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Soundsation MHL-4H-BAR (Soundsation_MHL-4H-BAR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MHL-4H-BAR" ShortName="MHL-4H-BAR" Company="Soundsation" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>bc4146cf-24d2-4f81-a813-1d87b62bca0a</Thumbnail>
  <History Date="08-11-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="10-11-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5112777f-073a-456a-802f-0c8649f741b9" />
  <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="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="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="R" Display="'R'" Dmx="8~24" Colour="255,0,0" />
      <Function ID="3" Name="G" Display="'G'" Dmx="25~41" Colour="0,255,0" />
      <Function ID="4" Name="B" Display="'B'" Dmx="42~57" Colour="0,0,255" />
      <Function ID="5" Name="W" Display="'W'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="240~255" Colour="255,255,255" />
      <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="200~209" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Show" Display="'No Show'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="8~22" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="23~37" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="38~52" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="53~67" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="68~82" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="83~97" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="98~112" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="113~127" />
      <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="128~142" />
      <Function ID="11" Name="Show 10" Display="'Show 10'" Dmx="143~157" />
      <Function ID="12" Name="Show 11" Display="'Show 11'" Dmx="158~172" />
      <Function ID="13" Name="Show 12" Display="'Show 12'" Dmx="173~187" />
      <Function ID="14" Name="Show 13" Display="'Show 13'" Dmx="188~202" />
      <Function ID="15" Name="Show 14" Display="'Show 14'" Dmx="203~217" />
      <Function ID="16" Name="Show 15" Display="'Show 15'" Dmx="218~232" />
      <Function ID="17" Name="Show 16" Display="'Show 16'" Dmx="233~247" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="249~255" />
    </Attribute>
    <Attribute ID="Show_Spd" Name="Show 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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="LED Col Change" Display="'LED Col Change'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Col Fade" Display="'Col Fade %.1f%%',0.0~100.0" Dmx="15~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="32790a2e-6beb-4b18-9fb1-0abf2b57f953" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Show" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Show_Spd" ChannelOffset="4" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="6" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="414c460f-434d-4fad-a94c-8bd6a5d1b127" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour1" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="PTC cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="PTC cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="PTC cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="PTC cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4eb16585-4793-4768-b51a-197a8f497b14" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Colour1" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="PTC cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="PTC cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="PTC cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="12" ModeLink="PTC cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="27 DMX" Channels="27">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ee0034d1-b365-4358-b934-457ef2f85f9b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" Wheel="25" />
        <Attribute ID="Colour1" Wheel="7" />
        <Attribute ID="Control" ChannelOffset="27" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="PTSC cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="PTSC cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="15" ModeLink="PTSC cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="21" ModeLink="PTSC cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="PT_Speed" TargetId="PT_Speed" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="PTC 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="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="PTSC cell" Channels="6" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="7" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="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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H79JuXhQsXTvjk2Z9c4/P7an/x819g44aNpI7nUSqa1NYa/D4f+vr7EQgE4Qt7EU8OkeZTC6fXhaFEDHVuLzIELg6HCb+T1O1cL7Z07ESzeQR8oTxajy2hth1IJ02k+nKIxQgE6DOr64EGEzNOYxbuRH4gjQnNR2D9y3+niXzcuRcvuPiMiy+7+MmRbp9Xk0svvfQLM6bNuH3b1m3OTZs2YnBgSNiO47GEBFO2yxsMwnJ7TtfWdbMM2gq4eWNNr3zmf2xrlhEdFZB3kuZicj0OYtIDg4MikYXIsdBGfMSy927fiQfvfwCnvP8DGD91OhKxAgaDbsToecaTBfhJe4kQy+b60T2DfTTxJo8efk9jAP0ulltuueXaD3/ggx++967fYvPGjQj6vJg8dTwmtkbQ1bUXR047HO3BozCkF9HTsRdmwUAGSWi+Etwl6nhmAfH0EDSXB8k04K8NYvL0qXhh+Xpi3AWYxCiYheTicfz5z3/GscceO/3888/fTCA9bQyk37gsXrz45LPPPvupZDLlufee+7Bm9RpqY1MAtFN3CpXb7XUQEHiQKsRJ9a6BmdaQSKdQW1ML2g+JRALRmhAxbWJ4jiwyxgAdo5PAug1dfX7ornpE6kyEw350xomR9xaxb9Mgph3TguD4IiacyqwyguX/swsNNc0w8w147u9rccJ7Dv/9660fMRJy6y233D1pwsTznv37M8SaM+jp6RGp2k6HS4TFMTAbkNEaBTZHDHMI2hnzfmJKeOdwPDvL5ueSyabhD4XYEk0g3QePxwVdM+Aj5Nbpb/vmzRiiSeK0j3wEM46ahV5izOmCTs8pC69TR13Ui52FGD0rYGCgPzr81GMA/S6VK6+88r1f/uJXLrj/7t/ipdWrEaZBPePIwzDzlBnYuH4V2ohFzxh/OMxwLZbv24qNqc0EygUUNZ17HkLs1tBKyHLMZopYgzMMJ7G2prZWeHyvEHAnBaswLHtdJpMFB/4TSEwikN5InX76mPPw9cvll19+9mc+/Zk/rHphlePxx/+GPXs6iDUbIkJA11ToFzM7kwDah+7ePrg9bsHa4kSDkwTS0Wg9AZIDmpEltu1E0XDAT+p2CTliab3wBdvQ35FEa1dYOsk8TjS0uPHyxhx27Uij6TDSiqIOTDo+hI6NzYgliW1HWvFy31rs2LIves1V17Ij68KRbiu7zJ8/v27a4YevMIrm5GcEOKdFKjY79ILBsMBW1vIYmItWvDObJ/gz26NNq/+qPxZNxLGYwj7NUjI4nrkkgJqdsfzKrJmpNjsMGerr6qLookmhn7SbumgdzFIKHm8AXrcLA9178egfH8CGzetx8smnoqamBdlMAV56Lnv6dyGdGaTtC4jW1e+Hx2MA/S4Urs3w7NKlD3KJxOeffBoBj47x4xsx8/jDEM8Mwd9Sh9mnnIYCdxKfA+3hdmJV26kzJGHu7oCWzUOP+KD7fSg4uRuxQzGCOhqsDi0LDzFqB1LU83XJSoiRsJ3OMPNYumw5CqXi1Ot/fP06upSZI90W7wS59tprv/zRD3/s9uefXao9+vAjxP56RSiYULXBYVq8lUM4rPi9Tmza4/YgNjCI+voGYtJ+ApsUArX14rd8ke2m9Aw5MsdFT0iLoy+/A9s7dYTXTMe+bR2YeuRk+CcHEYmYqGsKIReLY2hHCQ6dQKXBgeajfSi+nER9qBVbXvJix+YOzDn9Y9+5YO7cRdfde29mpNuMZcmSJR95zymnPrjmhTUejm1msGR2zGYI1uz4j0uDile3G/Sj2E8TJiCHYM4cB83MWAn/xuGJDg6PY15slKzIDmbN/GdQf88jFo8JIGZ23j8wII5XE46gu2eAtk0gEpbW7XA4BJfPjXhfD17u78POdS8SyaHxFqlBfHAAfV0d8Lnoeui8E9pb91sgdgyg34Vy8y23XDtx4qSa22/5OXVMJzEnL8ZNHI9YIo5YegATjpqKfYleuDL9aPG