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Cyclops Strobe 400 (Cyclops_Strobe 400.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Strobe 400" ShortName="Strobe 400" Company="Cyclops" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>98e37ba3-2f78-47ad-88df-6c61e8dad549</Thumbnail>
  <History Date="02-03-23" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="08-03-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="09-03-23" Author="Nic Morris" Comment="Added vdim to RGB cells." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="95333f3d-6c99-47a4-8713-1bb57f1c5491" />
  <Control>
    <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="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="xYellow" Name="Yellow" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="White_Strobe" Name="White Strobe" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="RGB_Strobe" Name="RGB Strobe" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="White_Mac" Name="White Mac" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="White_Mac_Spd" Name="White Mac 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="RGB_Mac" Name="RGB Mac" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="RGB_Mac_Spd" Name="RGB Mac 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="Auto_Col" Name="Auto Col" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Auto_Direction" Name="Auto Direction" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="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="dcc7de7a-bde2-48e2-9cb2-e66b2744e96f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="3" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1">
        <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="5138935e-b838-413c-b330-42866f7d9655" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="xYellow" ChannelOffset="2" Wheel="40" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White_Strobe" ChannelOffset="7" Wheel="6" />
        <Attribute ID="RGB_Strobe" ChannelOffset="8" Wheel="34" />
        <Attribute ID="Duration" ChannelOffset="9" Wheel="35" />
        <Attribute ID="White_Mac" ChannelOffset="10" Wheel="22" />
        <Attribute ID="White_Mac_Spd" ChannelOffset="11" Wheel="23" />
        <Attribute ID="RGB_Mac" ChannelOffset="12" Wheel="52" />
        <Attribute ID="RGB_Mac_Spd" ChannelOffset="13" Wheel="53" />
        <Attribute ID="Auto_Col" ChannelOffset="14" Wheel="82" />
        <Attribute ID="Colour_Macro" ChannelOffset="15" Wheel="7" />
        <Attribute ID="Auto_Direction" ChannelOffset="16" Wheel="83" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="3" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="42 DMX" Channels="42">
    <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="4ccc028c-4723-490e-9fd2-4bad8e8e7def" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="4" ModeLink="RGB cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="RGB 3" ChannelOffset="7" ModeLink="RGB cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB 4" ChannelOffset="10" ModeLink="RGB cell" X="3" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="RGB 5" ChannelOffset="13" ModeLink="RGB cell" X="4" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="RGB 6" ChannelOffset="16" ModeLink="RGB cell" X="5" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="RGB 7" ChannelOffset="19" ModeLink="RGB cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="RGB 8" ChannelOffset="22" ModeLink="RGB cell" X="1" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="RGB 9" ChannelOffset="25" ModeLink="RGB cell" X="2" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="RGB 10" ChannelOffset="28" ModeLink="RGB cell" X="3" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="RGB 11" ChannelOffset="31" ModeLink="RGB cell" X="4" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="RGB 12" ChannelOffset="34" ModeLink="RGB cell" X="5" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="White 1" ChannelOffset="37" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="White 2" ChannelOffset="38" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="White 3" ChannelOffset="39" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="White 4" ChannelOffset="40" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell17" Name="White 5" ChannelOffset="41" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell18" Name="White 6" ChannelOffset="42" ModeLink="Dim cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGB cell" Channels="3" 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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" 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="Dimmer" ChannelOffset="1" 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>
  <swatchLibrary>
    <Swatch 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am1tb3N622gFrPbac34jj5S+c5pH66cwcchxYAFkBP9Ebuj0+TazUBFQAqPKtorEMtoQjudTAKWCJDBSQ520PZuddSW18D5afr54Aga5QhmFN4UtQQN9TG/tm8T0Ikr+u8U8Gu6AZa2c6dxgLrTbE56oLVF/UpQMzgrGROXjJ/F3BGGVKWk0idCly3rrmDkyodGt1BJ98+T/NuuoW2VC6gzqpOevnI21S01EU3r7ibsuNK6Ff7vkfNR8fp4S330oqyG+lw/Rv02I7H6K7Ce+muj95PQ/1D9IPHv8XHf/hTf06pWYmUuO8CnRk7Ttf5NtD1iz5ILt8k+d1d9Fp6M4Pzko2rqL+hn8p3KsCn8/bvjBYKDp/2qqPV/H3A72da7w+RGTe79ydXB0BbqVkwfY9mDDS1afE7hW+p8Kl638hubIIXDHq9fdGt9U7wQqixadnX24WT9Ufsc7kynaZ7Oe1NHhcCIBOJpn2a0hJ4wP5emPik+r9r2nqRJYtqkOGMTtX9kRytFK6cUn/Z8x+kmneP8qYPXDdkg/VY5jJy9xyhsfIP8Seksek9yrygR4jc+j4GV//GZZS680j496zcQi2HdkSU+TepbQDajfes4/LO5/YwCD/8hQ/Qw0YZ7R/4qyXUvKuafvHD39tlyLb/8e9UEbOI7nvoMwykGft81NT1GD24cistXlFJx+Kq6ejkLgZnACuk5O1KivO204rCG3if1NPZVJydShmLfQy8FIqhYHZK1FvUkDzGn/7uAIN/U5efui6cV+BcTk2NZxjEY8gXYdg2lQ1ozgLOECc4R0mOFCEI/RcX1Bl5f3J1ADTp6Rsojmhi+p9G4yShzUWzml+OmFokgHE6XvVi5UsJLOrm9TlzR5ggi+k5UeQUXzRKDah/GHBGA+NoUnM8+vGz5y/lz65TR/n7knnDVHNa5+7A98rSCqpuqGWQXbjqXkrNSaJd+6q4HnX5CzJoxys6wnLdmuW0ZJWH3n2lh/e58eOfoesXxtL2Xcvp8Dvfpy/f/zCtnDdmgyfAtWhDJR26cSu98nfftspL+F48+Rc/pZHCa+kRC1yf/Iv3uIx67A8BYGN/yEb8p0B647rIlYo+sG7qykU+D37f9Csa1e6uU9ryMINoe6iXLlR0IkyayjyV1HCqgYEWgAtAB+DGjp3g/aBdK5WYdlSf5DK2P/fE/2TbybtDu3jba4efp3fe2MfgbIrT+wiatOQkiaY5O2cj0fygwTmPTfsrZ+RiclUA9Fjo4tkNwama0/ac8VjqdOkpHrjA5JGiCI7TOV03xbbWUxQL/nDnlHPLeSAYCNhgJNKsPSc4MKPACh+u0Vqq8KAsMAKlF7HlH+knTUEbDcphQZTfqfMfsMsDf+CMMzCuoxYTXdoDA8B6/riO/ChZ5GJg3fYbD9ff8fAdvH3vnkZ6YGshrdqSTXVVAQbZLbeupTVzvPTWgX5VHqbPfb6SynMV4O7tUaC7l/7uC5spLSdRlTPo3b0L6M8enkMpsUF1X9ZS28le+uIntWdD4az19PpjL9KHbivg+ozVoHoq6CPX6oF5Y0kP9TbG08r7osNFbufhiDIAGNqwZ3Nk+4SW98g5kKEtQBoatLnt93s0ZYXtAO+33ZqzhXvbC0//iqNEdw8+z9tAY0BTPu+tZvBtol10/lk9CDSN+XmC8lz1T4jUJtRDtnVuo23btvF3eHGAbwb1IWXISepXf2EKA20gI+nNfEy0S073TXELtXN68Hs2lWsW/nniTDfNWbxsStrR6WSGg758uSoA+nJEaAUA7jnr5YcV/pwCycw0A5EvhP0/eHpsiGkMentCg7E2OIU5TXCWUofv59Q+HBq9yspZIYdsDru1scHIPpW2yic3e2zrPIxK7DLlJfs4AGsYGsXgBi0bwR2JGel0rkkfzKmprl03i6r2h6i2uo1u/3CINihN9OdP9lPz8dfohjvLGUjf3etnkEXbrffk0PM/26n2X0pf/tISBZAu+tqXta/3t/9Ju/HVnD6izlFOn/hYGtU3TNJw7zCD87Vzldbpjid/ZwVrt7n5CTR3LJHLAOeUJA30s+K7GZxzkgJ8/LKT4dA/lNtOhu9/S+M4pSntVgSAkaA0xMb2h/kYtX06w+Wh027WoAUsZVuu9R2g+gEKg2vBW/vpsVrdVVoUYENjhmYNEb4ZWjNZ9IaU7e9Wu7NKW+8oS6dxNSjHqtvzQssz7IMsLnLNCiSbqSrCIAgBGAv4QibcC6k4+wRvB82xMn6LjuLcpMEc1Ajktezn7TayDVo5BgCUQZccbnmTftH6DDnlUgmW4KMPQ+GA+onf+OfvUkVlOV2//namMqJp0ZcTYTgjU+WqAuhoycYhpmEOSYQEUHMV2HKn7QnvY4KrU0xLvdS/rY7lbGuWeRDwaaBFRxUg3nq31nB311ZR2awSWpy7iPYf3E2ti1rokS2fp95jQ/TigVdofcVyWr/pJjpddZzrt/7ZFjYqPb/9GZqdWkF33Xk3T4ufffw39MCnH6QFFUvpHx7ro5rjL9HfP7qKcuNG6bNfrGbABYiumBuibypAriy9lWmCezrj6MnxpapcSGWlMQoQx2mvuq7r1qbyvkkZC1SpkXxFGFAiNU0ApkhoHJzmuD0YDAy7qHlslOr9LhoJJXBZ2p/p6KVCbwwFekaox7eBjrX2M5hD40Z7aNYA54M7upjCePY97UQMbRrl376szwFtXN1h8mx/gfzjq1XdJLkzEunEG9vp1I/rqcECUNAcCpbD131oB/3iUPh3MNC274goi8HPKWIYhIAqMTVq4a3/7p2jlNaWaj8raM5Ni4gNgKuT19OOPTv42d5ZeCvddOedTHH8Kvt7DMz3r9zKz/Cd479jTRlAu3nNHeRvHqZvvfojKh10sxER9AnekSZ6hkqCldxGy0t0/nA1g3PagnRaQTfQa0ufZwNkNEF/wQxusDU8C4PmjERbyBODd+7QgWP04m+30Vtv7mI//+s3raOinIV2AMuE4QQp+Thm5PLkqgDovLwsfplOnDlng7QJ1uIfDdcxAWd2qeqJ1CK4U7aHv5vWeoiz46L8yy8+yN8BAmJckk5rdtj7HtbW+R/87B94GwxIFJqk1ke/SXdvvZeNR8jnkeiv1Rb5NZNs/a9YMZet8RBoUTgGBOA8a1U6pRYlUXxnImvOxTll5M7XvtLC+WrgJPu7v3PYpi46LsQzIELwma8ATsoAw0BPEmvckO3PhembkfFOevqZMDdZe6ZUlXXAdIIrh4G1LifA5xruraUXXh5nTrm6803yN6RT9Y+IUkv7+DvksZ+QzUFDdryijwvtmiiLaRAMFDgWBMfF8USqxyeoxPo+rxdgkUsjhblUWKjpihFL68Z3MfCBM4YG7TQKynN84J8/rTlo61lKGc9W2oPyAK3B9IZVhgSPHaUFecU2aILWAJ0B0PSp51XaV0qTLUNUOr+UDYIUKmNwhhTPKtdGQUsA8DHJ8dTUWU3ergHyqOcOcB4KDdtBRzASwkAIAWcNgeYMcH737V0R4OzkoC+WWnTe8kX8l5/3KueNAUd9aP8B/isqmk0bb95CKxYtt1exmZH3L1cFQE9OTh774J137m360b+sxdRNv3SRmjS8OyTIpDdmkj6swBkaECQCUK2pKzrkY9+t4U4tnZesjtiRs0JpaD+yjUdiTJJ28z/3eeY7pQ6aOzoaOmOeJ4PzJXMno2E2DInAVRC8ITof9etOCi2pv6yfEzbBkARtC1NJDqI5SGxAQh3c+NAZ88+nUeYQeOqSCFAFbQGwBbiCM35yuwLi7S02p3z+eINq4+Iy6n9wSntMAMxRfvq4UwNrtPbDdniGRObOAIgC7LUGro6ZmUAlnWuommqZSiHeS2vEKEN7p1cqeJ+P3pvBGjU46566EP2X+/MowTNCTz+v67/4yXwamPDyMTGQ/NnDOu3K3l11dLyO6IPf+Qxl9ey2AJVsA2DzrkmmIZbeuZyK5o0xzQFNOviRO6noOu1WN0c949bN10T8FmeZ3w8LjJ0i7wLfAwWaeM54bhBefNVTTnU12nCHT1ADTgMgPDhq92nXw91vv87P+8C+9/jdOE3N9NwTFzgqFJ4gkJa2PfSt3xJr16A3AMiv0fNsKGT6pK8/HKHoWLuQI0/T8/gPFCAM0LBzIOmX+OLfec+HbW0aub2h5JxrPkcv/eYpPkb+7ZvtQBZoz5fy+piRsFwVAO3z+brj4+MfmVu29MT+Q2+yNglx0h3i/ZAxGUNz8qODK2S66S065gj4y3WH6ZS1zeyQokkBvFEP7eqF0Vh+8Y8rrQMdkQ1EXj8bkKABoQOhE9p1qvyt3/6Qj9cCrjx7Bx372XHbGv+dbd9gzrG5VgPmiWP7qXtQd4h3d72p5v1Erni4oJUwKEPChr1O67vWoKHtyraKynxafg204kZVXswcNcBVH2MpG/4gTypQx35//sVcBscnqYXpE4AqKApw2nNvzqf1RT6mLqBN33VboTYCEjT1BcxJe1PSSZMK2sgHwK3JUc/HH6LFBWnMUSeeTaAyBfSzSkGvJCitOUhlalCDISFFgX62u0aBfCEbDLFNgAELnfL98BZGPD/hpNlYOC8MsLHvqQFNAbQYDee8tZ+aM112fYGjjPdDnrsM7sJr43lDOnNOqgHy1/xdnh2oDtoXvh4YAI/u22UbBCFiABSBV8a7b2ggFnfSJgobDSEA39jsE+r9Ce8n3HQ0MV3skI2vZI5Oc5AS8tKZeiv4qWeQvvTxT9PZY0eY2IImDY0fUnOklo6o9xmpDSRFAN7fVMpmimNU3/bdUU8+IxFyVQA0RAH0SRgwQruhteiOOB0nDUFHjDAEWR1NaA3UtZgGIkum8Jc/DHObYigy62A06vR10lNvPUG+zjQ2GpFlQLLb1Z3V2vGY7lRLxzOpytXDdQl9RcxPBydSWFO6Ped2ylmeQ+/07WOaY+W6ZfRSTTOFjrxNH/n4gxRfsIwe+8lupNmg739/GfO+//T9GpuDhmsaQPZzD1XQ5tVp9OivNCh/8oE05qS1NNIjn1nP34Z7tZXuulszmSLBvgBy1ngpg7XwstRx8rgmWKOtKG+gFSn5GjQtATiLURBtAc6mAJylHhIcwDNLZ46a64c1OEIr56tr0NurawqpX81w3mu+U5VGuAwBx4vBb3SXArDCa3kmxPeSvTMsUDWMfHimcK+TsvM5Op9ztDI4bLwXAO/8BZhNDNkarghojOXq2cp2RAzOjymlifwefrZ49uuT76PEuRds7RfPe+6SRaxtA9AL89exPzUEvDXamFz2E4e2U9HSE3RP5VepTA1C0MidRkKEc0NpQNQgDNgI554q6fSP//ptqly8nOZ5F9lbMQguWabfOzEKwg/6d797hmeK111/LZUSA/mM591lyFUD0BBZK09A+WKh3fDIIIcV/mJi1l+MnwbfKUAAbfrXPePU03aMHn74XttgRErX+OpHfmxHi338//oUc4/gp9FhP/qZT9Kiw9Wq7Qm6e43mpz1PbKdmn5u23vMx8k8msrUeHUX46SdGs9i45M7XjxzeGwBNDaQaGJ0CIx4EGjHE5KvFoAd+GQK+eqg5nPMB5baTOuhF+Gto1FweiqGR0KRt9BMjIOrFCAijo1mGCGcNKgMjjHDS//YLfU4pV/+w1uCks/SApIQDVTISafg3L7AHDgZH8cQxn9nFjIDmMzXbmrYFebYQkx6TGdm2Y0eprK+E/vKhrxN5Yvi5gp746i2fZ5sB/URrwXdsvJ1WrF9rP+ulMRvouq3XMxXGXHL2LjsiEMAIbfvmygX8Pox1B2jp/g18HASzpCnlxOdZSsuVZtsfrGRwxrbsxhJyChJpQVuGBxDsMlVH+5hfNgXlp399jnYX7acv/eXXbO8NSDQKQ7ykqo9VsaadkJBwYtobPCO2XFUADYHHBtJnmNqz9uKIjBRcY3HQZgdzGo1GrPLC732DNr73ezvogcUwHsGFi378I/4OgTYmHTZ/TxPlt6fShrIbKQaBC2qKC6t7GVZpDt3ArlIAVjEMSeJ7GPymk9SYABuGKtxdHMorcrL2KEwqghwAACAASURBVKUEw1P3moNhyzzArf7XC6hqvzYQHa4L8R8oDFAcP1fbKvZVsRcGyv/y3zuYrxZ65O//i+azdbkxgj7pOvWSKi+1zpRkA6aI0wh48vVu9t4Qo1/byQr+NDlrGAGT/Av0783xsHZeb5XhYaK9PMKcNQYj9QjYsLj2vi/xVPtkbwNr0Ys+t57W+AZsmwJsBHDDQxnPVwJZJLBFAlfESIj24KzFIAgxA1dM4Mb2yd7dPOspm51FPV59/6A9w6vCfMYCdNBEUe+OTWTOenzIamN5f04OjjKFAIFNYnxRDIgeO0Oi2CmgQfMz8Vbz4A9whvePU6Rf8AoxXj2AOwNUli+tZA0brnbf/8G32bd+/fXLI7w35PqRCQEJlUSWLl3Xf/bs2RfLy8unnHtGIuWqAmhoHxDw0JdaIUIMfABh0Xhh2d/ZErboS3m5q51MF33unEanBKcJztnko0WkE51SnUdAF+B6rrqFXldTcUxR4VIFgZZ1YCKFMva9xJ0OAu4aRsBdwWqK9Z5gfjo1fjFb9N9+ahftWKgpiJiD3fR666vU3a3AMXMZvfniGf4Tj43zxz1UsqjRNgI6jX7wjW4+Hm6PMoJRTNGattaaxacaHHaC62aLv9bGSBj9xE3ONPrRyxqE/+x+bZCDdwdEjHy/fbmVtWgp+3+hDWWfuCOdaRDR0IWzhqfICnVJ8LlGdNGGcj91+/uoIn09pfsO0knrEQGc7ef5HDE4S9mkq6YTJ2d9MZF3ABRLe3sPDVvbYQSs2XmQ3wF440AEPBE1iPruoNt+F+DBAwFlsUWBM6IGxSYx9kSAKTC8D+ClQZcdenZHxHUIRQIxjYTRBG51Js2B8rUbb6as1BzCsmzbXnqV9u/dRadOVnMdUu9es/IGY4WhLmo82MczOkiwsSdt1pICjEbTr0oxIyxXFUCXF2SXzf/UR5fXffXoc3o9vrAg74YZEo2p6z++UEUFLfunctBR+GgRJ3+JurMOrtrmMNVfTUUqB6J892f/yHXsC0176LMGwEcahvbQO10aUMBJJ7hV5z3fSd7kYTqjytf53Argj3G2ypGFWbQ6tphXUfGXxNPcWUtp7jWbOHqvaNHNzCsD8MAbA1CheepAFBcb/RA+LZqyLi9jlzbQGl//7iymNFAPXvlzn1/HgSj/9H3d9rpbtU/1jx/v5PNs3eCl7buCHKiyZW0mc9At6vhKjbWNftCKYeTTRj/SrnI9b6u6cBpMbBM+Gt/zU44QeeewURBl4aEjxAj9HPaHaS3moA3BDAlnns7AJ2UM2PD4kLwbeK56IA8/M/OdsN8Z9XdoQT7FTPpom/p3+G+rOM0nP/MubSSETQGZ6mw7RHjhF3bFe3dHJG+N9+GxtvB5GXSzd1FLWyQlgVkZ7BhikAS/fZ2vku0btRR5H0zXOtASEklogjQWVwBAI2ve+g099OormgYR6uPVV3awlv3BD0JzjqPf73hJ/RHNX7SC6Hai2ZP5mFw8TTNyUbkqADoQCOTFTk5uauvsXX66sX6ZCc7yMiIfBxzyxQ+aowJ//Qadtdo5o8JMuVgdxOQ3IeA+1w2P0eR9t1LfUXRSD925+lauQ6eUyC/wjDD8fOnGr3IdwnzR0e6799PsxzpyuJk5aMihPUdosWeRbQyC58f6lTcxH/nyE9vZF1jzlx4F0MQaLYx+HRdS2JC3Yq6HvSckEAXgDH4a4EtWGVovKIaK8pOUG6e03CINpJp2uLi0BCcjwBNTezHyQcTQJ9/7OwNW+9W20c9pBETZ3zmX5qsy+HKpf/Y9PNSAXf7lS/q4u86kMsXx2//3FxHXJmAqRt+zlq+zaSTETGk6I6EzkCWaCFc92thF3qR4CigAdlUOURG5FKiG28HN8kyBBlFkoUO2u2Md2ksHoHr9jWt49gQNGmCMNKKwXWAmhXcF+6xfcxPvj2Al7IeMd6aRENo43hvYNUB1tP0iEszFywneHFjHsahswl5TEfnPocjAkAjXOvjmw/gMjfmd3dt4iTQs6wagRoIlaNrQnGVlIPwe0EuTsbGXfmlm5OoA6Nffebvtndd32v6d5qrIIqYGDT/oL8cl0cYvhA0/EsyAzur52I30sUyXHbQgfs07HX7QEOGgz/7dtyOCG5iDXlfMFEei0mzuVB0IcIKp6D2Vn6EVa9bS4bG9VFy9C5wdc9DI5Vtx41w2JGV3luiQX9XJYDQCQMMYhO/1p/Wog+kyghhg9adTLpu/BEhhiILRr/Oo1sYBZu+cSGAeOMFVageiQFuGBp2U4ecwa3DUI+NJ7O3BUYCqrmo/qI2wFgaNHHXawyOJXeuW13nsfYWq0G1qpxj5EAmIeinX/0qDt3DS/T97jxpHjWW3LGpE6lNzltv7Y/DIbHktMgR81ijNbtSeuYf791PJ5msos9ZNc0h7auD5jlhlCPycN8KNztKY5fnvdJQhZnY7UF0C/nbginr+X3n9KHtfwKAL+c6zn2PN+Ruf/X/4eXm+nUWnY9+k++74NPPS83YeZO36+hVr6Iab7qb+wj468GoTFeYTByalWVQCcnJUrJ/LNgv4ynN2uzayjYRKb1YvGFFO5wLbrgGfagiWvxKBzzz8n8+3BiNSxSKJGHygoVHDhU7c6iDgnT++UK8oB2oGFA7ebWjZkOtv2miHe4NA6rkQXF3knUnafym5KgAaIksqmStcYOkne20+A7DhBy0Zy4SDlmxkzEGrzojONkeAFgalF/X0mPnnXZpzxjEAyAgXn84rgKO24khzkSF9DnCOsLKDuwMII9dvU209c9C9xxaRvyxguzCJsedkfDv5jsVxYAq8VcBjS2DK3jMu8o8eo+0vaC8MgFuNFZgiAlDVgSmYzrbRP1TrhEdmoIqIBKoIH432tQ56XbcHr60jC/fu0Rw1/mB8LLPwIJrRD2KWQb3wWSxj4aot69mLRDhnuPitUoPN088sYG8UuAcSpTGwY2awefVH9EEVkKe6/PTQik9zno6qR1+jFWnX0CN36UCVx75LDMoP3LWcy0JjfMUq25nqrOePMjTpj1lloUYQiaiz4ZHttVNkBq6oyQdc42AI7h4LMjhDcwY4Q3gBBytYEAZAU8wy7Ax4Z0wjIbdBIFMoMksejMXQoLFPZ04zG4wxgEtQjCmS3dF0s3N6caR0p9IP/vFHNHfBQvrQR26LqBPgFkDG+wgf/Os2hHnp8eGYRIqeHXVGDLkqAPrmD3zgS5XzKr/2rUf/OffU8cN6Tb70cGQbXkiEeyMvRo16IbE6hvCMJq8o2tGIxUnKVBd5gNHO6TuNzg6jk5Sn+FWrv7YF+cxDSog3eGXkT4AmPV7t46xn33npBHfiaHWPWf6xMBBNtjXydBiS0DVKB7PfpWAwhZLOjhMCn+s8R/UsImETu9mpocB2k0NZ8moAlD/6n0Q70t4Y4KghzsCU5167wHQJQJQDUxTIaw46M8KnWtJ/QtP92y+mUXxshq1Jf/ELc5jWsI1+9+ZGlD9yo+7U/10dH1QLjH4DBS76N1WeX15HK+ZojvpgahcDOzhs7A+wLsmtVeUNzEPDJzp1Vhx5cjy0vKWdqhzviRgJLyZ4dhsv3oRFwFreHylLoMozJ96xowQx8J6nZjq0/R2ugx806Ivt255ibw2hM2DYk1Dt2MkTbHNA/g1Ii8VDw17xjnsfH7P16DgbAB9T/+DrLEmZYBD8Ttc3uD387pGcKdMTToOLVX9SyMt9BHnO4WYXLUG/GAZBf8wpX8xUBn6T6WYHOiM00sfUyO9+9yQtWLSYbliwGq/QjFyGXBUA7Y11/yA3L/OZr//nL363urbmgaefeILiPdHzDMjSRQKiZw1eUsQZjPILq44TKRl26Ytx1SK8dJS1YKhMSQG4bNQp7qXi9CGbjx6ZbObtyL+xw32SyrvSaNWs61grQYdfXVjMEV2YYh7IbuKABVAgLzz9HLX6sujDt97KtAbc3ODW9tG7s+idExNs2JOUn48SNN0Qe1aYgiAWCLRuBuRb06zAlCMKCHUiJVAiEDMPBgQucLOyyTYCYj26ASuaGNs85KIBoqj7AoCh1wpHLbw1glXO0z6ar26eyV/DaDgwfCvXp7oOEKxtqA8OhGcLoc4QnTgdfvUFPMVI+MSeJto01mfTW+FAFl0WQ7CIWY42MLNY9aeS3DTo61SAOsS+zWaUIKcSVYLVVSBPHX/CXhAWolOQbou4Py2GgVAE4MzHLSDyFejnhtVZ4F+PpEyTNKSDYDJK6Wj2LnU+spdiMwU0R7BjqhcH5MZNW1ixqTlewwbBlOT9VDanmFasXU7ripbZId34RGDK/Qmf5P1At42NzYR6X65cFQAN8Xq9rbPnFD84PDJ5y2ggJiN2Qpa/Crc51x/uLCYlYQaYoMPd+l+/xpyzyUFz7g2KTKojPOR/++g/RSTYQZ1wkq0vVFF7QQz95Ye+wFPQ72zbozno9WvprX0vKWAu1dnKytRU8UfdtPqma5mfFsOQuA6W7nuP5m1axEZByIFDTVZgik6OVDDUTSVz4un82fAUGYY7U2Bo07xxqR2IgjI0awlEAV1BNIvLwl9DK557AalDe5jCYH65IYG3owzN+mUF3qA2sGb14bagAvcR24j3Zl2/fRwA+LNv6LLmoCvIr8oAZk7U5FfHeKZDGwgb0mmvmoafOlNnt69uIC73W66Ru84MU3VNnebL25RW2aZD3hcO6eSi4KBbfuhwufzB02QukStc9B8i5nuEZ368vpOSg/FU5i5hTlkMwWwAVGWsG/gc/STCAAiDL3yXkVYUAzBoAwHz+9f8Z6YqXt/xOzYwYx/w0pwBj4OeyH6fDu/ey/uBNvubj32VOeicfTnUfHRqulEI+ka0hSqQahR0BXhnXMuj33mUEyQ1N5+jne/someLZvMq88hqt3qN5v6hRYP6iFczgtGxmbSjlytXBUCf3Hdmd11fLXNh6kVxibaAYJXRQJ+dzc4UMwFSODBBJ9NhP9l5kRy05N4wuUgRALXkFhaBIbHIinZFeK9eXUOLTBE5wMDykwaniIVBIeNDMWHOUW3nJDtE1rZKu04CU6A9QwDOA0362gBYqQdDFmgSu9fBfQOBKAkuXQY46/Sgjfxd6BDQHFIngSmSaAnlJ8d1oiU+p5QpHJE43Bup9fU/pgFweDSLqnuJQRaiz12rwLY7wiiInNGSVc+UsDeJzgsNwMZMAVo5/KHPDxVRUmqfutfLOVF+76vHmYNO/EoBXRdsmZJl0FmGnLUGV2e9/dyNzHWS3Q4iQUoL3U3UcKSNowQ/sH4z1Zf10NFnd3GEqGS3w2wI+Z4BtDD6ch6Ww9UMcBiAkWRp4sRCTn4kRmIYAotHUxngxSA4cWghe2zgfQK/Le/VgtE8Hrid/LYppiEdYJvcYy0YYS3+gFiCuvpM9uQAEMOuw/mh/X4GavxhGwJXAM6/efE3VH6s1PaPjvVN7XMzMlWuCoD++bP/eq0YCWEURPJ6iDe+zTISxkzZh31fLcOg6fcKEQAWGsTkJM1OCRCGwRBluHDBCIVzQauCxn1Ugch5dzPB7Q9LEkl+DbhHidYEh+affu977MMaaOpnTw78QVA+1dtgf4dPK5YxgrQ2nqfnuwZoousJ7mxIkPTLU9+ikaE0qulGHo1GNtyJSOQfRIx68MAAwMJYqMEyckUYSaaET9Ae8OZAGXw1+F+tASdxGcY6GQw+eq/O44EUpNqIl0bdkyHmqAGmt93iocYu4jI4Z/hNw+3uhZdb7DIoDIR85y9Yy4EpHf0hVe6myiUttGLVJm4PoyC48BVzUpnm+EEVcY6I2Z4iSr9wkB57VfPORasy1dVksm0BIgY+iQIUA59z4AUQA7CLpslcF01AnWwrMFb4cRjzMPjCkDdiuWsDjCUoCUZjlCUiEKK/l9vctN+KHq0/XW1nwAPA1+zU3hXaT/pNevN1fQLw2hCeSVo0dEFxnpFytMjOWod1OuG9AeDF+p433fEgB0k9sHUL5yTH925/JzU2t1BzfTiSG4MhFlZOT8tksLZPNCOXlKsCoG+64xb2wdz+PLjiLkrO1q5FAGe415mraYs4fV9NPlqoDUi0BEgiWN/OeUxTOpL2U09cPPV4Fbh2hleuhu/qiDfVzjgGjwxvSPvNUl/45U4sTmMeEcAO3Qgc9iqv0tw6T4CF4HBiz6x02rOvgQryi2jBTZ9hqmBsXxVrmwBHBK1AM0YwCQQucfB9BieNtj9+vNZePQWUhpTBSSNUHIEo99wcR3fdlkcvpLbQk9u118Xma9T9/GWFAvYW5rPLfGE/6GuLEnSkXwYSO2+iWXkxlDaRQTWu7VSSW0BZ7jUUn+vlcra7gFKSNhDlhHlLTrTECZW62Tcb83DvhJfLAF+svhL0aK46dQTnjDRwwUhoBoD0xa1iwHaKGbgiIBzNG8cEbjEiOsFcysi9EtPms42EoKkkuAR0Q6AuzuaQn3r8JwrctMudGAmRYwXvA8D33SE/NRwao9K33XamQ7QR0BV+21kGx41FavFuSbrR+AJtNAcYd7S2s3FQPJ7MJdPARYOThr8zABkiS12B8iihAloShLfNZh4sUsf0e/WR0g9PuW8zcmm5KgB689p1czdds+YHarp12+HjVeznCQEHDU3ACc7wg3Zy0NOJcNAAY8nRIUZDSfzunCqbOTu+d/wcrVi6nLbefh8Hn6AzgTMsK1nCFvqVscV010fvZ7oCQQZ3b9Uranz3+Zep0hVLW++6hRapOmjdsir04d3aaIj9kBmu2/8DyppzM2ueWK0EgSoAURj2QBcARBMzcxnskG8DtADq6kkHogDIsXrKUKYuXyyxEgTAXtueyDQEvEOYz1bHZo7Z2hca8OHetbRCKa9wNRsfCvGqJ6NBPVCxBqzkfEcFdbQN2Hw5jt09FqOOrwEYxz7s8jMnDt75d3QttWaMqu0TfL53a1zU4R6k0Va9Yjf8xaFJIpz6nK+DEp6rtzVnCen/bx/V+VYishU6DMZmIMsvHJnrdj63Z6qB2MpciHUqMZTAuAd7g33/jo7TY106YjTxmI9iMnz0bsEuiqnVS2LB26KJ/DSRP8YaNjw4RADYEjkIbx++v7zCtz4+OGfQIdgX5122dD0P3izZO3jNQvQDzCIQnDKkFBY9s+ynABZTaz4X8VvghnpIbUNACqIFPx//sG0UNJe1At0CAbWIfofk/WZSpRm5tFwVAJ2QkHDmm9/85ge/+pWv/FXJgYKvP/nTJ2wPTJ2oP8iatMiHY3IjOGiIJOiHFvy3T39Z5wYWYx84aAvEoWnB7Q6dVhLBO3lJcxVoUgCN9KASfIIOBh9o8IroVBnrfXaiJOYcc8rsMiziLgeXB64RmovI6EQvc9DC4EpGOgBdR1GKbciDILsctOmkjMjsc0JNyCdc61JzQhFlzEzwKX7O+NN+1up4Fr+N8rDSzn/5kubbwWMfrgv7PouRr02Btw40UZrvmSosW85gzoEoYHSMMtrrzHUwbmZRozoGOG3hrDEY7bJzLGfRovdqeQEmPPVQv+bqxfgbTS5noHZmKYSI3UG2of5hNVj/uL6TGoJtOuJv0012BCCWNcPKOaAjkCALcvMKbSTk6L/sE7Q++dNsFAZ98Vx1MwOveOq8/mIxu+PB0AjumttYFMf9Vhv4zL+mtqENG567A9T9eBs1p+tBE9ozABp9wmNllk3MDLHPsyljyWm0IDuPOWdEC36j5bs0u3yuTiUKQ6CR5AkCWmPnazuo7uQJWrF8MQetzMjlyVUB0MFgcOVDD31yWUN1a5GaliXFOwZwgLMZqIIw74ejHAed7VJTXHMl5ynJ+ily2iwJ4zFtTR3ba6+K8e72dxh8MW1tqB7jaa8kQ3rqmZ9yuKx/ool2VGtDovg+Q4uGhnjOX8ta2v/82aPMJY6pjrfn4Hna8wox1VFzukQBcT+NPF5rXx9c7SDgnBF08tIvjhmJlBporxG0Ap4Z1Ia0RxnUhpRHxjXoa48PYm5ah4yXMpg682XADQ8DBuqgYSdamjoCVaC9z12uHpgaPADmUk7kQBVtAES5pVGv8A2OGu6C+84G7TJC2JHiFCt+Y7WU2HIN3id+2kHzb9xqJ0eCn7oYhKOVJdudGPxkwNaDrzYim947On8HRRyjYPQYheoCHK7PqUVJRwAihFt74FSyHQEasBgNkQzptcMnmELAwB3fqF9gGJfnK+B1W0ZCOqyXwIKRUNrALROD+nSpRaOJ07vJ6WaHSMIHH/kEf8dM5Nlf/Y5e3fES7d77DreFux38nZGnAxozQPvjDz/CUYVY/momEfTlyxUP0KFA4Ef/8I//8Dl8x1JS0BDMly8a/4x8HDsNv1aImfRoSnIkivR3bXFw1dHqZMrbUxxPbbVVvDIGyxDRO9XbeL2J1nxMW/fQU2Qkw6FdVOzVgSkQr3uATAE4i2DqS8kwOg3T2BwXW++H/WQHqciKKGLk0yKBKRocZAVvAGf9OpddlsRKaC+JlZBICUZBBKYAZN/d62HN9pHPFCgAzWVNGse5/xOZbATs/9duKlGAK0bA81XPUv7a2+2yv7OFwRecNWe763mBrluygcrmJlOje4Teqj2gy6q+wxei7apcOOtW5rS71TQ8oMrXL7yFSvIV4LeN0Ovq6gDOyD4I2bbzCOUuyYnIRCeG4WhlZyCLaMfRPHdku+kvLeLxJLLnTdoCnasbXDAbAtdoIyEG6dgxmrKOILRrf3c4RSc8fHioU+3MNoP7imxPHk4t2vImrR5YbxsJRSHATIsN0YaEl4Sz1uo0PBDhoSEBKzD8QdYV5dL2hN/b9eLFAc168w1N9ED8h5n+kEx2M+D8/uSKB+jJmJhUaJFI7iIWaCRFgmCdtWgeHCLOpPuXI9CWJKcDOGgwpeJHK2sa8nXddyuvK3H4aBVz0Ei8Lp4b99+ucxpwKsnKBczlIfz7wESTvVqG1GE6i6kr0k2Gp7svUq07lf7m7ts4JwNSkG4o+iJ7R7y1f5IaFZDKOn8A0FnxB+ime+/k44rfsyxRBW8OaK2IBATtIWVzhW9JrIT9EOSSszSFUoEwe8Oub2zM26sDURCoMu4Ncc7nBQrIkZ0ORj24xqGdlEU83klecxAc9bT3PZRA5xsvEBKRwgAJP2uUESYfSvPYHDam3VXePJo4003+jct4mau5Qyn2Yg6Y4SzNcesUohSe+ch3iBOMkfUQuTwEsHkGtUcHtxxOclPgwhGi7+q2Z1O0183rL73K9AYMvC1dOkK0+3tt9so5EIkulQx0iBIU+kMHreyi889W22WzjXOZLPwTgTKw+991HCWiCCH5GRp4ocAkF2TqulA6lavBpLyslDlqBFUh/Bv9B252iB5UD5T+9rt/z+8nsiZ2tPbQqWPVTH/AkNg0OkrdR5rpjddeY3pDtOoZuTy54gFayV994fNfyKg+XbPx0e88yvM+DcxTqQ2RTbE5EQn5hT8WzdmZ9IhFuGrLXxrlB+ypcjhBv7R7cF0xf7585G17VQzWepTmLMEmpEAY4Lxy6/U6Kmt/gAEYsmBPnj2d1VPXk1yHMms34xPs65o6mMj5oaHRIryaKJzJT/hoAKV/ws2BKOCgl0eugWq3DfQEIsriiyx8NgS0RufRNDYoynJYoB/QBmUYJTv6vUw5iDRyNroYq602+iF1KQSDhN4eNvodbtVgCh6auBzg44N3Ro7plgU6TwfKyEfybuYmplWYl97ZRR1du6i8M5dC7iDtfen3FPOUXiZcstIBaF8xMxReYjmr0K/fMJ1CIr111CyptLpD1e/Qy5sNTpCrwEOtMS1Or0XtiTEUBlYAM68baJkU8B02CmjYUgaFwTMla5Yly2QhDa0AuzMrHvZbWbiF6YndasI1WNNFnoKphju41mnjoRZJmsS5bMrIXtYK76as8K1zb9xgudMRg3HzvhOcaAnupENDLap9AQ/SM3JpueIBmiMIS4tvzZ5VcENFesUzz7+1LfNU9bGINk6gFiMec4gtl689RxOntmUak1CHLGIA5v6Gcp7mQoM6dljvA1eqhlPF3AGwrqBfaVuLGs9weyRHymI3p4NcB8u+rPgMvhpyaHsGT2NHW/axppt6IYP2numlmtOw9O/lNhKIIomTxAfaDESBa13Ckzl2IArK9Lj+PXaZopWTrHPUGGVV9zzZ2e52KGxsK5XAExfV7/WzZg6PDAwciBwMc9YuK8WoLsNIyLw0hQ2YEDONKbRuMXEhix8CVSpzl1NHh49WAL/SZtPGWya11ts+dbUcMQBCzHI07xwzk50IH3dlmCqBkRCgt3WLXuIMtEO0CEAYAL9+y+d5H3jz4F3gqEE1CGsj4U84BQD2gTz1uJvfHRgatSfPXvr+G8cZnIXvxkIPZ3Yc5/3ESNiutPTa1hDTGm4PMYjC39lcwTvamoSDu0LcbplSLgDUEDEKag05rCUjmhABK6I5m54eM3JxueIBWiTJ5XozaWH6D3174r4BMBb/Z1AcKHNaRSsX9FkOKqmxEyBJQnbhj511sg86r5kQKVpypATrelB3fHkZJ0qCUQgUBQcWpGtjn2hJsMwjbBsA3KK0n+e3a84ZgSgHZw3QQSu+pPHEKL1jLQmdNKiB8RnSyXfcbYV0oe08PTOqBqaWDbxNA3NYxKDnFASpOANRwmW9YormtPUx0V4SKwnow08aIpF9q7ZkU77SlN/duyCCPgGnDW5bG/lu57KstnJ8VGnQz3XaRkB269uBzHbaxxozBBgNcWwsAIB1DBGBeNdtm/WK4Vwm5kLVQM2rUf/6fAd97Mat7IUDWgMDp8x0HtmgZz6RRkL1n2ojZcl0aC5vZQauYAA2jwlJ7wG1kGlHCUIQASizodSsSl72DAZApBoda7vA36us1LKmARAix0hLTGWANpdCg6achjSinpiIbabAGAmNXrLnIbo2RU20kCyJgVppywODFJHNDjw0QBtGwXNn6jgwZVZRoc0zOwX0B/JGaGMLWAAAIABJREFUJ7ov8Ixwxs3u8uWKB+hAILDl9Xfe/ik4xubOE2mtTe1s/ECypFAo+j5s2HMElZguVM6Ak8sVdPYTvg7+jlwQ6WljrLkg2MTnLaS6et1L4IaElxpTUvirYuoILfm6ngw7twH8nK+vXECrk9fzKtXB7Ca6e+VWDtR4/IXd5C900eduvZWpgr3xr9LaBbcwT4zovFnx79GCm27n42BFFICtcM4IXBF+Gm3hOvfnX8zlcllqD3trhFf47mdtW9r/+Ed6sJLESpIj+qN3p2tKgwE1m7PRwcgHo+Lc5etpxZxkyooZYVqCFwkoTeTIwkDtXgW+MPKp8tleyhzaperv0CuuNBDVuQ5wfW5+CpUF/ZysCWANDpuTN82KY4MhecdpRUGAQLgAnHVQiptCzeEUnSuNcH1TnEZDPMOq8Tzb0BhNkP8bx4OXzp6SAppvhfVju7iySQSgbcxTs6HiWTolKGiMU+oH9p/sY2OiRJhCcwY4y1JYWEbqsGXs4yWu4AH09i729kAaUQmAoeeIXTlhHASFAoUARkUYGVtr9ezG9GwyjYRsr+nWS3CJgRCeGh+5/4N07nQ7881P/uKnXIccHXC3K5lTFME1Y6FYJFRav/Z61rinA/IZmSpXPEA3nO/52r//7MkI/6JAENqA384FLTKWkmZnsxM/VuGgWYwprXN6e9ZIgAQNu7BQ+GgzP8MSK9ybWAtDh32+fzsHqWAK+vzP+5g/RmIbBKoce/w4gzOmrOjAievncqIkf/MwJ0eC1uVbmEGlfaVUeybVTo6U9FYfLZifzhnkMEPYq5AJgIVkSTUK1OrVtBfGOPDO2v0tcnELUAShWTrQpKIcdEVuxIrekGhl8UdG0AhEDI4AZ3DLvLq3+kSqUGjAoBwgCMMGIIPWCI3fSWAw5Pgw7nmH9Srh4JCxHYEr4KxBXzDwq3KHlaypfiiRRhpGOMqR6891U5wnk7nr1rZm1pzx2tcNdpCnqISOvlhFuQqEYSyEnolnHu9u4uWwEowyRAbpqkeJU5VKGc8bQI624JkljJ8H4+5OevKt39CbJ4uZPgD4IRAEsyRor5g1AUh301PU/PiJiGWpJJWohGy/tDPsscOGxOw36dxOTSe1WPvgOLv3hY2GCIBpKthGxYdTbX4bxz/TqdvHkI/GW0PMKYtEdbMzNGgsEAvKAn+z5+VRy0/bbA+Ok/WnLLB+izZ+YDMrGwgdBzjDTxrvdzQN+syZMwnu2AT+wcOG4pTkof7JhMQjOWmeqra2tjPl5eUjU3a+guWKB+iy2VlnP/6pBzZhRZWdv3+LtyEfNMTJPcO/EyVJ1i8ctB1UYgScmNNbCT4RiaZ1SX6H6URcquQ7NCcdDRa9Doah9VZ5x5leTshfP3Q75aqZAgJTfMf8nAGvvkEbY7qVNjrQlMjLPsGgWFe1nHlb0BJL5p20V8DWgSqa9wXHi3pZTUUHpBBr2eB+hcLQ7nVCm6i/n+3ksk6uhICVVtbSAdigNSQARox6da5XGExRhq/yQYvzRaCKf7yH3qUee3UV5O9glz9rBZX6Z1xG3g+aUu5/vJu9QyS73a/f0A7bmMEgUOUwnaeE58ZsXx4G3aeIwVlSh6JsijmbkjLc77BPLugs9S5gG9L870lyc+CHcw1MCAKP2kOwB2jwgyEPcmaIqDB/Ha8nCTng1iDNMy1fIS9fVjiaQsjYev2NC9hPHnm/Ieu9lay5QoNGXumJ/IXs7SPZD7FNsuJBe8fCwg0FbfY1yWLKGqQTyRXr0cmSEsLJkmDww2KxkPzcLLrjw/dx7o36s012cn/8JR5KZk2awfzmhewDPZ0ocP7EV778tU8ikVn1/rDdBhq8z+OhvMJ8yi/Oa85OyQ8C5PPnpDXMTas4N5GacMSbENOXVZi9PyUh4ey0J/gTlSseoD1e7ydv3rj54Nz0ir9Jz8ovgIEQ3LOOIAyL1qa1uXy65EgQcbsyE7FL8IlzcVEJTDnsPme7WUGrwtQ68EYMB5FAU5HE7BJwEnqxjy3sCEx54hBxrgVoVnBRxjQV3wG7ooUhIX+C6li/7vprXpljrGuEoHN1P/4T9v2GvKzm70iUhAdexcmSqmweGp8I9xYBbaEhN8kqN1plstuLv3S47KyHdBoZ7E5OeTaymgplbiKozSinpYYXfwVfDUG5kvQAAs4agrSklIpAFY8V2CJtrcAWi4WqXJJE8QpgDu4A6L9H15XP4+1w/1rxKnHgCgQadeDNVorfkEYLFBCivvDV4zRplSHQtnsqxnTCeasMwTFAaUCTBqAj9B/lF2oUhL72MqfmvGtJLM+Y3jx5gLzJefTA1j+jcXWtCErCrbyj8naeOWF21PDqGIMzQvXhJklwm0xcTFtv28Scc8nhavVeHKN7F17PM6rxRTEUerqPl5lCpGF2ThFrqVWHemxXTGxjF8MTPQzOSCjV1dlMtcV11FAbBmgkNLIlLbw+IYQTILWEo1RxH3CfbrsdYeObmZbDNbR1dLO7Xa7lrgePDnDQmC8hWCVfXQfC+4tJKw/nGpp//OLvfrcabrCdfeGMeWyctOgVOsp9sAjavCVzMXBgACnMzae//ouvtdKCnCUpKSm9U160P2G54gEa4vV6/8esxfnPP7TwoX97/EeP33Li2P4pIA0jIQQ0x8USIE0pW4Y/Z6J2yE4xCpYU2FpXSH3H1BpcOASaCl5oNXjY+8GHOYPa2JIPF7nx0LgC4pP8HW8f9BBozCivcsXSrjl4ebNog1dr+r2ZOhv+6vIM1q4hyNsBIIT2u3auDjTZsGZErxdorIgCzXPDmuVWoIlOOQqOGZQItFdozeCkfUUJ9LylKd/9Ke0pjLL4UIM+QXnDmjTL/zrXNvqBg36vTmmaSnu+67ZC5pSd5cNn/VSzYzvnGgHHLPU4VlZyKtdjVrB2w63MOb+nrq/u9VdU/VbKcifwiuGB2h206ZoPcTIlUCwwEs5ZvExz0Kfj+V5KeWyolI4rgIbLI/jllRTL2e5QhuEtq2c3VV2bTcWeODvy8KQCb1AhUgZQH32R7DI0xoyCAouLHeDtVV35DFIZi8vpQtIQ88