBqmRUgU70RTs6qVGoOz1WV8c/FxXRMqEuUVYz5VRVPDL+J47lG9+6MySU7N2zJ469W9x+xwWJNAeDBbWJRN6i9vb21/Py8j5I23hXUBNmms9rWAMDvw4YTM5r19RxGjtaXdXXy+iTqjNGUkV5CdfriAd8bEPo9ojqkgICD8hElbdHjqm8QN+9eE83udTVq6vbkJefkz+L32ASM8eklnox6CZkhiX2oyf38JgNda72ayl93O0gAmV45bD7L0nsohcGBWyC5nhtK6kI2Z84xnBEZlPe9at7aODTj9Jnp529/7Lrb6/2+YxdWA/CPDS8fPn1l1294aGnH837xvd+8rlnn3zkVzk5xsqjuu4ejgkeQX8UgF9jbuqieDxe+szD9/xM90FxS45baChT3PJWnVbBRfPVbTomjOxNxmTmHNKKjcEhJiWTGjgKIyo+Q/gc0NLYys+KqEHMCngl043T0ThcTvJl6jKCz6fwq3FpJK3OGVmLQUSkiGN6buV7gjA3+et3vusXRD1HEDXLPaH06sTQ9kJnZ+fyffsOvykGjQxFIxIcAW3mWoRqpXrb56Iauoqz4vBCf9LOwfPY8WdTW+sOijbaHox7PWn94vQQWz7cUr365RW/WFxbeybuNHAHZCBUclCCEtb+MBjCmglv3WZvHrYW4fpbUSDBfD+lzBL4fKfjSQ0c2BJP5IrznjvtDMKdl6zgZ3JgSUz83X+3dHUl0b3LvnHffZfm5hYihZ7y8/O3VM+bfY8g6O9iAN+1ddenRo4d7RF0L8Aj6L6GHrqtzz6y4LHFf1lfoAqtg5RR2QyhcHUbNlDFqApOLglvDaeoZzzjM315YGMdR3bEdiJuOs4k3EKtKfsDURcXp5KxUnDHAxD8lGFnMwE7I0RUV2zeF8lIkedWgoJWc1fwkorx8FmrBFkjLOU28di3bdOW9UI9Lk8kOtbu2nXgbeVfJxKdG+RG3Y9DDXRc0nN/1F6WaJVeeeOhneLKJO0FPStTQXWEkRl7PfOr29vNc185FH9pWW1tocn9C/PtxxTrzgZhbpFohCZNOI/mnjPB2m8LZ1qKfwO2qg4gnn2/SdnWsb18IH45wuVAziD9ZAapX4bUqWQb0sqUmkzSY64IR74sSPhmdZxlo8peCfYLfBcD+Osvvnr+dXeM7tH5eTg+eAT9EQFPIFq+bPjDzVc99PRTn8SPKRj0s7WB1wgFq1u/lhUzQqPW1MoIDlgauv+MSUBldeAZmYNIWghyHyg/BYdIG0OpZwXTCjXxJ6SHjPAuIFM7JFXMSP9cL6Wpt4X67DSySVonPdWvr8mU1ecMy1JAeHFUHDNivBFtML1ycMPQ8jMjF8ybc0DcPMzx+bKvHT58aL/wxi2HhdBdLr5VxpNx9hiQHmfNVkKbz64LnbA6yxa0WbaAuP6tKBWaSNYxsbcGcs7uOjvSDdnZia8WrqwpxISeGGj2LF+0JO+JxQsHYVKufpfBUTEIZcSdEeKXadJEHtQwOcjXs2wkxQ5E+S6D7wpkc0P9pKgEWaRqQlasE/e18gTiQ6h6KBk79TqIxzOP3PuFm35873/069ePPXRYGrMnju14buVqnOXHj/pEPRwTPIL+qED86FoNqYBu+vo3fwVftKQkxAkpiNrAa0RqIOb5rMln0YY6mUXIKd775cQbyJlJyCZBPxMt/O2GnUOFGJce87DKBousOciOw+tgeygg2WTutKSR6iw270Smz1PqHovXkqST8biygJG1gtXxO+nDWorQkLHZ4txLDOO9kudfeWnq9NPL9gwtn1hXPW/O24KsvyRIbyKHlYnb8zhFra7ZyUzC1AFBtuYyrR37OkzKG5wMSUTECrVTyvc43NCFnMWSgV1eGEIT3D1leA7ccR0VHWwaN3P+nD+Ku4NqbFqF9nXQNiobXMI1q9kOyj2Ll7N9lFtARxKWsjfj+gRmhzy2fLZHYGWFAiGOusGRisGg46GnH83Wr7UNcT6vvr+z3x1+H/5Ar6nFYgCsEXcv1eJa9vPaX/UOPIL+CKFT0DNUlPgx2UVrTCu2FskQdRsirJ5RU8NsjlLV+PFsd2SyOPC5DxOTh2M00D/U3k9i1yBqbJHxfkPyc2mAeM45y0fZCav/3+BQt6R8LFAkjWp3Ctaclm0f2EktdjW9VLXNZB2JlBrG30pfWlXzCaXyUd1PDUoygzBVqfN5FQfF3ckGjnaIxqM8KWpky1hvPgYyeaCCBeR3Ohh6jGASZ/TkvDF4NL29mQae+7HGw4fc+yZgYhJqGUdyuDFCaMTw6rp62rxrW3K3VjQKQiATiY6VyC5chgSkgHV3gMFWnHN+EPMLiRXiWswy4Vo7DltZSzu21s+oGFNpEzQlaKv4b7Vsf5Xltb/qBXgE3YfAhJqa4gAAIABJREFUNgbqPrv5pPzjk7WLOcttgOygjfjk8WNKOPwLQMzzhvXS2kAEgm5x4BmkA2WG9wP6l/B3tm3KEwQtdwNC3teSDMa2X6/HZ4P4ZYevnZ7581+ocFBOshToCQK2dcMlBB+U4oeTtgoDUWdxee4gan/CLxNHKJWkZSSInxoOttCTD60iqjzCn6GpAG4oOKuxGTf8yaJSkpxx1+Fn1R7oJ1PiQ8PR+CBM8bajrQ/S81R1+MyzrNe+BOEgqt3WQ/nRSWefy4lIzTmmuEuqs0PnlIJvM5P+OFK+8ff57Uvr5CQjYOLuoANk+0YoGJhlRuJ2BIsTYovXiqe7ku8TO44h0dXDccAj6I8KVCy0indtMzlqI4iY50aTY5SrRlVIPxoEjtoRiH2GDYJwLWszCK+r33mYzjufo/No34Z8Qc6yzjTIuSvoZC3XT9BSzqxZRTmn+U4YYYOwkDzx4O/fYLXa0HCY8pHmfKRVkEQhT9zhDoGssGrpRihJKy2K1v1xyhlQRO0IdtvSL2XQGZLfjwYI0s4pLaf29kYxEMQo3iKuWb4U5nHNrYjsiIrrEyA4PhgMjwaZvHk3cKGjcz8mXiW268vtzi9WwSRYFpHGGAUMn03OQLB/MUdhqIYC27fuGSkUdOwZuFxWRxZM6k6ZPIY7tZRXDluH8EqOWCEZZ62HDILiBcGPuNEREujxc+/CI+g+APGzGHm030F9BX+2yRNIysYICpX01ptvsYWxd8tWqjr9dDuiQ0VtgJwnnXEabwPk7IQisuLDM6mhLbMKLM710z71+cDVFmm30iYCAa7i7QytbKDswsGuxK1PEDoBW2Lhqho678Lz6MM31zBBKyDcj99nEyfTyGWwW2UzWCwzDZNGZU+hPetb7UFHPeO4+Bz53DEJiueh0so5Td5RMGGbUYrssxJBLEMJk6Z2XLhLuVKFDq1IUncYObrUdbnafLprYqWBW7Z4UAyuqJeBEGdO2+YaIGK7leUjwpt2X7r4L+tfN4aE6Pqlf3h3HiVeRMGj4aNGLs/Ozn59aPmZy/2566v5cPP9afn1yUEj9bicrzycPHgE3TcwMkv9Iq3fSFzrt+3PSv8CFCSK+aj6GJjsAznDg4aFUTyslD54bzsF+wVZ+cnCPyaHyhUNkMpRwSavPZPsZQ3WLXpxbg/CxQ6enfJ2HwhbYO8WhOG1SqVdKY7zhVUUH7yLCvIN6j8ixMV+QNJo9aSXygQut7xjEPvPnlwir0l7k6DTPH72Q0lnN3G8dpKo5XehsHMm+mjIh+l3BDpR28ctjjdJ2mJxHJbPODFAFFDTgXbad2gTT8CNGzNEqNYgi3XUrzANrfmBA0erNFG46PPt7TPV+5jWtUaxdFZTnCcFuUiTNTaWDAtxA1ks04tO7di8i97445K58TZUGQzRmZt2P+4bW/lAWjW6HD9bHHrBKN6/lWov/i0VBwKBBvsDQ8W245gKj/IsPRwtPILuI+i0yDked/y0892VimqrZMczoxVVC2pIBO0JQRBYIDSEYpv2sbWBn+Co4dKLVOpZEVbL/vOIHKTclYLW11PYO3Y8Dd24gRo04lOQ+xMkuGsoYWhI7Gqz7RF6SFokgFLbAMgbj6oJO2ndm9Iu0EP/VDKNQorCdUAffNKgDzDimAda0SybljULso7SyDEGFRQHBAka3HsxYSV9xCJCsfriCECW3+1JDrgDiYTvJfFUjQiTrKz24Z3UWQNS1ckZ9kVgkNhHP1Qp3GBFoBCHVarMSBXxoUeT7N25/gsYTRBSVzqi7EXXA2h3/xuzShcoKirChVtuLZ6hPm9q6ljf3+tQeNLhEXQfgZrYgYeMOGU1EajA2WXFqRXosJ5RYNg2R0VViIscwdLYJki56ozxrKJLyvuzeh4/skKq5w8TKX4zyFmRsSLdwmlv0+isaVT72hF7WXN7evhr4/hm2nfVBPrRDO7uRHfnfYHMpSadcdczRIdnUv7gt3h5Jn8byhWfwY6QaKVV8ahFklJV7++UIYP+HEnIaM0Yb2my37OizklmPk4+fxKfoxspd3VHwNfAMbjgOBp3EQ8qIGsiqOtiCpaZNGxciJrEsaB2Sab+hDoOHjxYNHDgwMb29vjk1tbEnoKCgkhTU9v/zJ06/d6HFjxKv7t3weenz5vzE70gEpKPrr54BiekhOvCVDKigoJB2b0GIXfsHTe3iOuhFVESx7L8xVe/+7ulq3MxOdh0/vT38vPzt7oeFDfRNakltcyLa0PZ+l3rZ4LwMWj279//ULcn7OG44RH0KcbWjRvn4/YWCigeTy3niUk+AEoRLaigfaGSQVBqshBkjJhojuqIyTAyjosWpBzeFmFFiWiIYYUBJmdAkWJ51XTa/Ibd+DqFvKBkNy/qcCVnkDJvxybmnfTdN8rJuNBKjRbPe5+Saloqc7KJ2gln1AigFCwIsTN/O3vOIOFAMEgxMYD5+da6yV5fkbNCTk4REWz2Pan7ciNnnJc6H4DvABRRa3cA+nHxYLO/jH3fcPwd8vd3j7JDOFpbW9PHcnML/5ZIxH+4+LHnrkPxpJcPxCcUrqwBJf5l5vw5rws6XBscFJj06B+emJPw0TAQrnIbKqsqeNKUU8zFDtAyLCYG89DgACcjxerj3J5LgcMRhb5fvKomN+HP5gYNX5la+UvXi6/QAz9m//79/cRxZFsNgnd1/w0PJwIeQZ8CdHQ0z3ni/se/JF5OemLxworwrnq7qzRm5tXsvPJW5etW8cOMSXK21I4qH6oq1YXDEfYbVaxzS+NhcXs+hD3okkpZpB/KEuSzD9vc707OwL5FU1yPXSlmkDD2fjfJaX7jQmLlrEjaCRB1JpJWGDK+ha0QEGBdbJ9Nzm5wkrJ9HsX9KSSU/866Gtfz0qHI+fACzeK4TpzL+1YhexeSVsDgVrtuWdpyvTkrkJVFg+Lx+LDPf/6L3zRjDTkLly8tvbz6Qvi78HxmPPvwu2wbBAajocIHdO+vHzrdbDdZOeOuqn9RiGJ7tkqvG6n8vgSNm3Ie1W+Uafl7orGUYvwASPrtt1fJbM/Jk6m5ueMP/fq5nP+0aRRf9KSVR5/6GXxpvQztgAEFH0fUEJpBiH9BmzNeVA8nFB5B9zJQ5OjZRx5f8MQrL5Wqrhdt2nS9ImnuiYfqDxpJO+1pqGVYGcHBQbYwQM54BlljOcg5uk+8LwmwqtRv+3s0+WdBqecUO8NyJO7OS8ZhKXIGUbvZkyDpIfPfoYY304tes5KW1TJYUYOc7fO2LAwMUrq9geV8FTSyHpw1kclZeepQwzjX0TOy7bsF/W4ghZxJ3hWccdeGbv13NQAMFIqy2SrAn+0yNvl82eft3bXrMkFuOai/DPzgVw+zfwyiBuRkXHIeTmVMqm41kQPJ8D5fq1+sH5ZJJ/uTy50kzRX1AgFqmjbtVZWu3RUSLlEcOrZv3VOA9HOUFmg+f/qejCt6OKHwCLqXsWfHnrFQUSg6E7PqSzgBkq4oryAK+WX69iHZnBWRG0o9GzzHBxKRBI54YVZZVrU5KMmoFSY2vHQCq8raPal+ckHOX119ZSx3g+41Azo5O1G0oSDtXxd87f6HplEDJSM2nPYGsL9zHRPfoY7UuGMVvaHsDaeKhp1TOiGP9rw+EWvzuSqidSPnLT8anTFYzP6uQ0VjIMGEJjxzWDBDywRhxTITm89HU79x508/abbIWeB6xFKLPzpKvaJbybgp58sV22SYYH6xnwL5cU4s4ZRzlH/l6nrySPOK+NQ4u3H77j1kZuiOju7qqNfxlXNGP5/p2C4aVED/nfHIU5GV8E3BXuF9XzzI2NjDr3k4TngE3cvwZXWW8IQSyllqsbLsHmvzaEhGCAX9stXUfilXZdSCJCdkBIKwQ+UyQ9AfMCi2s5VKymUiSsXwIgrvaLRjnkFQIB1dDdOGdF8ZxIp12hI1KesDyYnAMZadkW5r4P2lry2kN8efRgWOn7GyHljFa6THpCoIb8ysAo57HtwykY4UrUOsF0eikNbwBe/1EDsFkHNB22nSwtGg3yno57L7Lx9LVnBbatXU0M5DEfuQ0rViEEluD8c+uaoftefXCIImTohxloLlbeJ/bc30+L0L5kLxwkNOmUgUX9t6qJ72RF/mOyYoar/fx1E86K5NVvnT+m1b2WMWHzFhDywOUbMg+0hMlpTl4y5IHWYQyWEE5WRePN75YmE30XCZhDOO3+fzjfvl2+99sXDlSllGL7eAho8e5nVU6SV4BN3LGFlZzoxpRlNrQah6xApcr9nqjA01rKrLqVt7kDM3NxXfwQ88LtbHxCAmBPG8J2rS6OAMKhqQJ9Vz2xHK9cnYYpAxiDg1AkOG3YF8+1+3Wnw+XRBa8rglgefTsHNHE9VSyoSgfcyC6LCtx747iTgk2fGvCxEhRNJiUZODKoIDJI2Y44OCoPz919kTV3oTGeW/+3PSQ+xw51AVGMIE2p19A+X8o9ZNfC5frvWlnAO/votS1Dcfq2YNYZCBRz5yTCs17M+8n9iubbR4lQyd5DB38Rw7gEE0wPMEilhxx4QYdtRG4Ua7QjHHD8U4/h0eM/c7FNejoiREuxsidiEr9X23Qk1Q2NXz59QXFhbu7fJikGVBO+KgOzgOu0UQdOvY//3mLZ9HQwh0eUcIJFoadrdNDycGHkGfYuBWFh2wOQ4abauEOkLJS0RgAIh5NTvdU4yRzq1KiEq7Q6ZFB4cMEYQllSkAYtTJGaSMSUKQkU5UCvicnlovbQoL55d8KP47NWU9Nzz4pagg5wLXz3TS01U0CBCJM/VbwranCyjPXQ1KzugNe7tiAMtqGUH7ounk7GbhABiIfk1SbesKGq+V/QPoIYj2/s7Ppao3h1D9/vdkdTs3iMURUxBt23aumYLIGkOcW36R+Bs3JmOWo4cOcS9BkG3du7XibzmAKkaN5NRzxLYz+bYLCvWJbTTs4Q4rGLi5QJblUeudVhTw+fDKigfdD85Cgj4Uo0d1po/NAxH62S233gbvGXZcQPxBFiPe+rbbfvWth37tHlft4YTCI+hexo4tu86xi8P7Epz0AHKGddyp6qbl+DixxJ+boHij9JVNR9tvWBywMjBBCAWGHyveq6iNyROk4mtaea4gLWI1rEdgKLCPXNv9cX/8P6Z2u84QB6krctQ9bTsJpv8K29rgqI3aZnEOZBNe3CV4Q9kbetwzAHJGCFxxW2pIIJSyQuV30wMP3AYbnENBzgb7WHVyto/9zTbOiMwzU1oBMlTHbkBV1wNQQ1oNpqq3I6dlFwd5go8n+cRrlIuNbwpzDZWK8VW0d2OEDgmCRB9IH5oH4PqgJCpvNNnxhTusIKKj3bRi/uL0u/t+c/vMebMrho0seWDz5h1bx48fn1Lg20cJuymkXoejQ4u7++3SNzhpxVBx0e1xWCehtAvn4aTAI+jeR0qAgw/KpzBArHW5b6r80eEXAPL2szKKpGTQ4VZfZs112FEfUcviwMQgYp4RteG0NnRy/vXkBO1+e3PaRJ9Sk04gzlmfINTXxzaHnfM3UtWLnMkr333jCiY+xBgDID1WzVbCDKyOYGAv2xuov2ydJf9XT05R9oYOzhxskypcuSHY/y2/gbrcaZ/fFhrtStL6+TqjTzJFcrA10z9ADei80nV9KYukTU4kYVLW0rHNhqitnvE6q0kQYaHsoo6/Y1ZjhPIG+6kCgzBJskdLLvahs0zyIwsQHXWs5+CgADe3RWeW8KZtiBYZSPffc0MgFLqhYmzV9rmTJ79VPX/O66Ujhiz/2982bQv2K3Y1aJQYD6BMwP4Yt/byW7HWcS5KlXCPPfRwwuERdC/iyJEjg555+N7z9fRaWRozX9KR1XzVQEfskqFCce2lyI5IWiww/FdWk0aQJxANu5CHRNlpcj5HZQEq9ayHx5EgrK6iMDLhztZNTNY64Fk3jpev1SAA60RtH5OJ+2gCDb1rg/0dFRcNskPURkiQkLktxgNSLIbiI8kBCYrZSEYb2qStJgbV9vS45rutdXUCVt47uXwGYHJz/YZJ1EzJ5BWVuKLUM475YCxKX7/404Tsv2YzVTVnu8SF4G+c0lW9yM9KmaxtKvXcLEi6oIkoWDCAfOKuYFjiMO3eH6fB4lBkGLOfOseKwRyn0GxQ3qCANcNnta0S+0HkxhU3/5yWL1pCjy56njbUbSCzPoJkphFvv7FshHH/PVeGhpegdVa4pOzMdX6o7VxZ+8M+XqH2AyhPKrZXVVFBa+vq+LUqrVU9/5M70k7Sw0mBR9C9CL8/eyaywlBrQc8NMHIdni3eg6TFDzZTogbXdRbkHBicJ1SZVM1bd+7jiUEA1oZek5h9ZUpGYXRna+hEBkABf5cmpC2Tk42Ukrxi78MBPTqEVbRY1pn/AUevcCeTLIO7u4CcnTYGn7MjxVuFFA5s/qStZPk4uj61jFi/TNpC6g6A8ZSWuGLhjHOGcoEnevpJJkg3UlbgCBtxh8MNe2GqW+F0fPxaJ26bpMVzXrZBZ2TJv/uw5lRPPWtjjINaeAhTZE3WQF8UtCsECqXMzwuNl2jt+rX8GpYK9m5u3UYP7ayvMBJLKvwF+VxwCURsimNjv1msgx6VSHJB70dIar9fdmaZfnr5tkRnYtExXF4PxwCPoHsRPp+vAOQL1YJbViTlYsYe6bhORA82uGxBR5xrJOM3D6La3RTjyTI1MairPqWeMRkIW6M7gHjJMdEHIi5KswjkOnryigrBA/TEFV4756+0d+xkKrasDo6Bzif2zokkIaliR3qdDd5Gi1ymLA69KNLkT/RjcuW4ZpdMRjX5p5/f4QvPTlmuzlnZI3fnye1A+Z+hKX8c89c/OZ2qB/mX/D43MSfWRdlRPg/YT5p6Vj4zn5NlYBckEhwyh2p1sDgwUUoZepPrUGStcHisSYvbkjHmGEQuEo/LV9bQE4sXclOHloOHKCr2ZRRIso5Eo5z8wjGNAkMrAlRRIcuuIoFm1/569rSRfm6p7JGU5RtKHnoFHkH3ImKx5hdn3XLr/mX3/nhwuH47MU2j9RK6ORdphZCgnvdZ4VRCiMKPlEXr81IqtuF3zBZHscEkffrHZDp3svBQKnhSrBtbwznR11O4edQ6UcMGsavdQUUOXM2JHs3tsbRiR4Ae56xnDSYRp6yW03hyUCWhYD93WlEpX/iZI3dZAw825/zNnkSU3nRBl/YIgGzEnXW5UKebh1cOe8vIN+YYjYZ7RxKLuNWEIJQ01LM/2y/tiAIZeQOSbmbCRGfcuLgTClEJnUG7C95LU886dhfE6TOHimiVkaRoEPYR8Xh6+Xb+fNhPnyTfpDFcVwWp5MambRQvlBPRGAzs/ZJMgGltJNobjvEjkRencL4YLIwAl1XVh70RlcOO/h+Ih2OCR9C9iAEDBhy+qiprzMU//cG9zzx87xefW/meDySNbMGqqnzbg0b8qT8Y5Mp2WeJHg2I8Zqck50B5f4oJxYkJwXrrGROE5TlTKScnz661oYebqRC57gBCGnaU5MwxxTPkZBzqcrhNMqrtggDZ2rCSP5DO3dIgCdmZtu2cEHTaHUiB1/MzlGes7BunegecA48+aajX5HCeA6yZCbPWcvwzanAIcv7Bjs27Rhm5SeXpRIcKfbNIGeF0CKGDembFbMWx8wShZXGExOdZLeP4rsJJzlPN1J/qkOljqXF4gO55spbu8KWXWNW/f+TVOibsBoT0FVqRLkhyEceGicnikUHqt93xd3Psf/8IYscMvR1L7n2squn86bd/eeqodS+88H+vX3bZZR3k4aTAI+heBoqfi8f1V9x8R807+37yeHj9Gl5eX79XkG0Fd57m2s6maXfSZmLuJ36ERR2sZFSFOqWkoZ5RaCi7WKhnh3AEucycvZqjh9UEX6aCRk5rA6QlyZ3ozfrTXJW1rpozRYBgu/CpWT1ry3Er7/TYZXcUP8WjScXs5kfb29aiN9yQ6VydYJtGm9h0XWfPJPr819piWVnGE6T16usKsDTg/TI4/E2QZE7Se+Z1BElD0RbkBGhITi7ljz1A7evkVzApeN76IynbHDI7RIXnz+So8JoZMZr6aiRFSSt0FIg7BDFg1wtyxp2Kc5+mVda0IL8bn4bIbpyLGtiPPvOHzwX+/PLnGk8vZ89726Yti0eOqfx0T66Hh6ODR9CnCAkrpQ5tqkDICKlDx27pxxLHM4dKDC56hIlAWBkjx8giSEo1V4wMcUIL6jwjrG5nTWuaeobv++MnPka3TCNCl+fvUjqRSmKW0GOlQehQ3oq09onvOVUn5J7uO+tQ1kbKvlg9t1FR2V4ZsuXISYMyRmeUTIQM2P5zG9nlTJ1wJp+4hdjp54H1VGW+lOO1BhdloxyZNn1Fxg1pyBbc1wZC7ojzZG9waCnbHQWCnKFeoaKB5nZTqlihnqXq3WyTM6CT82fy5V3CGkHOZ/3kMXv5HzIkBvFxNG+m5jwZH90J9awHbot/J6HBFWyNuEGpdkX+BVbzCKSax6ImLd9g0r6VT9LM+bM7XTfg4bjhEfQpQHjTpunPPnzfLfCeEbWA2XEuimQpZhAQav0iRCowWE4EgpQVOdsJKTuibG0gndtpbejV26B8keFHv0k9jqTfXJBWRhToLgwP6w87Nz9jRIhMGZfbRiQEq2dBzvCe281o2vogZeWz444BTWIRueHWOQUoF9eItFpLd1oK2EnO+p2BOk+n167iufWBhtX3U/I1rBlMRn71nFHJDDqjC3Xu535YtmJV8c+dlgfcbFWfMzBICfU8pjXEiheE6rQzdKz59r9S05vpYwS+89aEfjbZsnom6VWbguOj8XhKzQ5V/e60s8eRGWsQg0KMjowwbKsD26v4/hX8+jNiMLhjuxicRiRJ2r+/jDry93PSzIjKUi+r8CTBI+hTgBWLlt5fs2W/DzYGElU27whz9TE/Ols0Eo0fUyLIWXYRQfhUohW1O1JrbWDiEKU1VdSGXoPCrbQmyOix6S1UmVLKN0lQumruaXw07I3dbwtiFK+/S6mx0SoxZe94OTEItYbsQYTVdXYiEYNSsiNBzrLmSJSjUxIcQpc+2akIPGickWJvuNkvimzVZ0m/3OAoDrIGEL7OLlaISlyBzbN5o59mzm6jI0faX+RWTz7xkdWP0LBSrtE4AUScUvqzTcY7Q0WrrEFWz0JFq9ehIaM4auP8Q9so008S6rn/X54hWrSEpr+xxV5eM6OS6FWZEAi1vUo7DVgltFEMaM2H7AQYPbQP2YkNq3PFoCBJXVkdipwxEKh9YdlSQquyQXb/dCjpz4rr2NaWvSI/vf+whxMAj6B7Gds+3PylxbW1H29V9SaiUcpGh4xBAapDS6OBIYpn+ZmESsqDPPsv07hbaVwFunJvp9DwEeLWvj8NmdxCoaxZVqW65D70LimZgEkv5SurMDzc4qtiSD0BVLnM2JOErGKHYSeodGmVPagSPDotUnZ6z+fOOJPWrK0jGSMcF+o5KjiwMG2yUM+o5O1Y4YSwcpCx+KMZYoC5MKmilbWhT2YCmWpW61DWj7qe1fPn/AmtnrZt2vIv//wv196CCBwUxcfdj+oJqKCyBFUyCpO0RZDN1mfK5oC14VTNIOQ/tCQHHRBxoSBn3drAMhCosjjcfGiAozXUcaGVWpGMJEF/yuztyQEb6hvHgX1jZkQfCACo605B+lgPCh2dz6+4+Y6dGdtpeThueATdi4jH42XL//jqDw83Rrj+hilICAX7y0IVVLc5zB1Sxo8voTV/C7NKBqByVBo3+guOKpHWxumB0ZSTI+sn6DHPQKYCQQqKnBU4eoH9Zvf6FArOSUTbOrGgyBBk6cy+g++M6m9brRw0pYQBNBoAUH8EAxJ8aLNdErNdKCkntbRo0n+Op+z/QTHYmFeZKRaG02NW5I0BRcV2u905qMELQC3r8lHXMDu+vmjJl0PBQLYxuIrrNYOcVXsyVqgoetXZmRKapqI1GBY55/cvICPHoKmHkz9DNQEIghwiFOw+Sx1jGeKSdTgJFOQKklZWyfaNcTpk1qfum2TCCvYPxby7IGpHfKhBggcDSkfOxABbIco+Qcr5iNHDPHvjJMIj6F5E/a7dP1q8qmYQk7P4H2oEDwwEWEVjEnDcmFCye4b4dUfrkwX49agNWBtUeUSo53/S0rndG7rqUISFpI4ia5leerMr5Xz+PTfStg1fYXIH1H5Taj538a/pc1f0F4PMdLr3oUe55kawxBB3CgYFhxhcsQ8JO4DqIMMNCawbAT21G6SO9G7uD9hGaROiqHEN0lWp52ktrSg9cQXXRUa3yPcgd3jmBWLbE0qyaWf0Lbrik1ObVq5c/eK4ceMKfQkqxLfrVr/F1pPTimYrI3rQtjeYsBvicrmlnqFqcYrwngF9ArDJImZeJlZSSvqiJ5N/ICxT3wGpKyJX2G1FbiCsTylmRdSIGMkrKpX7PVRETrgNBgDIWSEhlPSFp5eLO6LcFdnZaat6OEHwCLqXEN64ccqzj9x/jWptFI/KIjrBYIg2bNvAdgYiOt5+413pMddLa4NbWJUEeIJw3BkjWD2fOTFPszb8aY1P3Wo8MzTPVcG+7e/G1tj2/Ffs19ivLMDk3nkF0LuDw7D9l5tuf3zFi6/OLh4eLO0UAxI8dHjQCBdGhlrisIz35mvT7l61DuQMnxrG8+SJs1I6jgNug5QKn9Ovg5oQlBEmBUzsQ55q5glBHILyzAHV2qp63pwXR46tbA9/uPmzC1csnVJXVycn/nDD4bNqarAhLm2MQHCgVK1tqTU31GuQ5gCjhKYekpYCq1aLnFkZu3i6ytIA9O80CjL9TP4WJm2lnnGjw5XtBPTMRZUQgxBHFSGi/Gad5J2DgRNyTgQNAeIr+rk1PPRwQuARdC9h+Yuv3Ykgf1VqNCZu5dFzDskoALzMuvVrhUqUcgzkDNWM235u+mp16UbUhgJsBL1SHWBHYbSmR2Hot/SACpPramLQWRxJr1fRSOOqV9a1AAAe2ElEQVRtj1k/Jn2ycmddgj7/talb4u2tN1z99WumLa6tfS4SiQwEOePuQJXKxB2FCjFUcLM3VGlRwK3juBM8+WfZ1nr3F+VBq1Ko+nnofQx31sn6z8NHV/Ct/Io/LvkyPGfZdspPRjBVPutF9LOQkII3aqKwpUncGRTKddqNlGQSEG1X0Cfs9O9g+UWO5fKaxGQ5U0s1q2d/wi/Gt7i9bxWpoQYFNzIGoNL1eGv40dXzZ78lyLmLlgUejhceQfcCwpu2fOelVTVzuWi7ICTEPQcMWe8ZpIvav1iGKm4jxwSYkEHMciJNysqCNlgCsgg/lxF1FOF3RiFkIlxnRbfuAHJ21qmQkPHP6IKtk1sqOdeAnOnzt133rzk5Bmhy2dzJk9+vW79mBlOyIOltm5JZkQo6Iev2BsMqLapHqejFjZT3rJ+jXlVPPstrVfTd9L6JbiVG504+K7J169YXszt9X124/LXpTWZM1TuShfPFoIo6G4AiQ3jL8cIEZugkQbehGFSWvc0B/QJp9Tac4XO6Yoa6xWSgbYV8+19TJgwVWD3jPA4dYgWN7EU9Qj3ui3M2Ifzkz6zdRzXTptP0i69L246+b/8Xq8RgTKzSySygNwuIQ/KGV5a9kvZFDycUHkGfZHR0dFQ/+/A9d8LaMLIT7LWytWHFPuOXjpjntas/tIrtW4RtqWZlcezWivAnrQ2t8prVbkrvjuJUjF0B9aHxPT0eGGSH4UHvwEIOtS1VeYFro1mkRV97+1U/9fmMN/C+vT0+dfGqmhmquS0IGsTL9ZKFUg6I66BqjagJRP218p6x3c37O7i2x76rZHTGd9+Qx4fiRulFnTJD757ihLI3Zs7/5IsVoytbwps2z0Xsut68hDM+rdehUNCOd45EtThvy4cmzY7RIzdAtvB8L3KEz3GEhouixfpO6OttyovY+2053GyH2MFWgaoO5vvp46uO0Jrv/ysVrqxJ25au1nEcsDKcg0HJ2Arq7Mx5VRtzPJwEeAR9EtHU1DR0/576x2q27DekteGjg7EIDQxIxczdu08bz0TN2YLoL4g2VpaCVhYH/FqVLehWhF+vhaF7yU5V7UzOUFEYHAOd50smdTyV7Crg1oHF2SjWCajnSOdK+vWv7ly/e/fBH5SVlfHyXVt2nxkOb7fX44QUK0tSAUWSEAuuQ7W04teHZ/IAJW2NZHSGUsdAd3cJemYh1t1ylbzNP+OuZxx3AP+/vWuBjqo613seyczkQSYJCQnhkZAHD7Vq8EFXRYJKa1UKWLHYgoCPWkpbqSFYW+MtpV0Fobb4qFWXhSoKtbTKDWoF7QWCysVGqLVghRBA8gKSyXtmyOvub+/zn9lz5kyClYT2rvOtBZPMTM4rmW//5/v///s1eWNM9h/w3Ijs4T+cN332pQ+ve2YYldUJQ35thBVkKjQXQUYQBkpqNK6RNBKFIEiSXaikTdV8AVXOMJbcAWbRM0F4bmgQXYvtflF3DVnF3tHI4uJlYhKWpK+W/Cji5ylaBxau/hlruXJO2OuI0qdPnFvvdDr3RD0IC+cEFkEPIDg5P1Nc+vOcptO1YuIF9GZ4B3s8bnbwQC1LH57MmD0gSrQwMPTggQMsZ0yOsCKFpFHXfJJ5hsiBsYkpI3