6EKqrh4f2S+ztRmgggbAvQCzMA48/Cl+E/oo00B0hNNS2INW7E4V8QXZkQguzZAg2wp2dOzIzvZUrVjDbO/Lmm29+/j//8z/f0AoS/2xy0003/eBzc8+78u677saqF1Zj7959ZfXbJBVZMyxbKCyWZ5gigqCGBvjevXuF05Cz3Dxur2B8AmwYxN0GPZ8M0rkBBNxFppHo7ndh5eoCQv465Ir1mNniou/dxMSLiNQGkU4bpI7nEQ0F0dDmJ1DuofMwk3SIwvTbt+9xtZ544nV0af9vZFuN+vjNt1x/2imnfffRRx7Fxg2bRKyyAlp+FdodtSO/umky83q94r2yK9v7KwO6anP+XjoPZfidYZnxlKjPvI+s0xFCkP74/E3NzfQ5gGQqTs/EC8b0TMZB5ydNh86foWeViQ2hI53GHvrRTeei4Ykw7X/SicfT+EzuV/J1DKDfZcKZgb/65re++be//BWbNrxEKq+JmvoItu1+BUZ3EW3jWtA/2Csqm01uGI+BZCfiuUHkUkPUGUxEW1vh06lD1zWhpqUZRVPngA/qRPXUYXXs3rVX2Pg4DlSnY2fzOQHQOfrjDu/z+YjJxPHSSy/B5/HOIdX9wXnz5n1qpNtlNMpPf/rTK997+nt/8Kc/PYy//OVxYT+G5chiUbZO6agS78R3HHfLQFJbGy1vIxImigWh0rPdtUTvSwYBs06AzmBAqnYJMfSm2YxFQJyMwemqJZU9J8LCzKIDHp8HOfo9hQI8QQORBi88Ia7tURTOsJUrVuPkU4+eixEEaI5wOeH4E5456siZx91/73148cUXhe1daHBWBiALgzS3Eb8yS2ZmzeYNBktuKwXmyvnH2/D+ah9la1ZAb38Wou1rakVWITNzBmk+foIIEJtVDAL2/r4+NNTXIZvhePUsaape+AmNNWrrUjZB16vDSfvWRetB94NkOn3+oksW/X74/f5TADSr/Jdccsksv8d/lNvnHkczoL9oFHPpTHpLbCD2FwKRwZG+xrdK/n327MtdutP11BNPokSdprYuiGwpQ4PRgNvrRE9vD+LONKldDgzpDgLrHiSp4xw5dTx6uhzUuUjdckWQ1rxI9ieo7dyoCTTAQYy6c083li97gTojqcLC202Dlzojd14GFy4qIzo2dWDuxE8//TSOP/74T1Lb//hHP/rRd0e6bUaT3HrrrTd98IMf/NZvf3MXnnt2qWBjBic7WCDBwk5Ys8ygIdRsYVMl4GUWzVluzJo54iCbyQmmyPZqLi6fzKSIEefRWNdKbLkAlzNLoz2GEv1x1mH+5RSCKwo46ZQJaGwKoWPHEBKDBFxZF/K6QYyPVO5pEWzdsZMm6RQdsyA0sL6+gdqRarPFi+dN/uy5c9d07N4Tvu3nv8DmzZsFOXDwhESgqkDUzo6VA5Dfs82Zt5ftppXTufmPQ+eYFTPQqu+ZKStAVqxcgTcTEdZikskE6ogdR6NRdPf0iMzBEGkgPPaKBdIs6VgulxP5XBYOzQUPkRqXxykmCjZPTZ02nbSc9JULFi246UD3/K4EaPaGR2uiXwlH6k6vjTaOf/KptX6jYApDPFOBEnvGS4ZQGyNhD/7ngT91btj40vkLF867f6Sv/WDlmNnH/MeWrVsxODAAne63rq4GQ4leaD7uXDJmllUrJwGrRzOR4sSGHFBI+OEgoPaEInBpNejq6kMsTVwqW0SNe1BEC/Tv60dsKCFUaO7wJbbRFQ3J/EwZisSqHnfQzn2dxOSceHHdiwgFgt9ZsmTJK/Pnz795pNtnNMjPb/n5rz7wgQ/8+7333Ycnn3xKxOmKKAN6QJymzfZnXYR5EbiYkkkLx5UVTSDBRR5L1ZGQoCJTvPmzzxsgQCqI8K9opAlpes4FowC3yyOO2zmwBw89FMOaF1rxqbNOo+esgUg1KUYeAhcNXprMTW8/1m1aCc1JYFPKQneKY3eMRJtxFbpPffLcZ7du3ua+89d3oLu7W5QEdVgp2QpoFetlkcxXL094yrzBbJkBVqV4F4QPRZoxFBDbAd4O0qrN+Vhsf+ZjcZ/n1G8fseRsJi1CFjn9XkY50f60rdvjEq5Hp1sXGk1dNIJZRx2BeCZ3x6KLL7noH933uwagr7zsyve2Txi/qDbaMGfShKO92zfvxOpndiI2uBOpWBGs7Tk1bugSMYIsDFceRVCnc2QxcfzklglTmu+76vLr7vjBvAu+PNL38mbl8sWLT/nqN75d89ADD6OYL8JF9zpuQgvyu4bQ0t4oADUU9CAS9cDnd8DlcMPM0aDPFZGgweyJNqDZ2wi/txZ6qAYvbVhPjHsf9g7uxeSGiejr7EE2nkYplxerSLBZo0AArZk6PC4vUvGU6Lx87lw6h0hjhH7TsGLpCpz2vtN/ctFFF+2+4oor/jTS7TSScvuvbr9n5sxZc2+68SdYtmyFVawHwrYsB77FBNnMoRGJMHVhixYuJ7OS8cZRBAw+XGmN1XtmZMysObZ3aDBOk2SEAESn59dF27lk7YhilvpAkVRtF4GtLlK/X9rQi62btqKhro4mUj9C4QaxEki+lMTOPZsxlNyLnBlHycyjtYk0Kaf2o0PdZgTOp531sY8/8fLGzc7HHnlUmA8YnFl4YuNoFl13lEGVAZfBl00asviRKezJst0kyHJlOmbSLMqmzNuL/lssVoE0iwJqezgef+YCSt29vSLdntu4vqGeJtyk+E04Jml/n99D18PRH8TOXTqNvygx58Ogu13/u+ii+V9+tXt/RwM0my5+8pOfzJ915JHfmnvevzWsW7cBjz38NDp2x4F8GMXBIFwIo9EXgddNnasURD7dj0S6G3kzBsNdIFadRteuDPbsWo0PfGzWl2664aaBb3/n298b6Xt7M9I6YcL3d+3cjXUvriMmZooB6/WxjcyPcChAHcWLtqYodZ4seoe64Q66kUnmECNwbq9vR55me+731E1FlECUOlx6ICHsmCZ12t7OLsHoRMcn0EgzcyM2wB2dQ5j6aOAEaJAz6HAHF51cxJ8aBEbLtLPOPusPpN3MXLRo0csj3VaHWrii2imnvOfpj370Y8ctuWwJ1q5dZ9UcDgjcZcBhYBAmI3DMhm6ZNSCy1DRRdMcU7a3YHtcwdjrdlnqeFdqMzxcgzcVPIJ1Ec2sE9dE69Pf3EIiVaOL10qRaAPNJv78WXgdNshqz45RIlOjsZbttgIDFRYDMWYlpZAtDdDEmCqUcTfL13VddteTXh7LdaEI/81/P+/yfV6/i8MPHsXPXLmSyWRH6xqDJExPb5FOpdNnurGzK/Mp90+fzizZSFeuUyYNBWQHvcEcgPws+thIVgmd/z9vxNgzM/F5EfbBm6mE7t0O0s4dYtY+v0cgLs1SYtMtGXhSgWFo5/4ILP/Za9/+OBGgJzDdf/czTz34znkh4Hn74MWzetAfpBM2cWhgevQWlVAuOaD0ZTY1+zD6tGTFwKcA8Xno4CE/vVK7rhbSrD5lSH5yhGDzBAJ5+7EXMPnH6d+f/4EePL7nqkkdH+j7fqDQ2NJz20EMPUScpCVDlECu2d7W2NGHyuDZiQC0I+xzoj3VSB0lj6859cDsjOGLGsaRV1KCnrxdTjjgKsZ5BxJJDaGpoRa0zjK0rN+LpP/8N2Vhe2NGYDbDNVHq5SwJQuNOGw2FRXS1J4MCMTNgFAbENzQmkUj/k+NKXvrT0rLPOan7kkUdyI91eh0puvPHGhZ/+9Kfnp5Ipz3XXXkfqeS8aGhpFNAzHjzNZLhGAcnsVsjlRBrNUKIrPnBHIsbcSpGWoFzPEogUEzJ5NU7LCgcF+eDN5RMLtAGk6vV0F4YSqr/Wgs2sXampqECUtKVeKI58gcNcluLv8bhRzBRRMep6FJLI8qWr0ePQcOGOcF0RtbW6GL+D48qFsN57MP/HxTz627Pmljnvu/p0orM9AWrTszU6XE8lUUkxMfB8Mlna7snScFoUJgkkFmyRKVky0si9LzcOoAmVuX97ObsNWYgdqPidvy5MAn4tj0dmswbU6eNYV5yTCYhoFCc41YRxx5BGob2x45f998/yTL1ny2quLveMA+sYbf/ydFctWLHG53DN0yCAAACAASURBVP7nnluGNWvWYG/HPuSzNDOa3DD0UPIGQq4QPGZY2EH9raSCjw8geGQIRtyNvc/m0beL1Ji0j3CsFonkK3DV5BBsbsOGF2L4yDmzfn/hl77UcPUdd6RG+n5fr/CktWzp0vrt27dZJRCzIutsKBbD1Mnj0FzXgMbaOkKCFAH0EPb09KLk9qFt0gw0t09GHzEp3ZvCztwQ4vkYaSEd8LJDaiiN1ctWIx1LwcUrdRBYqGwsRl/BQCwm4aDzMnNRMaiiw7ukmscqOa/1tnbt2pqPfOQjz9MlHzfSbfZ2Cy9HdfTRR19x2GGHhR999FFs5FjdRBqGiMKQ9mIeuNL+bFjOKmZtBMJmntpMFvZRoXYc16ySLNghq5ggt7XP5xFMrq9vgFjbIEKkeqfjHpFeHI54RPH+JIOyI4GaqEuo22bJFKaLQilrJWNA8HahyjtKwr7rpMnYF9RR3xR94ZJLLnnsULUdR2uc97nzntuyebPzL4/9WYCzAE6Vek3jmk1sXF/D5/GV7c4s1ZEcDlEjm9uN+yaH2ym2zPfJx1QOQcGCbfZmu3nDLnYGLeKpHQ6xPS+H5RSbGmJS9Xpd7DMUWmfA50NLUzO1p6f7T488NvP1ZmS+YwCaS2XOOemkhz937txJS59fjpUrV6Onpw99vb2kqhBYGNToTBxJbQtR550zayaSeyIIhgPIe90wm4iJNJZwzMejGB8qYPVDaXTs4RTQRrBSmR00MWTQO7+BzWvzvmnHn/E3Ou3JI33fr1cuu2zRiZzFxPVulTMkly9i795unHTCbNTXNwqwTOYS6B2KYSCZgeENwFNTD0+oBkZ2EL3ZNDbv3oy6UBTuYBhblq/F3o1bMNjRDSe1rwhJorbK8AoS1CkHCei5rXULKFjYKRK0ojmY3TEw6yLDQlYJW7VqFerq6o4l1fXaiy666Psj3Gxvi4i+OmfOn88888z2+++7H6tWr8YQsTgRPSf6qEMkoHB7er1+4flnIGFgNtlPQr+7abAXOGxOJEoYYhs2YzCYM8jIomumVbe4JP78fh/1dx+R5w5ibxw9EMFgIkGgYBJAR2mbGIEUTZrpvLTROkxxvDxnxWnSmeXQiuIa2Fmpu7xiPE2eOplzGl9THX8rhdrvrw31jeFrrrwGBNJVySQs3MfTlimNzT52MJWahwJhQ7Qrf7YX5VcALJNZXCLCQ22jfmdRIXYHSgUX7c9khE15bJpi8xM/P/rNa4X0maKmtBetrc08gcZ27tkz7Y1oj6MeoJkZ/vLnP7/9vHPP/eKWLVu1G6//GbZu3IHYYEqsnGs6imDzv0YdiyBE1F5tJfXx2DPbseovJjLZAhLdJgJHaMh76PU4N0LUkIcN+eFfXUR3h4mOgXrU6KTCufaiL/MKXvj7PriCzSf9aMGS/7zksndG5IHbHZi5Zet2wSocOq+p4UQ2nsFLa7fDqT2HL3zxs6Sq+tCXM9ETA3p7SEULaQTUeXiSMezs60TPtg6whbLLEcMrT65Cx8ZX4GYgIebsD/iESj6YGBILZg4MDIhOzAH4mq3DC8YM2XnZNig6NrM/DsmlV7a1Pvzgn3DGmWd+b9GiRb8jMFs1wk33lspVV131kY9/7OyHn3j8CQebm7IZyYIZBEwLRFS7cChWLksg43bRgPZBhMc4pMOQ9A24aWCznTTPpqQCgSrRM34OgsEREEjzkTymBBBThH71DxrYt3cvmhqKpE67RaZbwcwiVBMigOKa31wEy0DeKuzPXgJNABJPEPLaPB5ila4Sphw2AdH6mgULFy48ZGsUXn311Wd/+MMffs9lixdj/Usvib5Vspi9x9BFP9KojVyabjnzYKVmV1eis78qlpwmcsGmOD6miuJQtmt7XWj5nEplZq60FXtECDsIuNQB1+CW5hUCZ5rKOPGEIzoY7Nnm3DyuFZOmTMn07OmYdeutt8beSFuMaoBmG9QTjz/+t4njJzQuX74CvAbb3o4BxPrSyKeJMQS8wpFiMgPRuLF5TTYPzVg1cJD63nR4Afu2x9G1w4VpM6JwtBELcZvwjyNVsiGP2hYd0SB18o4SskUuE9iKlnY/dgwZ2Lh8L878xNQbvve9Bf9z/fXvjKWfHBwPS0wg4HcIJ0WJl4uPp7Fhwyb8/v7/wfvPOA06aQjNLRNhOqMYSNF9pwrYs3Mfuro6YPZnsGMLTX59cWQ6B6DlinARALvpODwIOMWVj88ecP5rbm6Wg8eqcTB8uSBV30ByGBXLK51fa9eu1T533ty/0OfGd0vNjgULFrR86Qtf+uO6F190PPzIwwS+uf2SHyqF4cX/wS3DbcqMmgGDv+NXuw2U1XBm0h7q03Y1nMFBQzWz4/C82poa0nK6RfhjbYTIR02kHItrcto+p6+JJH2p2UgzilXVTWezCydROMR11TXWvUTg/NrG0rdQotHo53bv3o3169eX2427iG7ZjWX72Wtn7C92W7ESleKtgFhFadjD9FQ8tZ0x26vdqWMzcKeIwQ8NyRSK5uZG8dzYZMVjgY/Jad6NjQ1obmou7ty956Trrrtuzxtti1EL0D+96abF555z7sKtm7dq1957Azr3dWP37g5qxBAKGSATz5Ia6BO1bx1OjwhF4qVlioaGVCKH1L40ph0VQEN7LTp3l9C9Lo6INwxHLS8RoiM0gR5gRkNycAgf/XwT6iY4sPzBHmx7LoQWz2wCaRPPPtbtPPEj49hZeMxIt8drCXW6fdOOniZCpNgpwiozx1sWTbr37gH87W/PYvXqF+EJelAUjJc6o+7BimfWipk/lU4gTx0uTZqJR/MgxKFbgbCwTWqmKQLy2VPODD1J4FwbjQpmPCTinkP265Bs0TaQWDiSgxMx2KbJ7/kan3ziyeiSy5b8nX5+z0i02Vst06dPv6Oru9t1+69uF6Yml8NVVYhH1X+olLyspB0zU+YQOY/HK9rQHrMrHFoaqpZlkq8HgiZNtH9zU5MootQ30I36aD0xPCYvpojHZROGSNM3VUq5KsSkl8GZi9Gf/J4TC4NDA2ccqvZTsmfPnmtPOP74f2UCMDAgU7j5ehmgeVLSgbJjWrSlbpbLOpdBW7PHjVe+VxMex0HnrexX9WyGA7aaDFnspg5my7zsVSqVFEuMMVt20vY+attIICjGE5ubmpoaceTMmdi+b9+HCJwPuCjsa8moA+gTTjjB9b3vfu/vZ77/gyevWbWagOUprFnzIqluUWoQalBtCH5XDWKkaodr/fC7abYy2c4pHxspbjQ4hhDryaN5aoj2o6fT4EKGVOzc9iyi433wFB0I+hyIBfKomUCAfIoboXABk7YGsOKhXrhIz4w2TkEPMZB0v3f2pRdfeu7CixeO6iQWGuC7mSk5HJpQfxlQudO4mTlxq+QLosQhKRpiUtM0N3U+hwBZkRKsFYWDKOjywuPyWSnF0rbJoJzKpEUqcW9fn0gb9lIH50gO7qz8x4Vq2DbK7xVDKdfTtZieJpYXKkjmR9f58ssvc7ryKXfe+ZvHv/zlL31otJayfL0ybdr0M+67514w++PyoNwO3CYsSrvgV9W2oiCShbGV7wplBs3tppxamUy6bFu1J09gOFEUICNBmmt0BAMhYZrioj9KpWczRsksCdYuz29a7JIjNmgkESpMmDiBek3p//7kJz/pP5RtyEKa85rHH398aM6cOTXsWBUTGN2Dy4rSEFKu30xdxtShHWiuEqLiy7X9WLU9rln1V25fobEo7c8G0iyKfDDAs8bKhEimi0Nm0tI2PnpmHEqXSMY5ssa47LLL3nQd7VEF0GzSWLJkyTOJoXjNb+68Ezt37EJHRxfiQwka3E7BSPpi/Qg0BBAIudE32InxkXaRgSVWNUARBSNJ2/Ri3YYupKmx25sjcBeIMWaJOe4GBjoz8Ok+dG5JI53TCcQ5VMnAjhUlJLa4UMuecuqhoSg9AGMIm9atwHGn1/2KHuADoxlAiA10c7ppc0uzKFTOA4+VWBH3yqob5IDWOU2bU4aNHA1Up1WlixgDrxpLbwt6CdlcStSyLagiMmx/I3bHTkjuxFzikqt58aDn9doYnBUYKQaiWIkCHsFkhF26JDzcOp2bIxbWr9+Af/n0OWc+9dRTfddcc835//Vf//WbkW7LNyOXX375qSeccJJzxcoXxIAVFf+oT7KZQSVJKDBgFZjjn7m92BGYL8r18biNVIEeO6sTNmEiImyv5vKjHKcs2LdRnThRFlOCD9d/EMkubGPmkqUMyhYTF45dNj6ZEpx0K+PO4ZTA19TaeMflly+545A14DDZtm3bvaedfvrXaPIWphZxW1z/hSYQjjVWUS8i2/JVjmO3Q6vhq+pr2Ash2aM4xLkscFaTADu8pb1bxqSzE9DndYkJkTWPujqZAe/3eoSJaeeunfTsY5g4adJBme9GDUBffcXVn/vsOef+9uGHH3YsX7ZcdOxcrihierlBEokkIsSiuYOmMwmEarzoIdU9T2DicntFyBBz6BLxxXQhj85dQ+jZHERTuIjJk4h9lzSks3k0tgTgJLaYS7jhry8gm6LO8LdB9K2ljtobQnNNI3b3ppAmIK+pbyWmXotNGwZDP7hg4RI6/D9MyRxpoc7qra2twYzp07F29VoRTcGdWHRqkWXFqp0Bl9CMqV0JmAt6UazSwS4YB7EuEUeQzclquGwyglaOD1WrITc0NpRrGvCEkKftGaDVkkAqxE4VRVcdv2RT9V2kxvM1sTrPbJxTd2fPnl07acLkO3931z2/2Ne5dzlNADdccsklD450u75eIXX821y4hzPKmEExanDijgi/4rRfy27JA161J3/vD/jFRMqxvMrkwMFudmZXZt5gGyk9FXqOYpIFYCOUUHRat0wYOmlPfGyHzymcaLBMAkLXFNUIrWptIhJCZeTpaGhq6CRw/vKhbcFq2bVr10Xve9/pX20b16rt2L5dLMqqmdIxytoYl2twON2ysJQt7V35PyoTl7af448nSHvattpetbXyq9i/59h/9XxkGj7PfYbw9YQjEfE9T5zMrNdv3IjtO7YzODP1KR5MO4wKgL711lt/PPfcz36HQ7BWvbBKRAgIRzV7aamTcceJx5OojeqCeTBQ1Eb8Ii40lcog4mLVQhfFyoslaZNyECPM9Rvo2pOHnwDFP15HMR9Db6cDoUCeAMMNFzxI7iNAyueQK/pgcInjXAEeArN4Hz0Ib4iYYwhDvbsw+4Rp36EHtWC0OrRo8IfEqg+GdC6xXSydTAsWJ5NJZCctCMIgs/tKJZszhVOKRYaxtEdy0R3V4VWlrzoCZI5E4MgEZs7MwhicWbWzL12vVEU1CPizKkLD25VXpBDZcwUR47pjxw6RNkvX6w0EA+9tb29/74033JShUfm77373u18dre3Owma5n/3slk8y22PhduM+zBOkMlHY1WSn01VOKeaoAq/fRwCds1ieCZXUVuWYAsqRBorpKbW9AuaV+F8RfaBb2kvZ3m3ZUSELMUFDuRCTR4TuyfNNmjjxkJs1hgsXMLvnnt8tmzlr5px9+/Yhk87C4ZERHIY0QItGUf2Mm0BpbGWzmpXYY3fuSUdsJeVbiX0fu8Yjoz+cAouKRRmeWHYm0vP1BPzlY/D5t77yCl7evFnglpOTgLzeg9K6RxSgefXdu++++6njjzv+1Lvu+h02bFhPrKMfqi8LBwABCwNALBYXi2JGSH3gNcaK9Fu4JoLe/j5iLBG4CaRL9ORKWgk5cwh7E89hesOnUNwZQLo3j8mnhlB/fDNKaQfyfQ5sW0WMMkYPO5fHkac2IuAroocA32EwcBBjHyyhtyMLd1MrTQIb0d+V8l5y8ZUX02UtHMk2+0cSDAZn79y5Cy/QBMcZZuwUynFIlSo4Tp2MNdqiDBeHbkhGoos/C751sYkAavvqxgwywqlCIBsfjIuMLC+p3FxYnr+XNQ0sBlKS9SIUgeFlgfgDM3k+vmLXEtClWm+IIvQOYp/9wqzCSQibX95ME3Kt74gjjvj33/7mrrPmzZs3Y7RWHfzGN75xJ12/+xUanBwtIR1+RWoj7zCwkFIGSk0vg7TP6xd+AvYh2Cc5FgXIDLoqy02B8IGy3JjVcTQGm0