XV49dSVsVaDtNPVQo1nmupenbiJimClLQxyXFqwFlGqTXNevWS2Awa9fVq10r1F2et/tA1tkQdp5kCvTdQXFkan8sft0bVaMMxUgDY/QNfdVDrFC8OWR7OTJgET03EFdQVzbIDViBzk3MZsOcqLf/6m9J4NRWUAc5YBRz8+9kzx9Q9UwrDtrdWq3lmTW52Ap062rAYxkY5B7R1fJcIRjOS0fQoGTitv7c2N9Fv3tpW8ED2PX+uAPqbdAXJFQ/Qw8PDi7r9o/9pcGQYRpZ0vCgCzOLFAYGPp7wg4moluRRMNyoEmCBlpIRzz1edEkENoDzmW9oYNKvEGwrovlWZrDWNqPLGe0o4/Si+J16j65462MPO/Q9/8gtsaeeAEgWyAKWTtUXUcGg7PXCrXu37yVdctEV1WiwgqxMnHeM68Myhn+sX9bYHt1Kg20PVL/+G7lhSxNy1ryyWnt+xjTUrn8fLfsjQWsFJg2dGcqQVc5fbK6IgvBrgLIEo9bSAvxd6J5k6QC6NwllqkHGN2kEoCErxuCbsMr6bMWO4JuQ7wf4cEWi1wYonCZ4sVRXDZayewmXb18USywEXmrT25R7nLHXdRhM+pxqAdH1wyv7Z7hoSHR7Z68YKw66BKMd7m2lwUYVdhgwu0rMP18AIb8tK3R9R747rodC1cXYZx8QxzPKsrkIG0r64Cs765vP0MJ2DpFUQyQgHY25WTCztO6vpsbaBZZy/G5z7iBtue/s03143ZvuGV9cUUkpxL7cB7VFCazjEfQVhwV/N4WMmcraxlrX0tpOFDP7QpIdO9FJ9Xy01NXin2GJMQZ9wJksCx4xAFIDqius3qvPpJEiIGMynRA76kcAfvl+qLYC/vaWNA10sSVLHWAzDolCOAsygNQZbdV8UjdnQnK8quaIB+rnnnnPFJyW++vSTTxQjvBYSuaJ32P0IK0cIzyY8M+iK3++5lpJueJi1LIDwoiWLqMg3wHUAXGhFh9gTt8rWxqBpYRop619NqHLRdXlsyUcdchOgw5bOr2XtAgZChPhyQEnFFr0KSq3WpLJiPGxAg6CjIzsdMrwRbbev3dRipC00KP69VhY3/2Qi+Y0VVNCppaNDtGEvFFFv1oXGNeAChKGNQoOWzHSy+oqIDjLR2wAQ+84m2L7JcJeLb2ijgaYzHOkH0BkK9XAZnboivYfqQ8M2dx5sVB075FHXqq6n523qPXYNdaUkMA+P9l0lTdSlBjfsTz2tdPhgAXuypF7QSZHOVWvqBpGDkFoFSmKkyrhlEYMm2gO0SmbF2b8B7VBmn12PTqnJeSQUCMk+uO9zldYrZWiM2EfSb0KgLeMY56iZP7GPhw5QzcFN+v5wdOQ+vj9wksQshmc71n1EcBAGssrMG3hWwqvYqPuANokVGfZKN5U5N/DAiplOx5hPfR+ntZm38HNKicvkdvljIwpAb6H5c/S9xVv00P99Lc88kG1O+GfwwJ6AAu6QdrNzrkcIUAWIwkcaSZDwB8MhFpCFu52s5M3v0Ugfg3ODeuaDXRqcsS8y4YlggBgcaeL+Bw1ZFgcQwL6UoF1fd9sl2/0pyhUN0Lfffnvh2/v2FgKcMXpDEYOBAwLuKjN1quaAhWNltZODaYspfkOYmwU/qTv3ALdBZwXQQlNCZxeRFxTuWLHlqqymeaJViRYmAoNebXusDXLoqKfrXBYIN9NbB/rt5EFwtesa62HQA3jDU6Fe1aGTY30+ejX8MssyU7obNtvJ8CFom1p1g90WxkIMMToAxMX7tp0kO1Kw7rXIl5+NfEY9WUY/zjZHZCcxYg8Of7ie26tjeZe02MEKAIdRa+kkCANoKFEBbIABdufh/UwDFA92E3wp4IWBgRACrQ1Abfr+ChiKBieAjKm2CcAQHBfAOq4AH+fMt9bJBTcsZeyL/NHFoTI+P4YxJCgatvYnqxzjSaLYUBZdp67Fl+bj7RhcKhDUqY6PbVhtuyJdPyPvLA2S8DpZRbfzzCIxK0SNpeBtdTj/inwvdfSrdyO4Vc1gYtTg7KPRglFq7NL1si2YckG18fBgDrdChLoXuQN0QWnS2TmaBy4c6KOWUq2Q4DygiTo8mZQbGqIhaL+H+tgHWkD6YoJ86uuvX872DWSow+Kx0LKxgKwkS8KCs/MrF/MK5aBMpN9B2Lfa76eiotlUUVlOzS1hl8VomrIoTtMJXPtAEeblZUxc8uL/xOSKBmiPx9N40/rrNqqp/r+9/MT2MqwqDHUoLTOVaQ5nmDema5nJi9lg1FSTbnXAAquT59Gia3QOh32FKVR27RIGBwGAkoWJdrvrNpVR/XntXwq/W1qogQLfN664hjUs/GG/LQrAh+rfo2z1Hb7K4E1HWwto7nIFQgBRpS0VLr+V1pKuS72wjwq3XEv5jbpMmVvYt3h+fQb54zQ1sYS0/zN8f/0JSVTSVKSAXQI8ErltvLdWTY8rKWfpRtbAyrjzenhtQeR+To0JsCaGgQPHAcDA5Q0BJZw3Om+CEx5B04bvMTT7Mx0WGDBwpNMSaxpfnpvB+Z+xP6iJstlrGETmzwsQmOC80nzqHvRTYJ6Hc26U5KtZQlufqk/gMjjojooBKg8l2PXetkzOvyH1mIXMmXVNeP+KPs7Dge0MRmp/KRclZ/DxAZh5eZk8fcLvM9vDGAeDXZLSzrmNJVxW14vRXkyhyCaXlZyijqfD8JECFqHMHZTJx8Q+uWkeBbaoDTFgowxDWa6qB701i68jlcaUJjgcmrRBHu0m1QwDE6NR67j+mB5eiWUyJoZSVD22p/YPK0AeVsfE9cdTFxh21QZcM/bBm57RpZ+HXwG5GWrtdHtzLqbszGYHsMVCAjnZ3ZTsWcwcsOm9IZTINR1tGsj72lnbdgItyvl5xXToQGRkL7RmaXspcAbAL1y8mh76/EM945OTP71o4z9BuaIBGuJ2u9/1jceu/MQn7vqG0ri+9Ozjv6EJpZtFy8GB6dnKdSWshQFM4WM8Zrm4oZNiWaWhHKsTqxccHQ+aE8AIAASLO6zlWPEjyVNJidZ3T7uH2+lOGlLamIfKrONBy/LOyrTrhuZcr1NKxqZRrnuIfJ5b1PHTFAj2cZ2Pj6Ozt02qcqLSkNAJ/W7kkI7h62pvV9ryHFLnyGIQ8MeU0wJPrNovhhL6J2loXiUfB9ed2tmMbE583RCUATy4dp/6Tblzgqqtj6/P5Qsq4A7y9UnCoyGlgbl8ifw7AeoQs6xBTBuuBCAAzrjmC+p+xSPKTYEdKJ4LCogS1LlCQf1spIx69mZQ54qoVyCUYJ3BuT+3V8LPT13rpFWGW2KWVcYW3HO9GosWgLKaPvHxIFgBvDtLnw/PG+AJP2yA8LC1XFUS8ioTRZaz1MBr5bHgfdR5cE6AMwBZlw2KSZVd6lnxVXpi9PVbNC62JVm/pQP3yzoPjotnTdY+2M5thsJt8HvH1Pt+qvGMPVsgaz+5XrzvGpQ1CIvnRnxIAyCvPE/FJn/M0YPSZz772U+z1xEM38Izg6N2zlAFeFEH2gRUB4yNZv37EXDXAPi7N99OyeOxZUnJSf5L7/WnJVc8QEPS0tL8/f3931SawpdQNtOLwloNDgx/klOAuV4FmuNDuoPiOwTaEIS1I9Wh8IKnZmktZahfa1sAJuk02N7eGeBjeHKwcsik7rRWhwXo1fdr+gKgNdTfbYflwgVKRMAfAmBgIFdlgCzOV2+tPgJQ6VAaWutkIk93cUx/dw/zz3FK2+T9LI1Nrm/KOdS18ZnU+aUDD5EGC7l2gJiV6JKPxWVPIAwKRj3+H27UgR6Uon9rl5QpDDK4R6jHgCX3RO653He+TrMeQKbqGGxxbqtstsdx60Nhc6JLlc91tmigwvE6e5R22WNfHwyCQydGIq4XuVFscLOuwa63QNt1otduj3LTNPv4szMoVQEmrhEzMMxiuKx+Q1PtGS7b1yrnyfHou4njNh5lSgczIwx4p6z3BJ4duTTIQAyxaR+1zylrUWG5FllkGIJrNAU0hwhAO5YSKSNda9gAXgZRdVk52Qkc1QrXOnhvgFuHv3PxOs3TI7oR/tnwlxZPEBFJWwqtGn8ioEbgSx1NJAOlCI75gS23sq2npLLwl16v94oDZ8gVDdChUKikvqHrn+rPV89ua/AvF+d6WdUb3JgIgFoyc0GkQ+GldnZ6RKdBkixwYrE6KoxS2Efq0OHBaTIAWSCEyLYhK3AhyQRL63sjv7MaZKUd9oHGCI0IwCyrgNe3hwMg7GtUnRfGwgv4DdYxUcY0WMpMD1A4KEsGANHEhs3FTDGdJj0gMFirMmuT0W66oeFNJ/a+VjvMLsZTJu37zXSDNVhAhH6IqEfZAuUYvhfTtFf3nq/b2F804enqhS9GG5QXzFoacX8jBmyLjnCpWRUHFFnXxKtvW+8GzucuyuCyzDIwC0vygMsOa9HYB4MsU0GqHWZw40Nam8YvdKt9fGlLNRWj6nEdi336uDQ2yOdFNCkG8emuBSJJ/nnbgH4HJNQbHDS0YHM9wqnJktLp8N4q9uPHqt4QGFDB8+MvdKqDjd8ipmbsXN8QBkdsg0+zZMszaQ0AM65D0gTLZ+U1lTwwYCCKjY39r3SFyhUN0OPj46Xbtz11z949R+xt7O9svG/iYoRPAWdb8xGwkWQz1ncLDiK4Qu5EaOfR2k4MgyjRpAUGvFCptR8bb2YVa2pCva8+45pxbJ9Xd8p41XkvqP1BKYx197KBCh0Lmr1M2YUqQTnROiZZtEzZ7CyuS7La5lllCOiOjrAnFJ9DwEAoHAF/oTRkX/xmoWQg3px0/Vu6w+ADQVnoEtHQURbOWThecMhyD5nCUWXXoNbU+VxSr4BJygxCzZHtMb2Pscpyf4QfhmCb1IOmMDlouTap71bHIwvU8Fvl+syy0CRcVsfQ929I36/kVBpP0/fT7SjjmnFNA7EZNGxpwLJPt5p7pIb0fUOZ3KM02a6vuyg5nVOkyrXKdYyp2YsMOM5rwfuBfNqgbQSkY6zz623EBlG+V5aREFF70J57PW00aGm0EuotiZKqjvZxUn6sSdi0aDEb6XyeOO2lwl5FOtgKvs+8f5SMeKYgBXDN8RoGauSflpXFZf+h/hae+cYX5vKCB5vu20BNdaO0pCipOuEKjCAUubIB2u1uuu36D7WFxuPyj+w/wH6bGH3hwQG3OgFnoTkwGsv0T0DG7vTqxRfqQvhoaJV257U6kQlcYhhKomHb0CSgh+AKCnqZHxSjEr7LMTSlEO7M4BUBCGjX7QvSuJio8EPU+bAfjtk9SLbxCnXgNXkQgJZptXUKn8Pt4ePC087pS8wGJWNfXgfRKINmGWCeOWC3B/ctIqtw21o6WRyvkWVtyrMbilJntHfuL+352kQVM0Q0Yp9hc7KvxmqvQU49U0oJHz9k/Va0MQdrY3/81iw1fMqgwPu6rWswZhOTMivw6HOOTgTteuHK5XcMW9dl3kdw61IelvOqfezZjvrkbcHwAM5Umjohjs+zOYvmEN4fA6Qz/acYCdEnkhO6OJud6Wo3d14FFSmgrK0+w5QEgNr03kAEoTc50mPmYgLwRt+EzF+0gnltvsTBNk4sBTc98OC4HoAzFgpA6Pp5asXvP3rZJ/oTlCsaoFMSEuo7M6k0KzUnBFpj/uJKNg7yUj4U+SJim9AN8LBYbBm2pFPjxQcIyosv2pMYvIQGQO8TTc1uZ3UcFquTI0FQcCDEe+DVR70JIJMGmEHbHAoFbOAVTRfiHU63rwVaJOpM4BEjJ9pAKxTDlWts0jZS4VgoCzhA2w3KtVLYgCX7oh00PfNYWJXbbD9p8dW4FpuGscrtDW02qIQUaLRTuAytT34PX0tjDyH/n9ALEfWhyXDZol2gJYpGKWW/QcZoDlsfC/V8bQ46B9q1nA+gVn+yNaJeKC4RJwcfwYtTmJPHscigzKQMGZbjGhSRHuiFDoq0A6Adni18xk3gxbmGBnrtsnku5zaIzABFNAfdx31D+onTi2NWfimtWrWcFi6+hiMDkakOnhtmQAsAffMNG0jiDy5XeltbKdDbx5QLrgUADRFlCrQkXPdEuscCZyVk/EqUKxqgIch+9csn/81+8QgPc0KiCCNFDCwQk7Pjl9mgA8wOGs3gJZrY0Lkwb83HM6gS2whoWd7lbABLaOPSCTXPafHCqozjA/yTrPN1WV4XYuW3r9q8FuFcuyM7t9SJ4c/+vaHwdUMANmOh6cs232ncLxN8mkwPAqJIfnu6snWvsI85WPFxseS0tQ/Kw9YS1BHHkXutPmEYlHOPW4ZAfArIR2iWFDk4OjlriLPM2yisUUfUG4BrniNaeToRe4Pztw1b1x6x3XkPpjk3hPd1ALTpB+1cq1Okt6+NmpozmX5A7g7QHGJANN3toPXmFUYCtDMznmyDYF/QHNO51gkHPX+pdlgH7z3eFVxE/7E1Nf6PliseoJsGej4Lh3q8eGIUFM3AFIz0ABFoz5jyOTvt1B1iIoxlAph2HVFEnbkftrFhyuKtGXBDw3Yd++Bamq9oOJZvBfOZKIHigLaNKb3NHas6aONsSIThyjdp89ESrThkHMdn7Wefw9JMJQm8XIPb4qChbfosCoZnBBbH7Bb+2vIQQRvh3nHsxUWV9oCA3zu7tIj9kNFeXAxlMBGOmbVs61i2CyI46IUZzM2inq+tKMN2LZRrZ7/nNp2aswx0UV5Yiy+zOOd6a3/w9BDZX+r5/NazE85cBsCIsrpm8xhk1WP2gnOKcY/5ZYt3xz3CeXq849RvBdSYPD+ekXDMmKEF1CAc4+Dm+T7jXll2BZvfN8ryDuY5zuVzUHamAHA18GrNFbmdIdiGZEkwHoLtQRY75NyAIKUoBMFBWNIKuWVAS+BYnNvD0L6hZTsjEyEA3xTD/9k0Jso2MVpicQIIvEXUXGXWlINdQXJFA3Rjb+/CZ3/+2I8BztCgMwq0ESTsiB/pCw2L/uzOIuYIxYIuhiT2JxajlQUYkxSuG7NAUV58k4+2jVGkO7HujB42/kA04GlNWjhnk/vG8QHIzFVbHR1il9UE2keaR+bf4dGBIuB+x63BAnUDKeGpIM6B/cA5S1s2GsI4GZvBZb/BKXMwh6HJoU2SxZnj2B1WmHgYwCfZH9gO2uABbYjbK31WDx5qZsCfRLYnBq4FYeIyaJl8N+4v/0aFEDHWAJdt8eX2IOcUiz82NVwzyMRuQ5EDKV+PcTweBEg/H+zPAxbuD36XN3oaTTmnE47EHpCpjiMTs6hr9Kk2o4PaFVLuU7Q28OMeMmg13P+h9rBBEJIZdNnn4nvs1ffYeVzJWd1rrTJkStgPepCT/SP1KUK52/Q6uOF1CBV4g4OGkc8pbGQ0VgeHMIC3iiFxaiSh0/MDA4DE7cbExERZQfPKkSsaoGNdkxVI44kXrr3lhB3q7TQSQgDgeJXxKnCor+r4QZpqedbT37BHxvsR4aGZ602L3B5hFHMYuaQOnwOxLnvgYEOhe9QuAxT1NQZ46EGEmfDMug5bY+xzmJwz2gqnDE69G8Zzi2rg6x4MTuGceSYwzW8VLhxaOoyPsi/THz49GNmBFZ4Y24DG1zIR9heXIBC5bubDfeF6aJdBC6zJonFMjp7aKIIPFgOu0BtcNrZpoxpFGDRxr9jvHd8d18/3Rw2Y/HuNsk0hUdhoKPYAPnabYTSM8rvYvjHsiriP5jHE5tFt2R2Ej9fPP3zcaNvkHvO74UvkHCKmyBJwsiZhtGRJz/7qd5RbsIdWr1xFc8s0qEpGPWjRIuh7EdnoHPTG+w1OwbEkt/bVsHTWFQ3QGXHevZ/69CM7K5bvW/PCsy97MEVL9EZf0RuaNTpCExLfKC1avZY2bWFyzlw2DEuoE87R1WkFUUCrMn2nYYySY0idbdGPsd25WELh/eKcx9tzAAAgAElEQVQogfcTX2q0Fx9ZFjmHpSX7lYJj1nUMJZPHlcjbEEgxnhPm9oQfR8ADkihlNPbagRembzd3/BNWQEuUepszl/ZEEVNsGOVMqkgCQWRbiPnhsBbnbM9BPuSgUQzFjv3LKWTz3eCbg0YZgSj2tZPhKy73wXhGEABZe3sYzAS0I+5z83AEx+6PeH6agjBzhETYFaw25nXhWEHT0KeeyUBTdaRhz3ov5LhoAw0fz7U3O4NC7mTKHRvk+8eJnaxzy7E5tUDBMs765zJ8/DGgwXfZFBjUZU1CALRovVynvgMkQTtIwiNEA2IfuMYhBNzjijhcBMVhHsspOC7c7JziDHQxg2nUbPT9IfyfmFzRAJ2YmIgsLJs2rLt24aZr1nz9xz/84YNHqk5HbYuR3tWpnzVnI2ukiJccMm6AgP0dRirSwDVOlgGKIn2o7em1xakOSdBHKBzogM7HwSihHnvfC9Rrn1eOgeCVC0Zwgxn0UZgWwzkbBC4QKi6gAD/sGEPTlEFFAF0GALlm4cilzubYTd9vg3Pmsvge58eRr00Hf9jnFcMhafpIQM0M+kC92V7qTarI5tKjBY1YZfGRjlYv3LzN41rTfNtH2KKpzGAknQ9D8/PC6ZqDdsQ1WcecjyAU614Kv2wPtgiGwT1Q4Igoz9SUqcE7iCj0emMiBhAct9hYm4rtF2mZlIo2AOwxshM7idiDnQVjyJ0ihlKAPewu3f7OiERJ6AtmKl6+HoOSWL3yGl7qCqHdZ+ob6NUdL9ltBGSxCkpR2UK93eEFEk0kc50TjE2RUHF4ekhQWabbu3faHa4AuaIBWmQiFGrvp9GX+wP+B8XNzrmiCmTn+UROWYksaTJ9kpcYHV1AxPkdIpofOogJZGjHU1QT1JS4siZtTRAA4VP/6odGlQaSRIWq47VMTlJoLFaVJzj5EPaD1pRlXSsSGaHuf7X3HtBxXee56A8MyswAJBrRQYAgCDaxgRIlkmokJYq0aDuSLbdYccu7TlaSFyf33pdcJ+vdLCdrJbl+KUpTYse2EttyJJmyrE6qsRexgQQ7QBIEiUI0AgMCg0EZzNvfv89/zj4HMyBpp1jQfFzgzD5nnzKnfPvff82GRKsk4EhaKuVkT7Dag9OKqveycpZEJSLdqM7JDkLAumyWBof0fnzWMVQb65UMRJh5hmJ6P2in+Ee4jfDiQbUtEsOHMlW7Sw0ilVks2SP6EZI7fgvIGuebrrYNZkfUOWWpLayoNeiN/WE9IIox05CKpY3rG/PrgBqbYC11jpB9zJJqzTY8TGzvBisq0JRGbZ9gHki1CsJcb/oeC3BP8XuyUnQ1EJAjQupzjMES63PY2Kt1v53jKeSPTdhqnk4l5bYNBqk836eWxejYJeidkXxqBtX4YxyO35o2Sm3NUU5IhXXYBuD94L5jH1ewPpVG0/KpZzjC0jOyu4JC5bi6j48Hab7n5KSF9VdncRa9jrMxavEdcqXq1O51utwVVGI6Baj7WmA9DHXDuWNUUR6mo9Zyb7Kkj7DfcuCm5AwCvx1VB5IvAXgv1d2f7PQ+jTCtCTocDq/YfejQn7acbX+w6eKJIHRXEuYNmFW9kWnzwBvP8PeyK9pyXVXZzjmLW9QnHTN2nOi7BxL+KkBaUOT2lXWnhpdzrTykwcQ6VDORpPdSIiqnuo8TsevUnv2UlrOfxkNr1fp99jqkDw0153GJKKT5RPpQ9JPtsC9zP1jHv4+33Wl/B6SdCDgO9iXf5RxNyDnJdylhxdVa5qnprRoIQ13DtAQxBqfUmDhnPYUb99jXBdZ5SRfqvYbSxn0x04cmas8+5e7v3d5s8/la+5iqjQEc52cfEyW7encm3qZuo27Xv811FwEpsCvwXlMA9zPe/TOfDe82XqAwL46py5DpDItLF+jZgl5WRiW+96jC0ixIyDc+8X7Au8IqtmKTKKRmqD8g6Nx9173sDw2SR5kruOCJyx3IOZ47ayLcSv5nrEcyf+QAmb9mvhrC6OlbPsAHENOaoHcfPvTad//2n/n5wsMCxMtiJ+joa6YH1iyhz3/mIdZtvnI4Rl94LEXXjjucynmZ7587THuU5IOcyJ/eovf5wuvDtOUhP0vJ2/bo/W++P8BS36l3I651wYJN9MDiVF0dY3s3LXr4o5xU/djWLrtcFCQdFFdFGSpIQSisCuhSUo/RNtUXZalQew9J98eb1tKmR3N4P8jdXKNEqdqNj3Ea0YsHQ66+CCt8WK1DFRTsFy890pXqY4ZoZe0Guy+IXs4B6/Gbc+7JoqLlMzlx/LGQXi/HBSlj34y3NeHLvrEvEM6DKyHxhumVLqLUebNYCppLfYTiWUjFKjh3IUYfX6Wl47nk5IXW/YleicasfWl427tocn8kuF+s7t88Jcv/9PU2bt+h7kUVpN7D2q3svlUTrErYfWaCf+996/S987ZD6ROUG73Ox0Ru55HIY7zP0kU6rSuANrB+VS6nQd1GG6kXubdr/dY19Otc3FYbwHUECct1L7WehWVWrcXaiTTVR0vCtRtL+T7KvTL3g2cEqFLLFqnndtOjxPcXQD88yygGjHqTJszgkLxcDLCOmx1yP8PIDvWFVOiG5wbyn+NvdgUGjDquSwgvD3hxtFyK/755PTlullbUi5dffYM2rdmEr59D87Y2/gBhWhP0HSuX9f7q1/5b+TuvvkmHjx7hZfDgAFBo0iRr5LKHFI0HDX6snf4BymkZpuzFOnfu1eL3aXblPF63ktRLNNakvm9iS/vCeW+ol3YN6yqDBROcs7m4lB8ete4kFVY+ah1lmF+6qtJcaruk6//dteleLh8lgLoBSftR+w8vqS4f5ayDorFgcI86jk7y3lagXlb1cmK/2M826+VGTmcoBbz7gfS1qiyX698d2U4s0S+o/TivP3hWSd3FFTS/ZBmNFjdSQ1cr1VQ/SlVz09gAtbfxMC29C8njx+istf6euZ/gBPC+eU2U05yq9q29Q7qsmQL2jXzRVw6/oo6FQgY6H7Zv+DCNDt9hVytBIishaOTO7ldSWOO8Qk77ivXQkz7mS1VUXsHrb/RiFvAl7o/1N3rfUcvXUk2VriRz/c3TLOnm+Y5wsQTMVLY8tIHmVBdQhDKtmcwmvmcIhb44U1d8rylZj0LDlD0wSAvVPa5R0j1cfmqGQ0rKP0w5FZs5J8Y9kTDtUG1/0QPsn4znAFiV3Ufz+RhO8VvUWISuCM/G0PsoNFunc24rwgWxos/SdD+rmRDwjPubXfFJdR9G1eCm7yFIFdexbXiUuqz9Yh+yjZaq6+iOjFRrMNDLggWrdXmzaCoNvXGWpeaVtfOtEmd+evWZE1Ri+axBvTFwvZ3O9V2LX4vQgq9iNp25cJnmV4W52LH9fHo8OG4Ht6PiAJkjB/WLO16jx2Z+8jNVs/N+Kzs7u+fmW37wMK0JevaM/OVl993/yYqimj+urdmzePe+1zg6SqRpAVyKBqLOMrxsLOGqaWu45zFF1hGucJJRFqRCtQ66w/DACu7X3xXm+nGzhmOcL5lLOxXcw+uglz13oZYT0+cWOQ8yBgJdFsrRC+IlRPFWKT01Eu1S+8qli/DksKa1F5tXE5SNr5+sotzy69RaWchSHSqZtF1ZzftBP0hc2RVFavsB+5h4QXXFFK2XrqRRXSU7X1F+x5h9Pl4gwf54Rwrr4kGS8C4on7/czt8AQ2Z0MIvTSzZE1eBguYFBskLx281q35hJYAqMZDoAih7Al3VRfpjyso/QpQtpPD1GtRSUEEtrS6MZpxspbV6WvT51fzcdLaxQ64/w+uDRGOU9pAddrEcbWhou7hotSfhMRIah03auy4CRCxr3Ee0BdZkw+whbbTLuFwafyAynxJc3opDLX1E133+53vjOuVcUGi9UK2k20773uO+k7vtdUcyqdNWZodFZtEgdvzEV1W307An7gt647coEkzoq38g2WAfiXVY9xAUZQgPpzrGse49joZ3pI5aezedBALXGRGqMKoLFNJpXwrpeqBO8bnbQKaOKyqKahVzkorJizE6UBMI2M9ndLm5VzQG8tf1VWrpiPs2ds/6/q+Yf/MwH/QXGtCZowOfzvThndt6u3Cc3Hz509L05qZZAKr6e8IUez9AVtU+eXkqF83Lo2FOXLIlEff+RNkigved9t+5QHnBIwsea3LpjlH2SdRd/5Iu7D7wwjX/byWQMHDxArinn09936rYh7OHk+ZN269ltbfw3eR30ild4P5lKYsW+/+Kvu+ztli5AAdo3rPPJowNNzYpYX+f2qJIyX2zTpbVQNTzlSA/9mfpcNFpCZzOuUSA0QJe3NVLJznfoWuQ6XRg/TU99ez+V+POpJdBAV7tDdvtS0yVqL22jP/y3U1R9I41ONvUyCR85VM9EAB3ms9eu0rmnO+hAVRlRTxc9u+Mn3D66qJRG+7sp8+n9dM4672NZaXRqRzOdeLmajqVdJjUyUubXtC6dt0f7D/fT6fK1uJN0oahTXcB9dJp08df2jlZ6/d2Ikmr7LH14DmVd11N+DKrHmhbiqaDgQe2CJhXNpdyYbqspOaup9Cxnz4UcCkUjVNrez23ca5QY6x7X+nMZWF96PYv3g8F0/rxm+ru/JR6MQc64P/WHitSfke+D9HOh+4xxn61vF6n9Xbe3wb2VbeT52fr2mPpz9oPl5rEaGzqo6g4fL8N5aB20G/EqDXmDSxDajfcGCY6O7d5FuyzvCpSegvCDhP+iJhGY2ydytcM+OO+z5YHoJWpTDSIeH9/6m3+AHvo3Nz2yscGfmv7cpJ1+wDGtCXpoaOjh1NTU3NbTHX/V2Nc0OxLhDOQWUuxAlbTRDs7CBcCoAr0dql+LLhCQOnv6RdPkC30jXsxl6qUsXeTuJ3parMux/I9B4ii0ijb233hhjF8eyLMsSZH7xV29RkexCmmjbb6g3r7mOryAjRfI/o5BQR+j2blA5Xto3LIAgZCpUOsvJS4udtcsJmfBsFoPsoWvKymCnpd2B5OxYHZhDpUM57PusSMWorKOcgqkDXDpXKscomV8crtwgZyBO89qb4JRcT2xcOnaDQ4emTuEwrUdVHzNcisomeHaHkAVdhD2yq45dCa7k483DyydH9RGSl9I3VdntoH7ZRre5N5KfUUQM1czt9osvao/6c8DcGhRwrZso1UbWqrFPcJgDLScjvJvAnHq7w5GouayDmo9fYrC0SV2ezLi7adDEbPTkuM1NuC5i1LQ47MMwPjnzcNh6ovhPgcChsEduaPP7tYG3rMXz9l94ZkBdzwvvLpnQTwd9FR6aVmHbHqvbP3JzAV58/9tzvKKA36/vyXhRh9ATGuC/uH3X34b1YplNM/OLbd9PSFJi6TAFVXUqF+4cDktengpfWptkPa3BimnPkybVhewGuN9ymfjHsJkt1v7R79javp/Us200Q/AOuj3Vs4N0H424BA9vkUXF6XX22npXX6u0bddSWrzmw/SFz+3hlcNXT/ARrT7Hs2llbURJT13sVEQEPXHFz+XqwaMGEvE//dvF1t1BCGtVdLmJ4rUuhGWjn7187nqOGu4UCyk7E9+9UFaOXOMns/pUQRC9Huf3ML7/eaLivQXRmn9PY/SqWMVLDl/bGkFJ3jf8X6Urhzpo8d+6ZPs53ts30HafuE6ffbTD7JP7rGL79LBcz767JZ1vK9tW/+NQ383/8pH6GzjCQptu0FLiu+gxz7zy9x+6cev0+J5c+izdxXQ0fNpShKup0fuUNPpX/84LVTtc0//A33+b36N9xU7cJVSnnvDbn9nr5Lef/yy3f6hZ73vSC+F32unz//pUrsd/cFW+txv/CarTKDyuLGthb7w2AKas6yc1l+L0U9fj/IAi/uGyLptPw2xNwbuFSIpc96s433B2Mv3/GA+S8CPbSlhHe/uM6uZvHGPlpTl0qn2fDa6Yp94TkYi6+kv1ewL5P6ZT+ZxG0ZDDMq/8YX5bPBD/60+PUiLIPB31oxK+jz/wnX7/m9+4h4e9DGzwsCL+wyBAeeBQRyDNPYDoeG7z2op/omN6XxO6PP8d5pp/rJS17JXn3HqAToV71MmhXmbgSrIzUy55fa7g+KvkiRJ+uJv6R1L7e29UrgZ8MKeGZa0HLzNzEfsBqhmY7BLzKGKm2/wAcO0Jmi4UB1ShHz2olvaQCS1WS8N+uesQaPNeskR1zasW/akNUS/SFT3k/JR3K/aPfKPZQ3SULN7yieAzhn6TkhWy6q1vlAQmkhjKz2AFx3rwr1hfjllWwH6mTFy6CtVt7EOOnW0IUmDcHBOZYM96l38FTYYChAgIW1O62j5GWu/8Ot24AVZVZMkoAW6x2DtGAepzO7XgRL5S7JdbS8q7tflnYq7jtmqDGDduPbqEGyOdbnaXtw33Ea72iCSakJApY0T5Wt19e8xraeGigM+6vBhzlS/AUbDT295yM5VDXIG2XE7FffZyemNvBV8HdU0AFWzYdnMrojyPYHhDvplfOJIK+cOU3FpKeud9WxJJzlCYS1dVb2fiZcNfookR7adVP3KmdRhsxDVg/SBcRDkC8Pe/Ix+yqnLpsxn9f1HHxiKMXAgWoMNiRi01fNX16Sfwbs25VsG4hy1H/083PdoAVXNxXaOpC3+zxlB/YwjkhDLkEhfyFpycbS2dVLlRJCFmoc3bqAvb3mcXRVhIIT3xuXz15jokWiJowyNQBUhZQC1CWdkltrngOVTBap4y14BU/WfDpjWBL3hl7e8sXjD6kdffvllajhVb2ezCyZIH9t97gRtf2PInvYCoWd0InGtX4RUNcxTVrx8LykyFv9eqCykH76fLIpYxhyFFywjT0gbjmQdSBnuUKKagJ6xoXkfL8dU9MVv72JCxbpnt2mdpvQ1dYsajn7yu8+qdWr/sg5SGIA2COCl7+vgq6FQHh08+ybljOWzXy/UHCe3p9LA4jKWns9m9FKRkpRzzhey9Iz1xy5Gud34fhNnzD5xIp8NhIcnrlJdfQGdTD9C3WMtNJLXSo378qlQtVvOtNPEjCGusNG6p41OHNCkD0kYZPyWakPT27pHz8Vv1h412p1FK/X+FCFLG1XZARjs8nzaKFlWWsHukQ/4dUkp+AajvakowDMk26A3IRW8rdwRlpGQB97endTZ/xEe4AZbtaIUpcNAxvhkRGJWru8+vl81amO00ylbHUMLCjDY+RWRglhxny+u0UZpGADFkMfG40qf/Qzh/DrHC9mlTtRYGMBpfNR+VtEXpC3GR9xrGI/h4YOBXaANnqPWM+1AkoiJGmo0kmK9LyK8dDNJws3urrvrbDe7q1aCIwzSs3KC5F+mfb3NABiUtsIfitDCdxrbfucfn+J1QtgoAguVRSLVhpS7MoFtkH50uublmNYE7Q8EthQW5RV/9bd/7fGL5zu+/o0//F+VpgeHaQyBDzQkMB0oEmUdogSNAPiOlySnyDGsCOli3cWQYyDkFybk6Cn3vO+cUwO4slnrIgHTKAgjTuvpCxSO6gf0tZ/4ydQZt5w29Mce3aL5XfSVUNl4jwHprPvCS/ydXQvPQP88iw2C3YqIns9W7L7X2dMzR09SrEzL5int2fS9jgP2OrT3Du6x2zBZvvbaa7wcuFq2h/a+tsfu23+1if7cOMvip/pMjThd+vu3zB9xi21n2TMc0vYWld+pXRzr//JtqrfWXaldS/TOa4oU19r9McUPG4NsVmgRq6GAPe/XkwlNlKvZSCiDNDwpoLYQdzrcd22IbLcI38fLoM7CcTSRjvFx9x4kNgBC5aAHUrcB8O9sI6EmaBgAxUgoEF9n3F8QfaZP7wfAszQSzWJf5xolKePY6FN1R5c6tp+PbxoJJUCF6xF2JK5HiJSgVFbIAg9yb8zKcSRgIWxJqC9VVbCP4rL5XMpq8YIFXOgVdRF/9MJ3eT1cX290d/NAUFwWsQvJClHPKCzkGS/eXanWwgVqraAmuGJWLSvfNzIyEvL7b8+f+hcd05qggaysLIhT/5Tip8+oz0pENnnDvMVI+KVP5dLDn87nqWXOHm3og+6WExQdiXDAAdzlYOmHVIJ+CGDAy4d1SDy843A/65mRM+P9Szn2ulYl6UDniMANbPf8iz1MCtAPi17xD/5HJdVuvIeDFaA7hh4SgD4RLyumsCAGvJCf31zOxCDroHsUXSTWlS5awW280NBVAkI6n974Cf6EVAyzIPTOLYF2xT0NdH9gAwd4iCfHpmV6kNreoAYb9S6inaMkuRfO7Lbb108N0tHR7TSRtpjbXfVddCK2h6qG76f599YqSbqJLqVcotK7Z3MqyuannqfOmjwm0kfWxGjX1gN0ICuNVuZqo1LbUa3lF6KF4Q+GQmnfbH3v/HEqaEyjibWFTBaRaDpVhnooV0nZMsCCjDELglrDdDczB2EZlDV8k9ab24gUy66LRfoT9wJRe3B7BDBggzRhIBQPG4FpNJy/jGxDomkkFKNh0KeNhe5BWZMylmE90RLu6x7U9f66z71qGxu9RkK8B7nqHRE3u4HzfS6PC3wHcb55fjtLxCjeKkmSxI0S1xuAsVgEIpAw+nF2SctFE4MAJOoH7v2orR5ZSNW8HWocwoVO/No9lV8ai3P9V9U8oJ78GZQSmzieOh47nJOT41acTwNMa4JuHej9m1Dr0Iq9u/au6Al18VvFhSeDbpLGyO3L0BItdHqBmUF2pUIgQHFpDo00j6h2jLKqJ+xMRNDrFecGWBcJiJ9zsGCYgweKSzPp9Kj26UOgQmbHCOsoQc5SxxAEgGOQGgjwwsJwgzaUKnixQfTQJY8o8oYOEm2QwZBaJ1Fk85l0F9mBB3DZwn7Q3mulkcG0F+crLn53bi6i2I1RRdBvMDkvffAu9dLspkXHS+i+xx9gHTPUEpHU2bSy5iH7OoGI19/zMZ3IXxH0KrWe2+VDdPjNq0zOaJ9Kb6AT7+9hckY7Z/wgu91tWLSKjXat44/Qn795mL7ye/rl43TviqTFyPe9b2rS/fzvOe255G5Ptf45GA0b2+nONSs4khAGpIO7ujmis7CyjE6193PY9ZZPbFDtAjqlBtuGf2rkQU6MwtQLo6GfjYZoS1TgY1vKOTBH3Oagz9WD8TC3JZKwtm6UCVkMv+jzlz8ilnId457fNu7J4MtZuhTMARjE+5n/q9ru8/x3iL010AcDAYx/gBgAL4aqeRn6YN8YiCCBYz/Ax778Mf7EsbtN5T85RkITXgMfSHWZfxmrDBsONdC+PYdsFznorPPLymzDPCRz1DBEBCKSK0HiNtURKJQBgQAh5yZA4suXr1H7jVkuH46/+XvvvTf0xBNPOAr0FJ/jejTNMG0JemhoqOipP/7mb0vuWISwwi2IM3VR2KXe0IEqzTResIJfNLJetnCvlpSgs4Mk3HIJEVna5xUBJDAQdp3Q0gBeegDbXawsZFKHZAwcuxSyAx1Y1zhsFf5UL/DJI3WKdHtZYsILC5LFywRfWH1cvX+8mHip8UJianq/2jfkL6hK6u7W52jrvMkxIGK/bVeK7eV4WTkwZVC/QN3jS5msoUduz57FiXWy4xVsJSvfrwW429mZ6I1CqqbB0bWtpzbdmqHxuP1uBVrqTtzGeYapnckZEEKAFAaDHgZhbxvulSvLwlSUpSQ+e7DNVO0wzSxJ0VJz706qLFH7DOCH99PCeU20slQfoycGnTIxOcOQmNkf48EQLpVr5/o5epHd9eY1K/K+l4+J5whSMogXgy8GUpAmZkQw7qEPZj2QujF4YNDFOcHYB+JFn7uIbNWI9t7RQS8ivcO7h6MWiyL0tOqDZfA8wYCN5+89RdCleRBONMl7Xexg1JMqKELSc2vnMtEipBuQbHZiOBYPjQc3bnLdt+bmDpaiF1jp9m8lejA/P3/Au0yR8023my6YtgSd4vevml2h/YjPnsaUr4MTkGdbOiqzorcEqqT1Hqftbzj7wDTYnL4Coq/k9UbQihOo0kgXX9AWfOmHdbZ++gW9Lx2AkKUItt8IVLnimtZKgIluX3FNg80gFh3g4qzb/kazreMGtr+hRWmtc1TbvaiXDx1poYP0ppI2UzkKECqNZ9Xvnz8eYqMf42Wd5sBu/1BHCSIwpXlinPLff5Ul69TxM7Sdp9wvsooDgGoD0vPh9/ez0elA63FqulFKYcvIByMh36ut+uS/982TlHF/LkvHgBgFRaKbyohoGglbrgyxsxYiE+HJASMhgKx2nUqIbB3X+8NgGRjysfoJRsNj7UElUQdZYm6ITtAyRaBdQ9oNT6s6VrmMhh1dtUrKi7DREIM1npOeWIRyJ/JpxIgwRPTiwITxDFnGPexT7rVE+5nAeQnEO0gMi6vXGPsyEG8/3M86FgKV9DbOAAn7iyRLSlSH0JSg4aXRlT9i+0LDzY77JEjKj7zRCxcto4c2buRUCkncOqYtQQd9vtf/21e//JHuUOT/2/bTbUuQ6wFEHbRSIMZLmgRL/6KHV9sJihB8AokIUjVeEK1yCLKzs61GeEPriTGNhRQLDxBsx+kit2vXLJ18qM5OPgQIYd9/T65a7rd9XXk6ahlZdBCLnhbLd/SDoSdREAvWYeCAVC3RhFn5zn4gKSGpUU6bkqSX3WBXu0F1vJBPzzTye8/ReDCHAte14HK40CmKC7R2naHmGeMc7wNS3v2u7ndVkfrsQnf7Ku2ha7vUTOSqnl1AzXEu3EzFR8+zDnrNc3o0vGQFnkBNQc85bbKIu+0m7b2wCwyNUuZWkM4BurqghhZTMfta4+98fpDv7be//S7roeFiB0J+53sv0xGrjaSq0NnzDIgDV/I4GZTbi4foX3TCQ6uPDHY91j1t5Odhr4TCkfbCCH1XFwiWmRG8cyRgBWoI9lm2/JZlMBZjIAZxLEOf+e870X+4t3Y0qqW6YHuE5b2j9c9+de9l8NcqGm141t5B8SIJoZ6QEnEgX6gs4M8MQUbc7JCxTox1tTUb6O47N/ByDNwI846M9LAeGesvn9dSOIx8QszZ7QgAACAASURBVM4ys4FaxEy+LxAddRLTmKCBYDC4bay9fccXf+1Tn3rrrdxvt1xqDXjzcGjC1vkx8PLCH9WXPcE+qjxdrc5kSaapl9h3FOqBJkW6sg4uc5h2riwN0KyUGO3ozbKDVpqKwkzqK0sz7WRFEhgBwxHIGOuxPV4qTEfZZzmkLfGS2U6S5YDotZVeB6bAfxqSM3SRGCBqcnrZHU+mw/oFlix4aaq9izPbbfmIn3YcilHorI/uvLOCk0Blb9vNUqMEolx6fSefw+889CDn4YDRcJkvlXXUqNL94rYBWphfTXdsXsUv1NaGVtq48pO0snwDvbP9FRoZ1e3C9Co6X3+arf6w4C9S25wYr6e5ihQffMISAy2iNdsg6anaQOyzj7Kb3sgBXUIs9rFcNkItfk97YuR/RE+l6xRxdHbqtJ86dHst9SqCzc3RwSpo6/mU9luGa9xFWmT7MUP6dDx6HOlUPH4A00iI7cxZl/Ndh21rYnQMhDKDEmlaov1MaAOg3z6eELDZT4yEJkQ/bcL0DjKNhFD/jYYtKfh6u2sbPeN0Ijxra5bbNQgFWgXWp2appWqQD7OxMKgkbSTwh8HxnbdfpxV3r2J/dIE3JDxJzm5Ma4KORCJVFRUVdG2gd09Hc/8JtWi114vDTJQESeri4C8RDaZwkprTFaXqOR6xp4wgZ52YnngqC8OfAFPfnpgmVhCwAFL1vGInoAXrbJ9ZIjv4BADhUkWmLU3z+SnJHS9wsKB40nRWABIxA1OQ/jMSHbclaRMgKOiJa6pH6aAS4kHOudW5HGSCAGipDgIgyhBt8s+j1WOIoI1yX6J5HOJdVFfEUYenjjWwBwe8O3IX5dGCrjvo6PvbmZxhgIRfNPI+g5xhJCy2dMYSqAIjITw5pA0Cnlsyw26DgCFdm22oQZ5cM1u11N+Bk9pouEZHFiIhAyILzex4nZ3dHBWIoJH9anbTr6Tnz3zl43Yb0vSXvvop1h9fuZZLf/z3O+iuT99La9W1RFuiAn/5iwV8fSStrKQS1elItUEQkaKwScD/HAMrjot7/pd0TQ2SQ7TpUT1Lw3rxuoHRV7x5zIhAUWVpzxx3RCB0zhg84PEDwnYbEh0jIZaJsdExJPomGQklR4pZjzBesn3ojuEiB7e5ZUvqXLYJcbUDOUOShjQObw24ynmFo3iAvSBJ0g6mLUFHwuEv/Hj/j/813JTOqSwlWb9ETEXi2CcQbSZBHaxL3uqjJkuXbLpcScCJfEduBtOfVge0aLc2WPEloMUOfunq4f1vPVTtSoAD3bEEpohOWQA9spNPA3AkMLyQx6ypLVQa8I8FmUDPDaysdQIx8IKXV+bT4EWtl754voEyrgQ5bBsoTHdEMFy7K3PVS3v1AuuZ8fL11/SzBA01R4VaH6oxKoqkdfMgxoRMWhpCG/uBDhoRg7RgGeuMzyyooc9b24lO+d8bkNSQ11uKokoFa8xmMFuSCuJiNATRSkFgGA3nomRYYAblFlkRmUVZuvp2LrGXD/crgX45Tw2Kqq8a8ODBI5GFuAcPVqnfXVpspyMFdGrYCV7/vCLW0t/Nt9OP0ve1IVciAiVqULxD8Jw9T1r9JSo3qE6g2hKDIIA+IGfMnrj0mTppGAnFAAnjotdIqN+NGPdFMBeIFdVUvDpluNdhXUNvAxM63iuoKiordPg3Z7aDe6PVHxGDH7l7ma0KSeLWMW0JOhqLte18TgdJSI01MYAgpaLXlQiAF8dDluQCw54ko6e3eY+2lAM/V8lyRkhibyVRMqfCOiG6tuJ7fW3Rv/Ht6knHB/DSdJ+7wEEmQtx6ypvFOmQnk1nEZVw0/WrZaGjsE3k9NLJo6YKzdODFJjrbXUtZIyfohVFNHIFurTv+4ehM+zvcAlt/oHXOjOGrdOTbOoqlbfw07Ss8Q/t+rBOItXWH6O3xM/T2sRcps6+CddBbG/6JXt31Gk10a9J4+mIX3bH1W3QK2equdNOzX/sWL8eVhApD2mS1YTSEZCw6Z7T5WEe3s4Qtbfg9l7Vpo+HOtDxOZVqgHm1EkGJQkcomkPThtYL7i9kS8muACE8eibBOGlLx0rti3AYQaVgT0x44uC+IED3WoV0fO6z7jlwsCFzpOqG34TS1HQN2aP3hwRwKqLbMmvBMIBpQPHIg5WJfRPl2alHejyf9K84Z8U5eTx2edVnA95xKR3jQucARkYgoRncCKszGTB30VIKLQIyEOsVoOUvI504005tvbHf6zNDSdFnFbLr3gTombhA6iBzpakHeXNsx8WFscCVySlwt5sOAaUvQWVlZ7z7xK0+evnKm/Y5XXnmWp2xwlg9k4EHUD5pMubJmVrMlG9Ku+MGGutpsXfLgIp206CMLAnQlI5WDUbSuOkav92ojICfMUS8HEixJciQxLHJyJNXOUW2Z7mLKKW5RcNmC//KmR7U7nHad87P08/wLfpfvrIR4Y/DoOJvO0pMkvxHvDSRSAhCNBshUGNI9fuOypVnUzoEoPvr04ge4D4JWYDCsXKZfCASm5GQsofkLo3T9nPbwQHtZZSoHFYzEWqlqeBm7WyGEmwq1mqMuWkAn8vawuhLtEn8atZNO2Tqvq5hGyovpzrP7J92vuSUzJrctbw57XZuzHQicjYoKZVbWVahJmtXy0IMrFEEXs5oD7nbtlpFw9zZI9i1W2alZHFm4N/t+I+Kz3vC4mUVXrFmLK1PdvzneOlDjSoi/GA3Fg0cy5MHWIDkvJHWoGaiCwfdZaqPMt8cmtXGfxQD4tDUwm4OyzKakj0QfikHQnJVhmRgg9fmfZR02dNB49iX2xvTigF/zzDiucEh6pZPzj2kVoSeQhT9v9NHKOh0Mg3Bs6KB/+qMf0eZPPnJL5JyExrQlaOCBu1Zt6Ksb+bWqxWX/e9/Od9Iw2jMpTxAbBuN5coCcxb0J3zHtBdGCHDFNhe5ZEO4BuUZ4uorkQ6IjRsIdSQSPAAVOwGOBp9nWLiRxOl5oJG3H1Ff2Ab0hwKoKciR25FeoyZlv5VfIUi9hoyLnpdzW0nvEKjiq+4KQdX6GTM5kh0jGBbXarfB8fYhqFizjhEfbL7xOlXfl2YEoyMUBAyJ0zFB7vHrSzHzXQPVHe2nVPWtp5b2rOdNd85lxevLOzbRo/nIqOl1Eu999nz6p2tBxv2PlQvnKr+tAkmetPM7IRgepd5dl9LvVNnnab1m5PZb/Uh0hqzM8N6TN1/lGJ42kreUSWigMi3BsoHTRavZ9Pta+ms4qskb5MS1R19klpPS1W22nHZW0smLkLbUGb5QWw/W375uSExHWbxoaASf9q9+lxoqXn9kM6wac2RTZYdve9aabpsy8QMrmMh1d6BjqZvqG7SRJZh1BX0j3kWRHIh3v3W3VtJxbQY9sepQW3aGJGGWxkOmuvzfERkV4cfT1X2PvD+SKXrhujSs0HJA4BUFS/+zGtCZoJUV3ZVHWn8xadXf++frTv5MRvMTkDMQlZyWh7diWzlPiXiVZSfQYW+bVCya6ZGD3mUxFkP06+dERslzstP76x/tBplrvu+OwjuSTdTsOYZ0+Nr/0Z6OW+9WYepm7XYlv5NhYJ+5feImz8rWkLn0wgCiZy5L0qm2jJqRp9EVdO52NTyfhgc4VU33idPbE2ehc8FQJEcAIaAaiSAAIdM8C0fMCs4tqOCoR0lZeboG9fKR8re3rzIa/rQ5TJWqPlK9N2M7c+i1uwwAJwBoMf+rFG1azDvrqsUOKvIhTjWIKhQT7uJ6YIc1MDVK6P0bhynROH8u4S/sNwwAIT53O7AFF4HuodPVHuQ8GXxm07W1IBylJOgAYCSFNQ9+L2RX7VjfvsOpO3muUMrtC//N3l1oum730p6edtKGA+MIj7F9Si8IACINgIkMiJGkxCEqYv2kkFAO0eHjASO5XvIjsdGm8ShNxbW45VVeXsvpDisEC0DlDnwyVBe5tbY2phtCDopS+wuwJOuiFS5bRmooVrgLASdwc05agBwcHF3Z39z90/sqFx1tOt9+NGmpAPC+OrJnubVGVufc6OTkXQpOneWHD8FdDhsEQsMhY1h3ZPuRaJ99BqM8eyLKnrnCRE0ASgtpDdM5O9RQnoAVwB61o9y2oQQCp1uHoqLH+IB2UatATV6nRcqeDCgOBJjAGIkIMmewiO99hFzkJUjl5vITJGIEoqbEztG9nGhsEEZCSGjhDpw8VcBvqkdS8Vna3Q8rRI1fep/C1fvrhgVnsFpfZdoCT6j+4x+0T1jpFG4Teusc9cCCvNNC+/m4qaNRtIWkA5AyASGbloAZhhW2sQ03CUWSuSw3wjAlV1UG8ujSVe/CGSgpqkVUVehYjqWXjQUL+xQiIT95nUTDhNmznoFF+3qCTxnYyC5JnA3lhYACU8H0xJCKiVdLPwkaCPiBg5O3Ap3bN1NkN4YInqjPM1MSLY87sPApf7+M/qTSElLwIzwa89Qk5odICPI9OFfVEwMCMUO+2zg56uf59ml91a4EqbNhdcEtdpzWmLUFfPd3xj9/98XfW4btMoyTceNQziyqzwnUxxYVUBekntL3bzsMAfbQkd5fMZJCUemJK3FBSD/IxwHovaoj1d6dQ47VUJUFdZ5UCJFbJegadc6lldIJP8v33aOlGErCLN4YkR0LqUMAMTJHv3qAVMRw6QS1Fnm31vhCkEiq31CDjIa4dCMA4iMAUBKmAYK9FKjjgILXoLOuTUfbq8ruNnEoUQDRhy7EGO002EiTRMV20BuWvriLPapvOZBdQnHbw1beo+WIfB6mgCsozf3/edR9uK5vdte22FA6NP3TSaMNrjO/Cc0Qv7elnSbrp3CgNlY7RW7t0Ydi9Rxdy+arSfQcplH6PPTvZbpW7ksxzCFBiH/h6/cDAQLw/FSoPHVa/Ui3b36qvo8yQ8OzgfmNGhX3gXpcHtNFQwvLNOpSy30H17GCfkn601OojA7S4YAqw71oO5x+x9dKDrcVsJDRh5hQ3l5m4fLXP1kFL7meQs7jZmTpmGAovXkIlkx/QvfffTbM8nhnIMAcpGf7oEgou2eqOde+iGY+spxR/lmUATOJmmLYEPTHTzxmxrrS26dy24RS7BqEXcK8zES9UViQafEKdwJJSl5ayQc7aZUtnuZuVlknhtJid0B3Jl8TTA8EukJYASEV4eeosVQWkHZ1r4YqavuppryReNwNTzKAVtMW9qv7QNc61gMorsPAfPHCEp8YYFOCZID642C/qEsLo9/CWdfRwJEZPv6uI/KEoJ0eC693J44105+YVrKbYu3MPB7FABw3fZpGSkRxJ2vDekMCUfUryhtEQbeDEtjPUF+jlQBVOxi+BKb/1iHaxs4gWgSjx2uK1YapGAGmzwdBa78WoImmUuwI457WSlAUo6ItrKFGCUu7KNPBJqk5AKnDLeiSfMvOAc9pZNSgnMhICIGWJ/hS9sMyApA3VQ/2hUkPn3GHPisQgqMm9y44aBBwj4RXbIChpc+WYZupZnRnPfb2c96OfOiddTQ2plALPjOe3PstkDhKWlKBSkxCZC6GXPne2gdZvuJ/zQCdCUvccH9OWoOfPK/naF3/zC0+9/sNt63fv0+oBefi8od6wYl+LPkmLlRRk+iyLRIXvOZYUhRBwAB4bkKzQF/romurrLHkh4hDTWpGgIDn5h6/bumskXBIXKpGcRGJuM3TFkpBJ1nGV6V7HpcorBUlyJLyMMDya7ldmBWf40iIbG6ICEZxSWFRB3V16gAK5IhAFftFwh4KBDzrkUrWs4cJ1O/DkJJc3OWu333unhV3rEEVYWDlb+0HvIyZ7bA+DI2AHllg65Ir7l9JX7tdGQ5Ax9Mnx2n/yme1WG8SwVLX/gr6syF3acM/D/r5iZ7c7ScENZbRpzSZO2o9yV1BbPf6FX+b1L73ezsT6pS/X2uWtcH2Qqc4MOpFqJJCCQbQSoSltx4gIMgRRO0ZDVmWR7oNBV987LZ3KjEY8KjCoagPvFcv452ZNtEWSlpqDor4yU5bi+/PfcQYDJ9qw2bNscnShCZGiuZyUFVVv1hFcvWYFS8jAW9vfoF27D7u2l2RJn/rlj+u2+g4ByQxoSeLWMG0JOj09vaEiPX/Do08+8rtVi8t+551X36xEVWlAW6m15V8SJZX