VpQ42e19/vEs0i/yp0G1H9cxruxaFOYKEIGyCSJvmDnOpAbMCcL115JnPUiJtdLpfOUlsbArOFex9ITWkOBil7E2X0bDMkB/Ec3PpgrJTm+6bwfVaN+VXQAqNq7WZ3EZG10fKOgc5BxU0TJ550OBx/wdcxMXH7vrHkruvqPtlf/ujGMq/w1uAYjzsbTr5VJ2rZcAx9bQyKhCHmQurRsxZBC88NEKS54WAElre/wdavXie6+YikzToJAejDevTMQjam5FrnZ1LegFseY0eFqb9R11aBhQHvKVSegxbNyj9Be/dZtbxb+GywCHqA0NPTsYD/cU9vqjkiyBmTnaFdjkjLEBEzPjCIpOuqaoVXcNXRI4KcqZ0b5vvUOYjoGZC33Jfq+wARnY2/M+HTaM8qASJR+K2KUPMHkaDqUmcktqIZ05ZxctY//W1tbWltmx6/lpKkkDiCMOYPyOoHd1ykKRLJG1igaHKKqjmv1xYNQK1tVoFjvfdqqZuj21HV0yn6Vn9WnfoCTJ0x7Rn1+2AwWJ8x8hKvO7FcN+NHRQd0D+jOPhyOMyDLBFmoSQUELWqf41LCkoMgXdQ7GzVlqtAon7kgjETxvsmG6JmIW7R18+uL+mq45yFaFwlYpQYayUupU0d+9I1Rulk9NKJr2+fzMUDTqn8eBFgEPUB4eMl9xWUVh/htJVVtNIl2bkxTEdLG+DEs4POL6BmDRFG1AYkDt/PUzg2gHArRM6C2c6vorzW7P7MgM6jRqdEMiWSPLz/wPHt7QqjhhVrM5/zPF8qzC/LCJkrHxdlniOsBuHnEGvDxc002nRgDLTrQwcmvFw5+kVaaKsxGcKkNNSTj4HzSXwh5g0SzFqXzwJ3KxGsns6yc0ZvU105V100p21POMtFcUyUlDjG018XvkIJ+QYDUCEKWnqIxRXOwQ3Kwm+WxOvZ3/sOyBlmUt23fxAqV0jpYiTJFCybyhFYN4qQ6aXoe0bMYLovJu/5AWOciAdE7/KAnBWVDSzqmwrDf6tunJhlg48oNDPZ0xkUDbeVFE9wsY1SWFUEPAiyCHiDwz2dGrY9Hx8mZQtoQ2X7NAAlJQNxtIiGIqBmPXq+X1R6p0r5vEvaOSBCO+VzIhF8lZ33GIDPvglNhZiNK2jVVaRij61KldliVDgh4TpTcadGzQs6nb80bdoPxGJ7cUzkD10HQoS/Agm0O5kkLTw5SWZ2LxQqDJJglIYpGtE1TuyHt4Fhb+AJR/S6dd98JUDLop2sgKlGiXDPIHGyXjKKnTOs8HBMT8yG9tnnzZkfbkVMrmk7VsabqWuHbTUnBqjqfHGxLyUCb1pFJEgcnaHKsmxQ4iqOK2DclBuG5kVjyI1Md2v/sQXYDvubnopIzoufgyUYWpMqQLnOSFvp3UOsaXPVTfZ9CC1fqsCFrlLPwao6XK1zMwfd128iLD3s8nuo+L7qFcwKLoAcIGaMu/pvXvfdaXdrIzBGJQURYcK9DzbOImnlkDcKu4uQMHRrt3KjmoMYUJAaFU50B1P1mNmmbEHJyCyflrM9foE/0poGuZvXR/ZE+eTwTOeNx0ZV5a+x2d5iBMYitddebIjQTt9xYZ5R3gICbunzaSCtOzJzIibQBkSBUbhzCzPkVhJXPnSXo+hilESyGRTOuDbuNv+ziS+8o3vzzcb7TTczX0hzyeRZoZ8mJQ/kdUWSZHqQGF/+9o2uwL6c6IkIzbVg1RVKlCKpLRt1zRxeNFgtP4JIpE5z0MvnfIWvpEj83ibbHtOiZhScnEaWLOmmtmsRZaGOtjW7IV5a8MUiwCHqAUDTji+u37im/9qP9+6S04Q8IzZJqnkUTAdNsKJuYkDlE80qCrOaA50Z6iubDHOzUndtUpzpBLlcnh+1X1YmNlRjYHzTX0nf7Mabn779x6Gm2oiX8OUJoWGx4Ie9/PTF1GyfnVcbt3XzzDfOnr9uYKJKDmgYtOgJ55EuaczT/Z9Ha3YerZ7T5h9GAY14Re2HU8yLAP2Rk7u36bfzy5cvto+LSHkROAXvA70+UrvHfm6++RnQOqpO6jUDXoFr3TJ2AgFpOZ1ZCFw1vp2QLPZm0ZwDkDA26ozEQ4cGB6hLpWNcWtlCo0bMRhUpyEoGC93Ne1tvDdpz1QVr4TLAIeoCQU5C7Yfqkycv37ds/Jkc41X0kpzsrMgeiZ9nOLYkbUbOsheYRd6HUSPGhADmDpCcq5Ey+E7AQBelkHfhQe6ToKuTxjEqPBatC1QxGTdnol4zvX+XEX8rCidzoH61Gz8X++Y3e5sCtZtfiWGXNVzCJg4CyuoyRaO7wseQEvjCJeYvdwgQekbPoitCG4lIUjfI62eH3V9HB+BslQQgYKzTMmleMQKs31XkDeA+8Rg5/zNBg42ttDe7yeiXhlpaWLJg9+65RvragmCrCaNedUkrA71Z3sFMAksRdk1r3LAiREzGWJDPPCzOihCadPo3p7diIgKkpBdEz6p0BRMnqQkGRM9q7oX9Lv+jIj/2CkoXsAxO9mciZFoPZRXN7c8blbY3YgIUBgUXQA4h59y24r6yi4pWDGGsV49atKUnaAMhOFDo0JqaAnKlqo6sLTCV9DtBBaLQR1RssDoQ8n1VQ5Ayt1n1dZMRsNA3C9mB+hEoJqo8mfZdIjvaJ96nSxvSe3jscXq/pKPKdr2wv8isG/aI5hWneFR6m6c5uEUVTbbQctuoRkXaqPdyYHxDVK0Ki6XsyN14T52FC0pHRc5w4H0TPRTMfWu9Vzue5X/xONBvhLgfQo2ckeflCgiia/J716wk7UU6MFyVcoNt4AmS631eJmwpqFmk/vlPXosm5DkByMqBpzqKMj8n6Z3Es/DEZiUvIGyMy2aQP2vRkIPlvYHvvr14XVk5nNF8CMH5rykxL3hhMWAQ9gHA4PFvWrPjBlrkL7pmByBmudaIcyysz7QEbk5EXOgsRSZ8MiMYUVG2AnE8ecPHoWW4LNdCHWbfpfkCaRj8KKiOTkWa4zSYhWgUDY9Kxjr31T/35wx93h/21UL0zyOyhJx5ai3M1O7bubv8Mvkgl0Z5QYCAc+nxS3vBrkagcdRUrqjeYliSU8sZYlu4NnztodJ8DVNmFJnP3J3eoHZPq4oP29KzsUc/T+44eOjS/bE95NnWBol1aTOXuJDOkZGEvGjZOisloFrKCCrOuwb5A5XbRGlMgb3ja+N9QjOY1rXUM9mgSDAHJQTJHMpoykdSiQtQ7M0nUtBAMGZ2Jid5W9cYgwiLoAUbqsPQ77p55y45H/7T5ojoeNXvTMhiqAPAY0B4RPaPKAyVnORdeLH4O5ExAa7OsgTafvwcYSZpc3EQTSz9leHRrz5eUT3VuOKZZvy/5e+7Y/O/39JiPpfuksmYG2qMB0knhWocBBNJfwx+mP4OYEZXaTB2JmS5zwH0OyU2Qa5Ymu9B5h/kwm1iLGgv7VHIG2q+afCwmJmYffb/jlTcfQsUGRc9YTCDR+JpkZyCOV7jXmUgckBXIsY5g7BokCDnhx5vC3huNnKlyQ8Apk4AurYORkpc0EADfX9QTsjU1mvGLZOAXwo8jh/aLP0PNf+PydCfr7LRvsaanDB4sgh5gYALH3O/fjczPulWbfnshhhC6E70swKMxPFIVB6QNVG0kx7tZsB3Shktoz86xNt0TgkAG+LDcVGUPlaSpw1C12CQQaZHlJnknq2hJ2cOGNErnPOyDTITI5U2rE26554pxdyzu6YksM9GwY8u2i0UnJQuN7xKPjlp+tzBE6tBpkuTQ4g3SbvKh9E5O9051yiSoamKEr6F/o6lEXZT0zkAW2Y5O8gau0ZCFMsrGueejwUb7FJDB0w2p1+l3A1UfV87ldwBjpG+KvAOABCPugHiEiiaj2uYj/GuZoOvQyuwQYXt6WVhTSjQjfCNI9yWnOTMIv+cY7XcakJJGj002w3QoVRvQv4U+nRDSvqMlAwmInlVtnPTnxNueOu5yuarO4hQsnCNYBD0IcDqdf5133/xi/kf/xnNv7hU2o01ksdMZ0KWNzMwM8RSi5/xr4kTE8ubLkWVbgJGcVeA2P1qHIZEWiGztQp8SPYcD5EzbF+SYulck6gCQ2PCpNlb62IP349yinXdDQ0MiP+dCf6dNj55h0C/MkrTSDNGCDNkjLlmXNzBZBlFqUlL08g0i7BjDABhjdQotTGq3I8z43VdUhNWVh/T0yWzkmNEv0PN8gSltOqU51QnPjV7++5NlkdCgm6tD2rNoTKFRVu2NzJ2Sord0q37PRpgZIlGka4ye8V6SHDK90ktcP1fUPGuTu/UxVzFu5uLXWCQoXfJgzLRvOgbsF8epdivSrMQbh3oiM5oWBhQWQQ8SHI64bct+9ct735t959p9+/bzD7mb1dVpkkdtE8vJkQ0pn7wnI+fmtzvZjrHhM+YQOWPME/7Bzc0MiBBR5QDwD5ReKkdRMxHW2hd8EaVylPCjRx2pe8UDzPehhdf22Nhvnnzw9ez8vN/0dc4tDU2LpQe2X9qs8vPNyZYJURpGAA2+tlbWPcuyMNlZCf0Z9c/Qn/uCmf5OUJ35RATtjIzEARA1JQcvW15ygi864oSPHDo0Z2tFRQHKInHMOFZPDNMTvDgnX5cIX8NK2kh7pmkpKszIkSJl0oVF0i5KpEtA5QY7JbsDxbFojnXGxhSUcWYl8ONoPLsIXsgbJs9/eH0WG5WbYyUIBxkWQQ8i7HbPo9cs/eENdUu++aXaU9IbGh/2jJxMZut2izlPIGeCWYMKkXRfoNv5V0/7EZAKqJUOVCoHcsNIJxUUNavRMx2TJOfdrGi8uzo9a/idfR1DfX19/M4t24pxfragn7mSUjjBhcZauTMQJbeIdm7pW+GXCdOOgIioIXWQvCGOe/g+0epu/JqgGjsZk4PGTkojaDGCe92Nqe5X6Pld0J5bfeJ3hGMTLd2ouKmR/imIqCl6Vk3xATO/Z+C1uRPDNGiRoLtqMmvd+Hi/icMwz402fsUcmu8Gxlo5ePSu7J9azgWBa6xsNhTAGL1D3jBbGC7PGsK6urp2xcb23Xpv4dzCIuhBxh2X5N4Rf8u89x5e94wYCidu94d4mYt/iJqq6pmHjeh3GyBpIBpRg3jX3jPBtEyOiJlglEmIrHTdmUfPJ7URU4TZ3ymZGxcXF1mHpaC6uvoM62Vv+/2BGf5eG+vVomgk2lDzjDmEAKo4qFwNmjNIDp2EF4zIYYlp9TxKNL8eiHpxfGpttBmMk1NI1lCjZ9L4kYwdmTtcmND39ATml1VUjK+FsRU/brgLqr3N4o6gxi/N+TViJJJG9BybyITnhjyIo9I7Y1dksk/IHqt+akrOwo9DgyptQHvGHMTmxhphvoTFTejM8cpoLa3+GtUvOBZE0NCVUa6nbpNK7vAa2sgBo/8HwEOFf3ByPmR6kS0MGCyCHmR4PJ6aeffdPo9/IN56afdeURvtjXcLmcOjkBGSgP3CMP1D1VQjk2jmpvpGGHVngMgZ0fOTv37wsZyC3B39baewsLCTk9itf5w17fmlpStv3ffBO0J7h2sfotC6ulptIIFPaLrwJmkSZv0e5k2WNbu9J4aGXwfteE7WoInHXJsH1EgaCxOuBREyom8BJQLHQgf5Zsq0zhqHI+5VPGezMWG43aR1P9Y2hnxT8AgNWo2YQ197RPSc0nqRvn3RVh1whum8iJxvXP0zVvfY6jBypveQ9qz6bQAnvI0s0NIsOhObwbpaBQdpzupiIUiaR9hp9dpiyAm4fVqTbrYkSunuf5AVahNVyANa9d+g/f557S8teeM8wCLo8wCHI/4vc76ztJSxNSug0Z5pDOjkDEJq8PvC3k8z+CKgERahueEKkzeFKkCaz4LzjdsmeUOOr7pyX7edlZztJiZMmICs1Nf+8OLjZc+t+e0DZe+/P4FmMYKohYEUDSjAbL82mcTKyc5kjvg01sWiFIfg2JRzBfni7uCkwfvZSM6AURoB5IABYWD/e3qusvLE4psKC71VH7//1SatFZ8SnWqSUzSptPpl4wr/PWFPSWnJQh8GqNuPSJqAqBWeG32W3BlAZXVURgd5Q3ytJQYpgqcKDnFMycmsJ9vL9nws5SXy36D27rqNj4ftQyduBc5JGay7O+YNp8UWgw7rkp8nZBfk/fRr3136hfdKV17fVFvFWrVI0UjOKvAayJoeI0CEbUrUfcBA9Oq+qAbbOdYWKJp+zazsvLygyRb6hN3u3jD1azdu5gR4/44t2xeV7SkfBqIG3WE2Y6CjlvntmaJrEN7PqgdJn8esnCdN5kZtNKBLOmZ/4dr5oiqFSuswOSU9K/NhekseP8+8ZXm32Jjt3kc3bVjJn3LXaYlCX5OUY0TViSJxCLnG6xZ+F2ZLi5Gkzdq8je8HaFI3pIpgUHpqCJmjy80XB18YKQNUXhcQ18UrGlT2uM2PwWyBoIkqtP/JuWkBp9O5q8+DtTAgsAj6PCLG4755zYoHvr3z5W0Ptb+zc8hf3Als+OlYkRw0IyciZTySP0cYQFggH/7P9PU+YBa1YxuQNbCdLU/85M7ssXnHovx4vxg9ejT4Yvl1t7kfvr14/tcfXnLf/fzuIR9m994EGbGhBM93kkedSWdYsAHrQD8dEQpJI0pG+dxFmuE+vu9kJncNyp0B9kD68/SJE3fFxcXVGXexYNmitVfPuu5QSemqJzlBj0LUTxajIe2ciaQhBt9mZucIaYbltvEwXLbpJxSNZm07QpcOEkIrugkVcjQmD43kfGqYnyUP9bKqEwEhoVRjALE9VK2BaBrQHfa6MMxWRvN7DB2OQLRqDbN9J9622JI3zhMsgj6PGDFiBD7pvxi6aO76+KULvvptm+2So4dO6KHxaw3+ovjdu5EFEqnzndul3ACdGOSSZNwgxkE1FotoUoS5JhOqdRii5qgyCsc9W374x5yxeS+e/ZlFh3bOz85d9uCLc/z+eTtefvP7dSf+Ng714fZWxsaMkmQNm9WzngulwGwqt4DhfCF1pA9/RzQCAVfPvC5qyeCY/PzXXvzdI9dsXLvh6ee3bhaCPEoERVVHihwUi+9hdKVHz5yc9Qnbe2P67dGEPkwaMBEkARO4PT6+eJ32MY+tl8Wm8Qg5UMeCLY2y7plJYkbUDEj9mS8gTo+QznoKTguTpK9MHsn+u1za00ar1lCB48f07kVX5lsEfZ5gEfS/ARITExv4w9P4OqcgT39+Mf8XuDR/NL+9HG632y+5vViqC8crqy9lzOZVNjH11dP+mPjd5UntV7lY/G7Zdr1ze0Ife70GSbGwZ9qvmgxzoM4bh7p5WGjbj+dG5Wbtr6/3/eozn6QBGlE/vWBZ/tPd3d1fnnPk6PLi0p9f3gzj+5g41vzP0LFRdN+nrGME3U1EAZKFsgrmHXhvdHoSEvokIZdrSOWX5s2aPmXmF3+89IGHlny0f1+Mr0WWBEJHD/ik3tt7XElsOuSg28yOyKYhWU0hI2ZjIpBAESxjXjb9qnz2El/E/B1B1uvyi/r5qsYDLNOVIsySAEHSWru3PvuQw67pz0TOZqBjoJmD2HfSFZ1satYQFgz27vSYu6haGGBYBP1vDn5LjXtj/HuXXOuz8/Mi3nfLkPr4lMvuknetl8kxVN9Y8un21djYWDVs2LB24/MYMDCQcDgcr2fn577+0gtP3fT8I0/9pKzi/XE8svWk/1PKNH1F9yrCZJq4N1gqS46q20NbZ+Nl7TNfmNbzczSpWg6HeE8mW7Z65fJ3S0pXvXDwg/c9/rpaBqO+pDGpzBPj7W8TIaP87ZtYVR+12SBIwuzrbzpdNHPac4ytWVT2vx94UEMP7V6O0vLqBC1HWsnEJUkdDpPFAcewelel9J42VGswhcQDTc1szsoV76HyqN8TszAgsAj6/wk0Yv2w3zf2vY1zdDT/GjhRb11Q8u2tt3Z0ZLhcveOOVdZeQq/l5Gd5f72n8lJ+lwAPuzgk2N472cXaT3fpDT3prnTxKCJYRNCevWG6vQrSniFxfOuK8X/6NMc5Jj//5Y3P/aqw5mj9U4sXfe/qg1VVLMU9RMgaFD33uD4K/UBHePhpjJT7Aioopsz44i/4ArbyeysfWX1rdfX1r58OLmzd+PiVL73JXCgDhLSBgbUBrZkG7d3JTq2a5Ji5ox8iZpoUbnY8IPYmn5uNzhtuudedR1gEbeHfDlqyrm5MQd4O9fnFn7+QNRRkJiYlJRXge5vNlm2zdeq5ruOVxjF50/vd16jcLGa3O/78aY8xNjbho+yChCll2/+4dPbXv7Os5VhtGpYJEHODP8DsTaNZsrdevJfK47I6zk4noOjZn3aCzS26pWFIqvcJfI/rwheH9Yvz2fqOix/JXOZmNxyvrFlYXLpyUtXHBx0NTTwy77QJfxdIILJ009yTBaS8B6kNE3ImaQWeKD09sbscn87k0MI5hEXQFv6jkJqaCqs/KneoUC1SeZQ56Mdjt7vXbFj32Ma6T6rXvNYQmM0jfEdZRQULnKplZzoydf3XDLpdqAKQOCXnMnKGsduL7/ml3W5vNb5P6+R8Njs/79mNz/16fExM9+3HDtfM2vHKtvxHN26wY+iwo/5w2D7OdoEAsP+7r7+JdXZ2/s1hMfR5g0XQFix8RmDCdU5B3m13BgLLnJePGzmX3Y3o3mu3n5l67FDNJTu2bINUk6zJMjZO3vYzHYxlskjN2pni7nUnJvdMTXeyOd8t8bW0tDyOie99ITY2Fj3aD/AF6oFvLLnrgvlLFy5Zde+9RW+5TuQmBd02TLM502q+IBhBJN58yofGnbfcbvfxf+WaWDg3sAjagoVzBE5myLAppRKe17ILctmCkkX6M4FAYJTT6RwdbRu9vb3NMTExH0R7vT/wn/0H///uHzz6FCvu7PwcXyiSThw5OpUxW/bWBn92wu5ytFJ6UWJHXh/Q8o2YFSiA/PN8xAsWBhX/BzQcKByO6H4JAAAAAElFTkSuQmCC</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>