/4Wsq2W5vdWvgdHBL0/cKeakU10I9uv7c6M2OE5JVXtn3jQx/60Nqd23eIfl2ZkGQkEGsFDhF9oVVpbPaJze4g5D6nAF0xZ7W93FYr1/LgV1WelLVRRTD4T9U/Z1OfzpMtJxbli3h564vlIk4hTwRO1hQ5FfQgZMQAeuHChW2PPfbYKhrcTXfdfRdeWr1e3DjbJUU5S10WiWG7GWfkBIN+JJIxNLW0YmiwiEQ6JmpMcAEYFhE+wx1ZLyCdGxQmj+2ZdZjS8EHkWMWvKSEwxYlSPIf+jgLXKkYhQ6Dfa6BvN7HqqAuD0RJ8uhsZ6tQDWV6KXkPI24B4zo+1a7bi9A/P/CpGKUAHAsETXiZQ275tOw12j3AUch2OeDwhyjEKUGDVjNrFIUDDEKYMTdijIUwQ3OuFBcTQLCatlVmHCq/jGE/+zOo7D/ggaTQOsV6enFArIWWwVHKZsswJD16XjOtVA0V1eB4MqmYv+xmYefLv8aE4li9fjlw+13T07KM4+3DGSLfzcFm0aNHRnzn3s5/72c0/EwX0NWs42oFTAYI9ukX9LmpEFAtW9ItT9H0WBeplbaRYEqYI1b72GF0lch+IMeOi7bo7uwRYNDTKEDBZEc9ijuJCJUCJ44h4XppMSxrbo1/NrHvIZMGCBevu/u1da854//uPEc5CTZkcRHKq5cQ2RbsxUeDPykFdSVSB0EhUnzMtP4i93KiK2lC/q5RvPiZ/L6sFSju0Ytc8qWki1BEYIvK4fft29A8Nygp23J6aZN5Ol+edB9BcAOWcc855dMP69e6nn/47mPlxiJGqM6CCz3Vr2RlmXwzQye4eAoo0/AEPBof6URPxo66+Fm6NOnYpL9R7jYv0UONydtSgvgvdrvU4fPJ0tEwNY3BbHpkeYtnxAJrGlwh4dWzeEodrRQTBZpolE6SS+oCmw9ycMY6d27KoIUDq0WqRyPSgq2Ogcd5/zTvu8msuH3XJFdHa2tNfWr9RZFcxQPNAFeqc0PJk4SSe/Jg5MyCLtQR1mTZramr5ea0SFTBsiPIzqWETBANnPC46akNDQ1XarAJbBeyK+YnqYFol/lSpmaKQEgNDPmf9JlVyXv5H1VvgpYc2btyIOafMmU795nMXXXTRPYeqTV+PHHfccQ//8Y8PYenzS0lboMnHWSnKY3c4KWep3T5aLmlpsTKvx1sOv7OLiNpgsx23B8e3G5U0ZH5+CrhUsko8ERM2Wl3UJg6Vn5FyEIouweYmt0s4H7mt08kkT4SIREXhn1EB0Cybt275yic/fvbaxx59DLt37S73KfapqHlERV2oiCJ7MolIqbf6I/exV3smilUzMMsiTCWLOcsQRKUNse+E+y0vnDwU68W+zk4ij0lYJxXb8qtTmEMOrikPOUDfeOONF57zyX+5cs3qNdoD9z6A/v7BcieTITG2mENdgjOr6aLRaKZM0CzVUF8vHFoOy/tcKkm1j2Yr+szVXdhOlUfa0Y0diaUYZ9Rg/SNe7NwygPHjmhFpcCMy1QMfHaS3CxjYZiLVqcFT40T9TBOBFppJXSHEiDWG6wjYck44iFls3PQyZh03gSvdff5Qt9trSUtL24wHHnhIOJtSqRxqXG7RbgF/EJlUppx9pYnYaEPYMcR6d2yzt0wSlqInS1/yO0fFnmcvPMPPh52CMpW1QhDsoMHPRtZ3KAqLNw8odvwqUNesEzLDLhTzFUcOsyOruqZ4vvSvkMvjpXXrcPTsoxfRL6MGoG+99dafNdQ3tPM6ggzOvPyXyNguydRsy+w/LEFl/xKWMg5B1Bzlrivto1Y9aMWYuQgVM2MHx5HnDWoj0vC4cD+brthqoVnaELcbPXsuCRsOR2SGmy4XMxQTKCx7tiYLyQtAJy2LEy68Xl9VtMNokMWLF6977H8f237iSSdPZpMa+zx40jbKMc4Vf4Yyndk1NAnKVqSKrpXLkqrf7fcqAV2TJiJNAj+3jwBrU5IJBl1+zxolr6jS29uDXDYPucCsJpy3cmTRcUQuguOA9/V65ZAC9J133vmHj370Y5964J778DwxDh7smrVisahBoOtlm1HFqSIblbfhhRYHBwfEdryKrigyY8jB73I7rKLxHB7GKyF7eSF0GO4iNryyAoNu6ogdNcjQ/jNPosYjHA/Wu3DYkWG8MlBErCuBInd22i9UpyFHbLq2xQP4iHUX+qC5iqIWwkD/wJxD2WavRzg88ZxzPuPbs4cTlTQZa2yYosyi+JyXZSyFY8hRYW8iRMlmo7NLJTqgmgEoe7SK1T2QiMA9s2LL4w7O9jylRtr3Y7VanUNEHpgq3MshQEQyeg0bNmzAqae+53D2W4wGhyEXkD/33HO/cfmSywWzC4XC4nvFyFSoG0t1f0bVd5r0hovvlA1VRlzIuiaWCmSRFrOK7al1CrndHDYg4Ofu8Xgrsb/Wqe2qPTuxxHJQ+YyI2+bz+q0aKhglJg4lO3bu+MP733/GBc8/95wws0mtrzqH0u78KxcxskVhqBW6X622hnIqVleysxyzmtQi2URXskrrDsUHRcCCMPEJsaKfrAAHUWHP4zqotjwkAP3DH/5H6PTTz1l97LHHTb3jjjvx7FNPiWXfJUDIMLpKsZ2KyqxWRNAsFY6dUzzrqzhGNouI4iccAmPImrDUx5j6UadNIhB00eyWRU9qN1KDHoQwDn6zFYUSqXF0PH+E1BXCsGijhrqwF7u6M8TygqjhddzCOdS2udGZSCJjxGhGlEAyOBhvPBRt9kakra3tq1u3vCIcqYJJkKqazWYwYcIE8TsDKmeVMSPl3qLYnKoJYVe51WcBAFZntj8bfgZqfxFCV5IZbfaoAsPa1+6MUZXt7Ble7BQTDFyTdnBNr6SIM0MREwqrlF7pkNy9u0O/9NJLz6adRzz8Lh6Pb9y1a9eAz++LKobGs4Yy43A4qMI5e5KEag97hqH6fbgJRIkM66osv6SeiT2t3h69YKpVWGzfKZQuH9uEcE6yU4tNGx6xXJa1KolwE48eIda8rKmpSZRLFSVHxTJfqoB+pT+rKKFqYLbfimw3tQ7h8EnTbppTtmlrN9FHGZx5guAELfaZcElfFp4g2bRlP44iI07nKAdoYhrHzD33G8+k07nAzT+9GRuJCbFnX7NMGhIk7ExD7mcHDXZoyQZFORmCBzeHK8nvDZGQ0dW9l1h2LRrqGukh8mKXpOq4PMi740g7NsBI96AYp/22ulB3+CToXIyG1OtkmgZG3gm3L4jBeArNhhs+dirSMTt3bhUrsDiMPM2GTmQzedc/uNURE+q87926ZYfoQCKkjUCaM8+2bNkiALXRMkcUrXKNXExJDuD9j1UBDBltcCAvtxoQKolleDabAhu1j+j09Jz9oYCI8hAOM6deTjYoTwCaU/QH4