4fqikoMc5QVLB4H4aGp1lS1TIqYAXGPUFJZQXRG3nY1AvJzKZiaQlxhxACF2S+AtRcg6FC/pFEOu7qCRQ2eXp72v9o0687rNfRsnLgNwN0v6z37ti7wf9YGzUhkfHdUySM4mqBRJxmSLOY+k7bekFKUbh/Yw29M7VVhCLVFvpHotSf/M8uz+IuP9sDeutofZASDjCxEHI7DutJPNQ6xD7ywqgV+bczeXu9oPGehPeNvTMXpc8c38A/KIfGdaDMvI+7KYWHmSgC4YOWlRRWt+cw6lkcV+4nFVgJpUP3uD7CeMePHAQwg8vj5rqj3FIf2XhMEvFIGdEGvaUDNMO0gWEteFxmH5M2rND3CyhKsO90EZCTfyikkJOcAkwAXlKPcKm+lxX/UFdo9DP+ZxXr/kYz5ya3k7XbnlWHwDb6LzSTrShpBuVZRJtyNfBN8yxATLLnAogW/iZA/DSkJqEJiTRPnJEz/B3cKg3KoC/MvwsrX1wIxuSx2+eyC4JmsYELZg9Y9ZfRyvnzVaT7t9FW4ezOr6eSNYvJI3pPyTMHYc3UhXpgqEceGAl2tcRZ/38gpuSFCQt4KIV2gs1x8peHXJrumGJW5Ym77FJumJpj0SX21W7Qc6AuGGZ0hQgbYGUzpJl2nXLmdZiKl7Z1kNDHa10Jbufzh69Zq9DWM+eow2cBAmBJ1vVJwD9MwDXOfyBjCUwRdrQOb+47QWu/J2aqrbvCNGfvanTkiJJEvC9b6axgRCAakLnddZtqD10CLfOu0FGW9aDxFHeqs1a/yA5ECPi3kA5J+uHtrpuraO6wiDTcyPErpEyExGDod2GkdDItYGw/Jm5ftu1kutFBjIo7AkiyUjFPXbcxbAfqVnIbpZqIADtYVB+YmPU8ODQ8OqIBVCBAfOtFKVieEQQE54zJvWNpewzDUje79VNlXzP4R8v0YZcSq3Bby+T1KYS6g3DOVxPzXBsGAprC2bY1VUAkC+SjiGx/5wFJfTwxi38J0CYN3TPCPVGNCFUHFKqCtsA0QTpbJOYjGlN0JH+/sq3Duz/9uFD+zeKodBrIMRDmJ6hyz+BdLliSoFWfyBPA/I6I6IO5CzrYHWfV5zNuaFBxJC0gCNKcsXDXzU3jf2OYUSSwBdJ7q510Hq66FTtbucXB3kc4GoFQz2CTUD0ouJAX0jjUmlFpCmsNwNTzCAW9BWXLQwK0EdiEAJCZ9+k+eO5XH4IkrOuprKMJU14a0yUXqONZjUVBVTphlfG9oaZnLkOxL2keDYdHW1V7RwaTpvJhNyi3nG03TREdKGok+5wnFFs/TEggSdTtUHKbZ62wGwfqyqjNS3tVP+Xeh0CVa6MrqDQv/ay98aeC850HZBKM8hUx7OLrvco1JzHVXXg0QEJFF4cuP6ihmK99XbipFpwqRQjoajF0EafnMNZVDsetA2NrC474hYfsV8cV4yGZh1CAIOsRB9in1BbSH7wjrMd9oAtthMJQoGxsdYoSiyJlbwRiOxmZ32HACPvSHlxqY7AtaqriDdHSXkpu9l5kyUBrMZQf2m8Tnt5wM3uoSXL6L77by/UeyiBu+eHCdOaoNt6Q3N3v7trE1QbGR4vJzEYwsAhzkIwpEXq+u2XDUl08NAjPWfr+EeptX1UV81Q09n+DJ13Fy8RCNiUstKHUJ5H67J14iTH+i7rAOiR8aLgBcspmj8p4ZGZsxfAS4ypKyQrv09PiTlFaXWKrrwS7eIK0ZzHQZ3j0uZGW2+KKTl0opghAEiUVL2wmgNR+Lzr++i+zbqaCtB+YRYHpfC1akpnlcjDDz2okycRsUve1z/ym7r9XZ0v+uuP/xave+77/0S5wRza/PjnWM3xzHf/nqfDv/XQEmqtKWJvDMlMByn4GdWGTtlso3zVg2tiLEWLkRDbeNtvWYmUeFvVhgS98r12Gimfw9nsQCJlndnUm72Ig0zCvevUSFFvh+R7M9WhPR5aq5Y5BGlmqjPdJNnGYKmytKoLyxa52u7oxOpJLpIAVBROaavJecEBx5Dot/uYai948ziGRKePNyUpBm08FyB9r5EQdpnrfY6Lnde9TgA3u6bcE2yE998kiQqMhQj1xr6RqtYbqOIVmATwBJk7MBJ/5YcI05qgU1NT2H/OlApMmPq2hoEnKaZeJhiP7GrH2yUPcJ6tS+Zw39AiW0JivE72OmyDNKNSVBT5HZAciV9qJR1LRW+xwgu8uXylIKjooAGRsCYnQ4q4yAQSGtp4MZdZeR7EywBuY8XjTql6Ll9FxHl8kQQJmep04InPXseSUppb6pR8HV4gKtEFq9pKrhVez4Emlrscvps6ZjubnVqPKiloP0INXAxWjIbe9vKiNHrjf2+3jIbL6LNq82d/sJUW/sZvsk90X/om+v5P99Hj912hdXffw1W7cW1A1hLK/y9Wzme3kdBdzgqqLMxiMJPCNfzeP+m0rpIvXCILRd11ZLuuDC8BJ7BnNF4Ys0tQAaI7xiCLBPxO8Ve9DCH+uP9QY4lKy5uGVBAvsjBeSlJnWdSqXagBSRnvSXiYtTi4cdQ5MpWb3VWumCJ1CBMZADEwI5MddNCQwh9YtyZuvyTiY1oTdEosZbl8T0TScA86eXopFS4k+sqvWxFeb8y3E+2XXsm3a80BIGexzIu0pCWzETYwSnIkZLiTF9ELIVqRbgCvVd7rDmVa3r05fn+/wXwBm+mg4QXAwS8c5KJ10ThmTnUfG/1eOEO06lwzS7+B0ADro1fVz7YDU7Zt7aDs7HLbT1oCT6DyQLKkba89xylHT3WeZr/pYxff1eeAaiu+xVR7XpMv1Et4UY+er9YZ7UhnsAPZSpg2PuGx4TUK3gyyv3joS78r4bpV2X0cRQhIQBKMhP6AundntIoLxj0dph/QRsLsj1Nxrjrfaxk82NnlrfypXKqsqriR1lZUMMOxukGiFbOiPBvb+nY7PxMgfmCrlW8DbpFw1fxDSzUBlRVyvexePcGRhCB1caX8nd/Vz4rjPukYEkXV9Rd/fdKVftRMSWqmG331GYegoYOGlGu6oc7IxEDtJl4YCe9ctYQNitfb2+knp4/ZOmZUK8otyOF4AwSooKJRV/cItbdeZdc8hIZDgvZlx9rGI1ROSdwU05agh4aGNr78yitf88b6A/Es1XWz9tGSsnX8XZLww0K/n0Y45wVeGESUgax1Ev6AHU2IcN8r1wJKMr5mh/qK4QnBLjrs97otoYmO8b7VqwlV2zA1xUsDQyT0yiBSqegt+YElzy/IHX0BvHR4Mc38vtLeaiXfMQNc4M6F3BwtnBdNA+SLf6OWmgDknGoZB+thHBx2rh+cqVKPnSFJsS6BKchch+RI8IUGYDBEZZNXLSm7ebiDrh3soLyufSTph6Gm2NU2w1b+oC05OgD2lTZ0zLviGA297VhaHvs9Y5/IxwHyPpKr80Q0nCyn2UU91JmmPUBeORyjLUW9XINRZh/I+yy5V3A9oboaVu33L2ltOnKBB2Yi8rCfB7qeWC6Xt0KNSd5HMblKYgFsaEwV4y8G33JtbLSgCzU4vvECyTsu8BoS7WyKRBYZO6ou3GcMyFLrUBsJG3mZtnUUsIH74IHl7L0ELw472ojivx8CGAlXLq9jNzskybqMzIgXz9n1CAWLahbSk1/5In+HFA7jI5L8AwVpgX/tpPAfJDxIEjamLUG/u2fXXzWcqp8UiyqJYAQSzlrfcy9d6NS6Z7xskJ51wiNNwiORXFeiJKwLdbU64eAkZaxKXPuHBIZpMSQnEPdY1oQdyCDJkUQHbQLHNxMn4UUDQaPvfY9qVYBIYDAu1nJgyhUjQ56uriJVWqTCNBLOh1ofpJ++3MNVryXh/tHB+XTnnSvs5EZ4+T77aZ0AH5IziHzTvHzKCGzmQJSJ0nF6YvEDnI9DvDfQhnoERA0D4gPLFrHL3UU1JMCwNJJebAeaeANPvK5zXsQ1Gl7b7lpPTz1v7wf7RVGAkfIUy0jYSP3f77Ey2Wn0f1u7i9nLTFWVwk9fd6qlwO1yr6WisnNrG21RfbV0ttvPELaDigu5o4WwtfujdtEU9cW2rbrUmfa4ibJBN2x5AWmVR4RzeguwTHsC5diDvU4tGuPtMStrOd3B5wByhjRvJmKSIhFw5yy5w+254SVn0xfavm5hHFurPZCpLl7xV6g1eH1hph3qfejoe5zgn/wZY2bfZJBKYkxLgm650bXm8Pv7l8Rbh6kc8vaIzydqrhXlHaKB6El67Z/vt/s11W9kdQfCevEySeIktswfqaOT1K5fZNY21NkvLVKRwtNDfF6D+8OuUOJsK1wXL5QkR8ILJy+aSMESBCPrpCwWAGMm2iBrRAd2jj3IQS/oKy+lGLJghBz0XgR/iu2bjORH8oKAnAG4SUFnDAOg6KEBZL6DEfH0IcjSvXYbhN1M49wGEDm4fPMieuCOj9PZ9BN05tQhjiJ88kuzdT4NuMhZgSdoi9EQOmQEmYCIxYjIKhBFxKbRMF6kIdZDb4180M2KqGv/ny9T7YxiarrRSXS8nwenuzbdy9e1pf5tTtiPtKstnfOp11JHQY0FIl1G863rpzPRwX/dLG+FZVkhp21CngOzYHCNUazBcYPUz5NdEJgco6BEG0obRP60pywW1Fyo7i1t7BfqEDw7raeRwHwJz7BwHpqwdT9d77LbldsFMAO3oKbgjHSWi50JkPG+3fUcuo3UochmJ3UI8cxIiLcEstjbqf4N6g8EHZsgTzmKJBJhWhL0eNdoDnJIeCGeHNfadDpESHUoA3+1WU2/rHwcArzE1Ksz20F66h/s4ZDwStVP3LIE0tZSirMOUqtUCcc6kKnTTwl8T52gcFSPI68+w5LqqQAAIABJREFU8yq9auzzG9YEEFb257+j/3T7FAex8DlaBp+T54/Y2+HFk5dPV/h2V/RG1Bz17mbdIOoM8rrjjXQ51Mg6ZGSsq/f1shEQkjWAFzCUcYouns/nwBVZD6Oir6uCrkXUzGPGTDsLXlcRZhKLOUtePOnIDEwBTOn5EascFsBGwwMn7eViJMR6r9FQ1q/b08BjJsiZEyedL1Z3pJ+2PKSkVDU4IvT+W/W6Qsm6uyv0TOiZJiZdzkynnot/faGTk1wh0hCotcpXQUUlmepwz1ESCy6WmHkhTzQMgqIKg3sdb2v5JsNwCxuD5FgJdaXbxYGhdsDx7QCTeTqHs9dIiOVQU0i0oY4s7LKeg6jtEy/PVKK6hX/a4DxbgDezI8gZgE6ZoC7vcRsmoVMG8I75i/IsTw4jCZJlMPS64YHcYUzMFDemJG6KaUnQqamx1XCQjwcYCkHOSJkIcgZqF+Jl6tNleqxaakCrElqycmbRIrUOy2oXzuJ+aMdDZUae6t9HQ6HJFu3KpU40nZ2lawEk1gil9R7nJtQs0IXLdwDTUJAyghPwXZYB8oJJsAHaZo05tN972Wl3+07SAetYHX3qN1zdST84qCT8mH4hw/+ip7fShuoCiLSMUiw1TK92v8bt9istrvUX0b6iBpzuP+Naha2NUXqbXuSsd4g6a21DVod6rR+eIjAFOuQUq0DsiGVElP6mUbHNWC9GRkjOT1qfJuFLekuf5bIlmekeSAPx32PXj4SBD20Tkse77HoPFQzuo0z/x9lfXkpkoSTWzNRMNvAJinP9lmpMX0uORsyKcng/yHNl7XxbL/zstuPaT/3RXPYW+S6Xt+qw86VwEeCoz/ZlL68so//1P9uZlE1feBiG46UW9dYoBD76iQjPJiBZm89GIoCkoaJIVJ/wZjAFJahLSqsn58JJIjGmJUGHI7EMFKuMB0jRwfwy1o0JhJDjRZ+aYcr4jvBVs41pHUgdKMjvYv1cVk78/rJskUXiIHNgKENL72WlID7zu8JSeaBbjO8OQDaonwdAwkdmPiwT0hdkZvfTyGA1r++9cYrmZMsgkkcr/bPZ0wJJpYScgfDVfldq1osWMQM3+lpddiG0j/c5kXtndyJbh9W/N5Ma1VT5RPdee/3OdjX6tV90t//q75wdHv4BtR0top0TXa62AGoNSM4CqDX+5ClHtw0j4YtFnTwg+zKq6Ts//md6oO9BOrirW12bVtq9TV9nqDiQB3y3NeNHnmxxkbzc0EbXC/Np7+EYX9PhK73UGCljtzoAJbHWzxqm3Wd0dsJwbx119kOCjtmqDj0A5Nk6aFFBiX0B20Wi91KPb/LTZ9o3yj1Z6qDikshCQGoUAvPfb+awfvGBl6hBQKJlSy/lW7Oqk5OO6wVIOnvubHavMxP3wzPnZriVPkkkxrQk6NSBkTWohZaIpAFM8b0l3wVTPVQmYQMgZCFhIepE25lkLeSM5QX5Y65t/dbUd6r9CRZZkj9QkA/JrouyomrfhVm83NEFCrkPqmM7Hk6yLYIOgMVTnP9c6ztLRaVLXNdp+MYSCqVrfWXqjSyamKEJCvUIU5dn8OfA9VrXPsUgNRinEB50n/A1CRhGV/E9Ge6+Nqk/ECgsoc4s9Uj3H+J21w09i/KldqgZQ6mSAn9C4E24VS69Q9erbO/YR0MDZziaTmc13GfPZP5cu0fTmb7HmfD+/B+f5wEO/U7yDOcg+zc3WIEfmCWY2e0YL4Johy01WBYbCVEoGJCKJ89bGfDExVKMhNgGKgrTSCh9Ogz/dvgsg+gvNusoUe262cWDQmfFTFfUIJadrsi0g7FuBzWKpLva/HGNgrcKKeCbxK1hWhJ0S6R1lpCzFMM0Iev6EjxnfVPki4F/Z8e1q3ZuaY1r5B4Qrtl9u7q1aIbBYPiG1uXJpwNN8l5J3it9C6SfBH+YACFnp5Odi9drsEE72+/k6hUIUZv7ge5ZYB4rN07ueX9mupITrSixHGOfVnI3+9Pat5yL2b4VyDaugdG6Hhg4RLWF653vUXNhWVAtK8o6ySkxMZPIzCaKjupQZz3LyLXVTIDOFf6S3QY5I/th97lsroj9Hl2w152k5Yqo29jNDYSNTzEkoy2qqcYGx34dL7sc1BHP6yto9e9w+boDqLyic6zoPq/9xK/+jtvZ7oDf//2zrPowS2VBzy3nJ14cgpslSgJQMBaJ/c+dcvzVoWtOFKjitQWNl9/8XidJ3MG0JGiiFPsN8JLzzRCP0E1Aamw92knzatxVueNJ6+jbcqmZ9d2JBgMAA0LZbPXyX3UTfZo/vi0F6hk8+MM3eiatiyf9g1AdaVx9Rsf40yRlSW5jQnTy8eAlfe+2U23jHRy87VuBGTKc7dffx4NhMgOJ86xzl3OT4w9Gyu0IOGnr/aS7BiW9DDMOd3TkrJ4CWlrbThnper4hdofiYl1CrLMz221zABZoAtc+yhEmyHj2BgBGPiFaifaDDcJse/uYhkEzQrDRNgjqPmI4DPpOTLqmsM3cjKQRnPIrX/08NZ+rc10rk6Tj5ehI4mfDNCXo24NEGAoxC0l7Iw+xDCSK6fdoqXu5FyBaqFHwwM9UE/WpiB99gQsXmxXxO8tA1LIOcAaBEs4oVlGzeFKfGxE3qfM2ivwvn7/mOn4iFRCkfpB8V7c7bDiROgi4mZ7RnglE9Qvt903RmchVjUMgA4h8muvjDS76OGNa0rakf/h2YyaA4/eEeuxZgZzP+NiY/R3bYT2WRUZCtq0B+8Tv1TOeJvu3FRcP2oQl6isTUEWtmu0MAIvYTdjy9CDLXnAfWQZmS5fP6a1NG4TZ1n1GF57hWcMMvzNgXBmdZ14563OeGhR8PEDAZtHeMcgzBqT9HLhFbQdydAxGrnFmQORxaT7X7CLjRJK0jwN1bkxansTN8aEkaJOQTRKW7whmgSseYIa+QlUqEsaVjmY2nmC9V4WaEYzxxBNJZaTQpt5PwN4/jG9CmCDKS01hJv5IudRM7LPXCYRUQfzYb0l5fEkFZIqXFn1BuBhUUPSzJOiMKon08yAfkDlcryD5C6aaAQRmlHBKUbOkmHswumafv5wfYKojTGjCcS/jCtHWdBnrTSMvYJ4eZhfxZxKakEG0+C4kbEJUJ7LeXA6A7LH/3OCYRfz6nExyNwcM9+DhSPTxVDRA1mStlb1e1GAyWOB7QEn9ActpxZ+p72mdryvuzAeDQl9PB/XemKBZs3B91XNCeQkr3IOQAxnu74PqQjddhPS9fFJ/fa59tlpNBlEJBrP7xN1SI6necGNaEjSStE9lJEyUl0PQ0RHihwoEbEZZcTKZtn5On4hJcXa5P+728CMtKQ+y8QsGlSAzeL9n+hhSy3PtrHq9oRD3hUsaE38knjvSMJ/PaLiP+2IAwLYZQU8hXGOLgJLaDh9tZikGXhoyMMSTzHFNQD4YfBDAcyuQAQDnLWqfRDMFOU5exRI6fugw5ZeV8TIhf/OemQMCjoHzarnUat+Pds9b7h10Fy5bwuXOoC/FAJHonLr8I3xMbFNcpnNktF895bo+rv7qHwYPSVoPxBsMInG+Q08v0ANAjz0YcD8PqXoN0tI2Bw7Zl97efQ6ixhGpnQl9hkPouKY8EObn0US/LgtnQshZMDya+PeaEFUSPtHXK0Gbb40MDElijo/pSdBLy774+Ke2/M2+ne/kQtpMRNSoqeaFkKgjHQ+7SNqUqOU7JGaTINEfLzi8B8y+5n70dqpvOGBlEeuf1NdLKkJC8lBjABge7acCnvZO/i0Afj+ASC4ZdCCcBwPxfzuke/i8QppHGK/5e/E7vbgRyeOBAv0H8objnrcJXBdIcchuZkroQLz7hN+MQQZSPc5PrrVXLYVPXXsyyL8B5NR09oxdJy/RgIzBDsA1BZmcO6ENdv44Y6+kCQgb91ofv8AePMxUAiA897PheJ/ASMn7uu7oi937jA9cP5khCWTQMIHfEkkQDiKSuBCtJuxyau09k/C4QtaDccTfeJGDsjxewNhUgN86Cs8moTEtCdofDH5/zYq6V9atuvsb3dHIuoHWoWUIVEB9OkS2QYcmMHVo0FGangBa+nIAQgepwHE/2/MGi9pCALKpri5lYvT2NV9A+Y5qExfpqiVtxH9Jbcn3ulNWSAgoXn8hJamIEaQZk4rmCumCTLBOtjElf0E4zhiA3ywzBZAucjDIyxyvQC8GkuvW/mUG4D0f8zrKYASpnvcZ1jMGwO1Jo9s4f31OYxzxhnORgdG0McQDiOvyhbd4YPKejz4PTbhCwnzN8ssI+caRShOzDi3Bp7gGM++zgX0V+zWpxytkLOWn9G8KuLarmlvAPuumcGEO7sNGziUp5grgOjjHaXadn1dyjofh0cTrbscL52aQquBJQ6PGtCRoICcnB0/t16pSs1NeeOGF1M2bN+fVBqpXjKXEVsRGxh7vHRum6FBKzmD/4B1C3rUXdO6GMxcuMznjhZAXSF4CqDhEuhaYagOvJAO3JIEp+XiloDS/rpaMAWAq9QyW41gmESYC+qE/J7S5dJXP20uAGdbYIWMIpFAhf/md3m0SAbkbhAi8swW972Hel4QSQ48+o9BNHpos3OTD0rM1yOBTEvEEMkKTjiE4cyrMQRXw27V1qcYlleOZ5AaViDkw6QHLfT7xyAz6fcw6QNCy3vvpneGwIbbvmnUu5CJq8xjxdMMY2Ez9sGu/GYnJVH6r87vcy28HJoHGk6Bv5pkT6YrE9aeWyM8kNKYtQQsmJiZ0ii8lIKu/d3zqjwJpf1ERCNA3/vobqV//+tdrfT7fnKqUOdV099gD47t2fG7v7v32ywPAcm0CUglUCwBeiPseWMtWbWR2AyClQ6fmlQTw0Irrl9Ynuqd/M+ZWOAYyf0HC34Q+tYscL4+pAnIArgU31/o0XIPjSZRq9sGEDvI0ByGvFGgCRN5pfU+kytGfompwiHUqQufzsZaD/G+0R1yDQDwI0ZkzAVKzGLJJ3ekHCJlB2oQLGdB0vpGrgAQL3BKoQMhRtsW1wmCAGYTkRTbhPVccG3p7kDoGw7DVP5407QXuvRieA4akHw9y7l78LIQ8lYrjViVo3Iukrvn2MO0Jeir80R/9EejqPP5AA1tf/+k/Z2QHEZlw/9RbOsD0HuS8ZeOmj3Z1de3AssLCwrqUlJTcsZSJ3NjI+IoUpLtz/KNs9Ixr6Wi8x/3Qci22GM242n3RzkEaTzUD/10Q/fANh8zFe4O3MXYrBTsBL9l63e9KynX/qXShpscLsp/BO1Ck7Qly/x4IpObx0K+4LGJ/5+l2nNQp5gBiDgKT+znTdb+/1JY6JSQZgCooHoJxxgXZDgQXfzAQInUTHQ8GSJ9d4GwLgBC9Uq2oKNqMREQgdxEGsL3p/SBt7Eskz6DlPuQlYq8UfbOZ1s8K01sjHkmLkRDHh4kQg9GtBKok4eBDTdBePPHEE9FX3nzDtoVLpQgvTN2e/enzvV5aapMgRyD41D8KpD+b6HgVkiR9Rv6kdVu3bvVt2LAhKycnZx3aivDrRlNiDlMMJ04IBuKPpaTMGWgdeszUvQtA9IODbfbLJV4B0L9LgQMYsUzJPJ5PuIb+UnIbLx4kab+/2vGmiUPOIFnoYoXYhdS96iV9bqbaQRMfJO/iskKXSkQf29QpTwZIBKRZXDbfRbDxjMP2J54Ri2hNCVpUY0LmUwWCxJO83f4OIF3dlqRFM3r9vJ3XjQ39EpGy+TtuV5L2DjKmt4YX5jIcE7MR3IukBH17SBJ0HLBE1kdxyTnRtPHfGxgs1AdKkrxiLXrFdeRgYkKssEhzoDwtD/6AZWYqSAXfxqwVfquWUWpq6oqR4eFcReh1KSLl+zOoZzBEUSuRdCwSJs6sMWwxaSCVfF0WKcQo6/JIa7UMACB/M2ABA0HEpdaxQrL9E6znN6V06L/5nFinH5uk/xXXP/GWMH3JAVOqh269orwYpamtfVqD4YReLwZG0+AHzJlXa+v3E6kb5NxMjx9I3SB37/MxiczZpbKfJXcMIAPnNdneynMl5wT1iyl5e4l9KoOeSPM/i1QtftDsmZFDk/ydBa6gosxZlF+mA7YosdaO4dU/Q7BYSPMS9P5wIEnQcZDIqm2+RKYD/y8qZs6cmUg5vcP4/hN/HLKvgFRvj0+TJXyyIt0HBwcLF2TVfAPfR0QUnkK6B7qjkTnRnvCcoUisikQEJyclKGBK/aZqB0B1aD6MJ/cGSF/7NGtvDvwu8f02IRI0iN5ZN2yrSkrt4JWYaxtT4p+Zr10kbcxNTOgmQFR4dvAJYgXZ3orB19wegsPMKRIWxduXewbg2d9Ukr0xC8Anq25mpLPHEwDfbgTomAE55icInHOgqO29tpwkbo4kQSfxcyE7OxsWq9/Adz9ZoXRTSPfAbHCyGgAGBgby09LSMjIzM1dAZy/rI5HIzkol99t4QH9kZGTMURL/nNGRkfWQ8mOR0VxLv2+je3yYJgadAXawf1BrCiKeAWDYCqdOIU6xN3Ghx2XUNaVCBKXYxttcIrPOpahKoIc3Cd07yAv5Z1jk70jsk0ld1DAyS/CWacufKLVc+hwVkHcm4D3uVFXtp1J1ePuUF5e6BkaiNr4u7HdtLXGl5A132NcL5J46L34CsKT3RnwkCfoWEc+aL0jq1X42KAlfskBsM5cHExM8RLCD/kDgOW4FJlv4ZkOvb2qmSuNHBMrUeXh4mDMlpdyftt4y6MYVg7vHnXs80DP8CYKKKBK7Zakfqh4T0PtLEBHg1febpCz+3e5lAdtFUkNfs+zcyb9XCFTgBI9UTOprwjQ4m4Dft2nAHQ/qgCU5lmRrlEENs5jwcIjjAhZWzuuIRqPedI62/3MSbiQJOg4SSRTxyBkGmuSD9cFFIBAQ5vwhBdJ/mKjfbKPqdX+0/3/4/f5cn8+HvxWyfL6dMZvdOy+Pj49flnZ6erprljCaEqujyOi6WJwBobPDXYl+aEQGglju5UhbjgwCcOsUl04AHhJiAxB4s/OJHQCEHS/Kz8yDIu6ek8g9103eHMFpeaUMGoFPksURA8zK1XPp85u/RMVVJd/MSE07z/vP9Cd0r0xCI0nQPyf+s4yGSfziIDc3V8pao2TM5LydxMZXSktzvV4tZkM9Nf8abwYAzJkbX7IdGBjIq86szIump67nY6SkrmCCj1gCgl9JEJHJwkLPeLg/JeYMDlGogFJofSwyNGMoEpspy02PHyF/wEX6OTriVoeHl3AeEFEBcXCXFW66cHk1ralYwSqN2ZXzBmpKCnar87vc09bxrYqKyb8vKeTER5Kgk0jiAwLL6Iu/S64VJtEnUvu4dqQ/btxIKyjLzGQLsBpM2FffnAUkgm0MHmEJnAcLRfnr8NnZH+G6jDF/xjMZE7QzGo02j4yMXPcHAjwtiEfOiYCkZx92JAn654TXBzWJJD4omDFjBkhT9ClNt7pdgKx0BgGmj2+b66rMAcLH8QEw7sbbDYzLhbdbUOPDhiRBx0Ei17mf1X80iSSScCNGMZSfWfdffR6/6EgStAfpwYDtkB8PSZJOIokk/rOQJOg4uJ3gE06En0yNmEQSSfwHIEnQtwjRNetMdkkpOokkfl7ES6WQhBtJgo6DpOEviST+Y+EvcrunJgNV4iNJ0LcJM5MdIGksQ6FQrlUkIIkkkrhNJMk5PpIEfZsQchY1BzKToQLLgePHdszJnP3S+MwMykYEVmbwsi9rorkwLU4gC7KPjY9f8fv9LZNXJpFEEkloJAnaA3GOlxSOZsUN5LM1qxPLt9aMM/TOq6krAjPSVyBRjGTz4v1kl7v2j6mclbR8IiMQOBYzsr5X+2fb/TAF9BUEd9gEn5GxEzcrLS1t/7/LD00iiSR+4ZEkaA+ClTrbFojZIWWNeDXUkNMXmcyQr0CyeEn+Y/4e6nL1RyYE/3VOwwhv/7vMdY2k02gikxqIPTLS97DkVTYwUlptqVXSuqmgJagIP8temR4I7hwLh2l+fm0zUcpl3t+MTF6X7af+4tJZ9ZSuzm/MlYehzchJkUQS/+EIJ808t4QkQXtQlOs/tOrOu9Ydqz/F6oyici3BorRVkOIn8EfKR514RieiESnaW2kiDtnGddHDdt7l0lb7yGw+12wvv06DROdcXTfhv2ZqpnjwnoMl0auTjzXFYinNGVYmuWprJhFV5J4V0CksU/xB8qmxoCA9cDwWizVnZGQcx/JQKNRYUFBwg5JI4haROpBk6FtBkqA9UJLk7//OH/1+5aljDZ9FjmBU+ZaMYH09Oret5NaVXMCo6ow/kboTwaxTJ7X4pLIHagGacFJEdrjy6w5GtEQebwC4FXiJvwlJ0s4RDrQYf0iEY5a+knPD+ZQWzxKVzRbPbsOK6MfHjLJXmQH3uc3xl+/MLPLXx2KOSqekpGCn9/yGhoYuFBYWDt72D0viA4tE6XqTFVWSBB0fofBX1tat/A3ffVkrNkQidZSSMgeLO/tHKDYyVDc0PME6Bt8NVlBXqwcpy0z7CIs08v9Kli8Amb5A4gCk8a42nfpA1CZIveiF6SfqzUctFTI4L7DFhUKk3M9SuWT7HXVLPAnehJA38v3K4IP9ixrcHBCkrJW1TdAi+oQ4T6c/rvp/PN662VauBks3D0l8PEMPXMerAhX2iBIo0qoaysymtOzY5Vlp/uMpPt/ezMzM+NOFJJL4gCNJ0HFQUVEBdsLfDsrKsstDVfH0301y/f39OXODlUVpaWl2XuBRiiYMR+yZiKyIUUp1tCe8AiWffAMj2GkY0oJC0KzerSt3j1mVu8fsHLyQ4EGgyFvNuav7RGfu8JSpOxeA8E0pnpd5iB4kX1zmLh4n+YBxLiLBa9xeBGWiiMsmyVuvCd4elRShr2+hdt4OenlvbUNrABpT/bjqrejmBRkixceoucpfcZxSqD6z0N9fVJR7PO6JmEl9Rke7s7Oze27rByZxW+BntGayi50890kkCfrnhpEb2M4G5ke2r6z0uP0rKOvH/EVKPlWlZYyPj4+isCvKP/H2j/jXgeRjI+N5KUQ28aNad1Q90xMjYQpHYpQa0szWEmldr8gnMHGhp0IediE1qdwhxA6Y6hjUiZtXU81J1y9c7FQvTcOkcxZJ3kvuvE4RvCRdF4Lnn2epaEz1DHAzid4sOCvAy3rpwnm61tbhGvdwLvl5pen33b9hFrZrPpdwwJilJPhV3oUyA5DjGR42fFj81ebO34lGNEf/8Cz1u1L9zkyiOMdfn5qW9lJGRsYtZ4NLIjGSaRPcSBL0fyGMkk9ePMckH3CTfIVdzsldxHURzaMLFy5klt99z6yUzLT1LhZLSZnTHR2eI82JwVQkaufvSoLHx9yciuCf4kuoNfwHV7su2lU6QPY9oS53NW5JzG6pQESKd/TvzZOkdxA8lpkqG7gxeousmlI8YKprymaX0OIFC7hteskI4QvJ3s4LLoPYoFV/sAkqHEdNk42/Zmr+rHc7zwDyWUXs/0d9tpk6eGCyHr4CRtcdwUDKTrR9+YHm3JT0y84GWoWTyV8z3TmfP2SQZ+7DjiRBTxPMmzcP4jRc5X7old5nk0EUzJEOwUQikapOBXyvqS7+dk11IS9X0vyc8dTYHCXFo373HCzrVUQ21quJecjSrfsGRiHBQ8pntlXkXiUVOLzqmcH+NurvDTGZQw8P6V3IPJ4Lo+jlTQke8KpovBK8SezArJxS134N3fm/m6H1auuV8s53Hd09H8cacDC44ByUFI/FT1p/cWcQhpqmJSMQ7I9R7Pgcyz9ewqNT/Vnky5qggvRgfUos1k+pqTs/aEFPlkrPhXgFez/sSBL0hxx4sauqqqRpvuQt6uHYZUrxFUjGPpMmYZFhaR8YGZnr25g2J2VkpNrs0xsdXjFxIzUX0vvQyMR6vTQl0zcwwjoQs+Aq3AhBXjC0QlqG9wwgOniugRdOYckdkZzRvmu83iT7qYyuJtELwaMgKzxq4knvfJ0MVU08Dxr0g+4e3i84P/HOycstmKTmAQGJKyUGMewPvxOfUNNYy6rUMtyY5cfoBM8UZDv5VPiiPjc+50sg97S2IUqdV2iXrfJidmHNjlggtjPLXJiRRaW5fppISelPSUmpj0ajI//Z+neTnM0Z0ocdSYJO4t8VM/XU/BJ5KnMHIcV7pPfW1tZAUU0lO1zPpUqn8wb9gTJMIyMjkM6roYvv7I/kxoYVwasFvi4tcV8eYUksWxFStmlchbsgIPp3k9QhvYPMNZ13Tym92+cfRw8vKhoURwURA5CWATOiNC3dTTju6FIQUzplcxfdT6tt1F/UMZRpo5lelq3I3zSiWYbbuT3HLXWUJZx6BwbgKB2fq/b/q+YyU5K39PDDGf5gK4yqiHSdk6l94idytAom6E+h1MwgFedk7hhPTz+eOj7ef/ny5euLFy/+uRJqmOQcr6DthxFJgk7ivwyWt8xUxrWmQCDwgjR0OSWLTKzSefCTHRwcnEUZGYVpqUpCHxtbYe6gx5ouTwylrmdyH4mtSB0Y4Z0o0p8lkrvo3IFEBlZT767VNNfiesvEk+DFgwYwJXc+N0N690rugBCtKbmbxlY33KRsph0QjI95Kn2To1Y4i/+ucxHDWvzheI1aNWNta0vvIPavyvLZGektlw+cCRtGVrJcJWlOgAn+pfGZmew9k52Bqt/DrEsbjaPNwCCDmUiyJmGSoJOYBrCm43pKnpZ2wFw3W2rkzaR/9LpIjo2NLamhKooHNdXPHR8dhSpmRXcU3jOKOEd0/Ayq7aACdstwa95oJLyCYhTouNzvl2m6BPuISmbg+rDLkIrtxQ8eiCfBAybJg+AlP4zpGsntfIfYAfGeEXIWqdQkayFZIeZb1cV7feEFTSPWhTw3WYd8NMq8vAjEK+eFwU9+t2OvYG9JvnYYrAKVBYdv6aSmMZIEncSHFunp6aemWp+WlrYXn7PjqGcA0b2Hw+GS9IfTS3w+n20s9WI0ZWJ9z+BAbnQwZYX2oon+5+h8AAACRklEQVSlDUUoKF4zXvWMRHOaknuXpWtPRO4DNxzCnDnDE5lqGFwhySNNLiJZkaYAgDFT1DTx3COB241ejadLBknjjDEzkXNi1YZFzkDerFJ6eM2KaHHxjBcm7eBDhiRBJ5HEz4lgMAjmxF/8ABhi3/inKmbk20Tf29s7o2J2zvwFtdrDBBL7WEqsLjYyliu+7z1jwzTeq6VR0btfjrRWx4jmjg2H/aZaBgZVSKVC7KbOHZL7je5u7tfZrj/PnW2YROKCROoZyX3Ov0dJ75Dcub+S3jFb8Pq+i/ET6hg2fEoyMcuFzpago44hdumK+bRswbJ9xSUF/92fmnboJpd+2iNJ0Ekk8V8AK7nUUXOZj+hdCjivpPaaMXzeq7XO/fr16zMVFqampq6Pt+9RmnAvGBlb3zM+vE5J75nsRROJsYpG9O+Q3k2CF193M6AJf5cvNCWU2L2IJ8GLmgYqGpkNQHIHgd+55mFasnJZd1lW7v+rfte3pr56Hx4kCTqJJD5gyM/PH1Afh6y/SeAgJxOBtP+DIKfxwPhaI5JeUf0c+7slwa+gyGhdT3Q4l2IpK5T0nmeR+Y7myFXuNxYentNxub86MtLnE68LSSLmldolXS9Inf/aI8QO96T3tfSOpfRLT3xCScxLe0uKC/4qMjr6D4qcHV1HEkmCTiKJDwtuVuxBSfBvUDCNKiSwyZDevVnlxsfH78enItQ6kiCllIl1dofIWJ2S2qFzJ6/ULlh39z39GZmZfz0wMPA3/mAw5A/eftDQdMf/D42KGLKBqz2ZAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>