aDkzyLyxBA1LZxup1iDbsKkCR/CKADoq6++OrVw4cKPHnfcccuXL11u+VBQKcJjRciw2EHigIkllih7pSY/VO2jCdNHdTiYkurIhErkhwIKU6R1o2yHFSuIECjv69wnVv/gkMqKyYnTql819+OQC91LnAt08YTCWpUwiUJ2O/uEZG0rXu0ArJjxcAft8AxD+6Rp13p4m2xBLo7MzFmV2oUhTSUup7tCbqCyEq0VwnXH6AXo66+//t/nfnbubclEQr/jjjuwY/sOuminCPvhQSdvyorTtTEr+8w3vHOrxAlVJlCuppsQC2bW1EYwMNAnYnR9rjBMnbZz50ViSiEXo/bMoZghJjLQjw2b0siak2DmPShyFh0BtTfiQU5nM4COUNTE9r070RPfSseh2ZIBv8hxj86DCjx/OyQajU7YufOJMutVLI4nM14eiIsdBf1+aeawDXChidtqGNi07f3EzsjsK1cIVlKqTofFMDur2NdRAZxK7Gr1sy1fm2WTFR5xXaUja9izpwOTpkw69i1tvIMQYvMr7vj1HbsmTZo0YfPmLTKBwhb+dmDT0f7qdUUlrxSbgqbC7GRstDrWcBXezsZZGIwV8asGnsozUr6ERDwhEzfclTX8eEz5vO5RBdB0j37GC7k8mDLNVcJAVfSQnTWX+135D7Cvln6gZ6PYM/tODOt3wyrwn7YmCOGQRMVsJBJVwiFBGHmFG7tT0LqO0QfQnPZK6vWCL/7bFz+84aUNeOSRh5FJpsQSSqy6ZrnKV0k6iHhNNRbF1HQGSFRUFsG0zYoXllmi1+spM3AG936OhfYF0NzcIlSQru5OtLc4rcSVlLhLt8cPw5FBurCDHkA/lq/tws49k9EYnYyoNyrKZtY0OER40mAsjhdf3oZVa17AQLIDBq+qKmyqWTQ2jd/3drTZwUgoFAr09vTAZBYFCYps4uB6ALombdJ6eUkf+8RX6aQH/oyqz9w5hZNGFIjxydCmYqmKaSgvuz1dmYVtpPZBY6+3W7WvcBjLLEa1cKpwChlFoVqS9tX01rfgm5fBocE7ZsyY8aNXXtkmNBQhwhfiEFl/CjztYMpin/BY7KYL8Qyr9qu0a7msqy1iYX9V3Q7Wpvis2pa3jQ3F0E9Exu68lKYNueAqHXfUATT3PWFWAKomJcVWD6Sl2AEaqO7fLHYGbW+LouXiUIsjMKbkLX+KOoIIarBMc4xnUoORdUFUDWpxbaMlimPRokWzCCCvbW5uPu3kE+f4uru68Ns7f4NXtm4TYCEKg3NtWwLkVFIuVFIslqpYsb0xK2uEqUgOQxjkGZwVc+7u7kFNTS2r+GIlCW7IumidYFr7uvehtWUygaulKsOAN0gfSnwNBGZGCrt6+rFz34sIuUMinreusR6614k9z+6jgdcLp6eAQnEQmiuHbI5tui1oaqkbdUWTaEA5edCJaAtOBLG+5w7d1tYmwoHEUjwEroP6BAAAIABJREFUqNlcehjjqnTaqoFe1bklc+P2ZW3Faa2cwit4cGiY6vhqf8N2fBWF4PX4/iFzqTq/LtmjZqpkMVOG3xUM0W8SiXjkLWq2t0R6e3tvOnnOyT9aunQZuvZ1okjXzoNZJTjYozaq7PTWd8pmyqImLTmwK1EfUkwxXlSShNfrrTqWXW1nsU+U4nfu+vRK2iz6+vuqNJjh/cGKxBs1QtfpZdzghSIkXrAG57J8Ufs7YJUMJw7KRs1iN9XZ9y+WimVHIJNJxhlR9a5yLRDRI7Z9K8y+kkijWc73ETdxLF68+PCTTzrpzx8/6+MTf3//A/jrY38l1SleXnWXkyTYsccmCFU0hzsv3zyrDCpe1M4yVPiMChzP5aSDjsGZRanYbKvs7ulGW2s7qRlFdOzdiwnjJhJgNxOL7hbFSnhFFXB2m+FEQSvCE/LDHaSvCnHkMjGReVig3xJpFzp38QTIjewRUSWFfJbOk6anlkUg7MZ7Tj8pd8ddv1x02WWXHGyzvWXCSwN99atfFUv/SLW44jDijsYxy34O7rbAm5lsPl8sm5dUR9ov0sBm+lADmZ8bFzu31ytQz0kxO+WQstflUIH/dickS6VD29iPOWzSENegvOsM0ulKbu0okCVLlvQ//9zzySlTpgSZlEgHYUGY8FxumYmmyloOZ7sqScRepEeZLmCp5WofzXJS8XvWXOygY8+gE2FlVnOWrCxSUVq0QBMsjTcueGWY0ndgd64pEc/VGF1WPIfm8PG1iz4OiHUceT1XuYCu8wATTEUrUz4OoYnZAhDU6/D9BIEkIqJIozi/VeZUHXP4xFbVXy0AV05Ch2MEAfqHP/xh6DOf/syaVDLp/9Vtv8SWza8IOyf/6ZCzSMEoCDD2eAoWk7WcRNYij9J+LFfhUA1pX0Kd7b5qhWhYaq/6LRQMESh3CNWXTRx8fE4Vb21pQ00kT+DdRQ+xXoJKMUeNTGqKyyHiqw2djutzwUGdNZ/lB2JltomoAgYTjj3lji/t3ccfNxt9Az3fWrlyZeFVG+UQCw3WMKfCC0ZlfacSPngCFO3rkCFVTmv9NI6cUR7w4cxLid3mqTobp3SrcqL8u1q2nqXScSv2Obv6LNX0ajAYrloq2yvsA8d2bEuLOrjA0rdBqG0MyZgd5XtiE4dqJ3tGmkrUUdvaU4ilScduo668Z6bI2/J+HLI43MHFUgYMVFijmkzZaTw4NFg+hjY8qsN2DKM0uqI4NIfm5drLfG0M1Gw7r4no8PFya7r+uli0ssHbzXD2yU+JSE7JF+Qkhkr72AsuqePa+275Wm3vy5PtQchBAfTMI4/8n70dHf5bbrlFrEYsygrTs+V0XfZwsrpQtNJ22U7DYCdF3hx3ai6Qww4LGf8pQ78qs6ApPKROp6OqMVSjMkA0NjSiq6ubWHMrxrWNR8eevejp7UO0rk4AVFdnB7GHBvi8tTS75Ynd5MVd5zm5hUCZs7M4uaXEhZlM1gPpmrV+AjwH3OzsoXNxYozTazx08SULbzuo1n4bhAZ7SKwv5/bYgM4hOi07LdiB5yKADvitWg9OGUgvO6CVPWiTf+TAYlH1iNWEKjp7qVJBTDl5lYgkClOq8ZytpmvDOvMB7NymhfHKIy4HlGlds1gDblTUibCL1+Nz1FF/q6reZ8jICX7PzFcBK7dTzmKCCqztg1hNmoZZmehE+2oQNVaU/V6ZjtTv5SJKkCvY8NhTIBJPxEUiikxDluNMEB5jf1Dj/kLMe1S1sVN3+piE8f2xuZQzTxPJhCgyVSiWZBKWjWgMn7gqUTClcgRGMBAsZyDuH5BQMROVMceKWKpyZtsmT+ULNFRJBXU9MA8q6+dNA/T8+fPrzv3MZ878zR13IpvOCGAuz+BqhqLOwAESMp5WzmLasEGq1OAMAbhYKJON7bzsPDFYVs01kXdflKsfmyXJrqxcHWba7EHlhxWL94u0Vo7k6O0dIMByE3jXo6+/B6lsGh7B9krCBMA2QlEoCDJl1NTzYmIQ+fOkYzvpz8cqeakg9gnX+bZeesWlnzqYhn67hNouxIOT1VLDqlDGIiY76rw5vYAEqWwOp5VdZViJPwVTZp9ZjFW3OJWMopA1OezxtcPt0WUHDMoJcxKUOCLHOp5w9qm4U8iwURHrPGwwSUCyQvZEfRDrgKYCKllgnrPpXE6XPlqSVZQ4nLouAMGaYEoWEOqalWINmUTFSTm6pWrbQXk4m9OgSoKqPmqKiBvpPJVir2dst0WXk1eKsgYKs/YkATSs1G/xvDSVSFPJKhQFiExrkj04THnLhRl0jtqOnXcewgQmewV6XzQMy8RRXcfZ/l6ZkPgpZDJJIoNDaB/XhmnTponibAqXJGmUJV+Fww8qNFFdhAo9LX8hBolZdshC+k9ESLC0UVvPYmQAelxb201r16zRVq9aJVRnNkWo2d+0g7CalawX+7hSnYxLHeYK0mPKg5BTfzXdX2kMTdrT1HtZ9EUemjOiGhrq0NnZjb6+XkRrG5FJ5zAw0I9x49tEanEunxVLywuWbhTkRMGFYixbKTes7igJcBGshlg7mzr4QTW01mX7kwPHvdl2eruFOmCQXyVAyO80y46vNJIUTaDsA2BVGxYblZXnpPNImY3EvuUjHzgkaThY21m4plm+clNGYsjSkJXYXq3q+JXjqZ01C9DLfaZ8FWaV0/LPj/05dvXVV3/3wgsvHBUaDbF6h3IUiUlOg7VeoI2dibR12SbK12K3SQ/XEMVxlcnIOk4l7rf6eRRt4ZPCbCKKL8kCTMycS4WiGKNq+/Jz0tRkqcaTZgH36DJxULt446k41IrmxUCANGCZqerkRYqN/dtkfzuxIWzLnA0cDoXR3NyEPXt2C+3dvp8cR0p7kW0vFcN/0CTDlFChwZhyooR8Zv/YK/465E0DdG209uwHfv+AUHeFGq0K4JgV9UCqerbspmGZVUo1U15pbkDB5kSx+YrHWtnryh3atDemLAsYrY1ib0c3BwqJqI6hoQEB0qGwXGFXVfES5TetZhMOLk0Gvss5xRQJEbqYEAqoiYbRNr79+zfcfEPiYBr57RS6B49y2LEMj/8U3mgCj5SlSpuceak7BMMTKfGmZHimNrwnVZxQLHZgqHbuVd4zW1EJE3Ynr7gmPsGwGNGyulg+I4QWoxyXajvxai1uunXrVlZzA0cdfdQv7rnn3mtpgD3Y39/30wULFqw8UPuwpkea1Uk0OR1N/WQK9dMW6rNhHvTMbkhSuVyuJ5XKrE+nk0/RcZ433mAxCo515fBDu+or1d797bzD3++fUGH3xdgy4UwV82vs55xVbc5/KtyLzSjsf5CT8HDbNkRddeV0YzOV/RgYZVEcxPi9vDahWnQgFA5b/UQvZ5vCZtpQr8pBqN4rkxKDMi9Iq0oRDNdmxKs1HiydxKpSWO2vUbb+shgS0IXD3ErCMsWyNW9e3hRAX3755ScfMWN6aCgWEw3D9k+2d4pMH10vO/VkWIssslO05beXT24V4Mnl87YBXhQAXb0+m2HryKaNRcsHw79xxlxNTU6sVBEO1QrTRyabttihsreqYPVKTCRfjqGKBzk0UeyGVXRe3PSoY44qXXL1pTcfTAO/3UJt4BaToVmdtm0f/LJinFyRW+PVPZyyAzKrK/Fsb1SYb7WjrjpEyW5/U6JBqxoQw1mhZNP6fiBhn0AOhAZ28C+DHl0oR6XwqiXPL12KlpaW8Pjx4784adKUL/7iF780w+FwtqWluUB9QXdzXjlM11lnnaVt2bJVqLbd3b0CtFRZShbuN/xHID73yCNn4eGHHzX+8IcHO3p6uv/S0dFxyaWXXvqaKzE76KYVi7VHVpjDQGM4CRtuJ60yc2iVrE1lby6bMWwkyP6djMCQ46a8TJRZiUVXx2NSxWnTPdSO1kblF3GcA9imR1IIF8I8AerKbKC0XovhwjLL2fsdy/BoDvZ3cRvxAgA8Hjh4QP2utlftqSKeh0dtKPwBoMrElDUd00rBFIYky8xX4LoLB3Pvb2YnYqjzOGXbEKUhObFjCIYVbaFuVDFjvgvJoOTyS2X1zeqMwgYtGl6G3yWSWaukolHuaBLo3eX9NMseJM7FD8eQDsf2ce3o6x0UTgTdYYoFHRnwuf1UIXSVi680GYhOKy5SpHKDa+nSsbz019vTnTmYxj0UQu3nlnbj6tFvT6HmVxXkzx1ULHhphdwJM4hRKRFaNkVYIK1kf9MGKuxXq2QYlr+3AYcAZ71yheo4KgSvfDxUnGR2VqkcxvLYEIWA+FxLCaR//etfC7A58cQTNZrIfW2tbb629lY899yzWLZsqQBmto6JkCxbmxRtgKfOw0SD+p5+2NTDxp9yyin/8YEPnvkfN9100zXf/va3L3y1Z0D9WuN+Ohw8VY2Z8iSnV6In7G2ozq8+Hygu2kRlXKnt1XvFqisAVSn4Pzxrk7dhdt3V3SWeNJMfp6OS+i+f6egpN8pCz6VWrrIkyZVi0kVhkpRlWA8k9j6r3rN2rbDHXrSr4tSTph87SzYtc9XwY1fNuKZUEHmxYHbKq3FULBTSB3Pvbwqgx40bd/qLa1Zb4VuGALlyYokarFbWjWmxX2XrUrY01WkrZf9ULYNKEZgibeiwLfFTZlNQg9ga6OVKXgapbl6kkhm4hDrtEm2oW2UY7d5WWKoLr3As7IMOi/1ZbH/33j3wRnwHNfsdCqH7d7GJx2PFiNu+rwJT5TBSA1dMUk6znEFWAQpYwFytzqljqu/sHdhuEbAz46rYaFO2uB18q8xWyg6u7W+nVmyany/bEBmYIpGw+J6BkRm1WAvQ5xcZcpwbsGnTJgwNxQQY6ZpLOEe57oo6nh1IdSudnONr+ftdu3ahrr4OwVCAwX/8az0Dh9OpqYgAxXaH2+7LbWnTQirmEKNqgVg1ToxhE6d9v+GmRLWvyr60M3J1bLVtJQKkEqFgaFVROKMKoF0eV4S1c5GwpqEcJ85iZ7+KlAw3WSjiaJ+wVPvZ28bao0rzqZhSK0uFKX+CYTFq9lkxaYiEI6glls5anlqDM5fPHVqAnjdv3uS5c+dG+nv7xMDOCLOGQ7KFA3Q8oYhYaq5a7sjhkqdVZg2VlSNZjIyzld5XqYpyBiGfQzW0qSm12GYHFZlWHHVBIB3wiphntjtLz6xKDUU5bZZFt8CAwZlZuwgFo2+4gdlrzJrrwTTuoRC6fwczYnZ8qBCv4eGIYvK0OqFKdmCbP4tSobUyIFvArh0YZIZ/Z9gCiexgI8xaxf2bT5oqzKpBobzscpKvNqEoUOHv+RmxpsQxsQzCLS0tYi1DBud169aJ1PbjjjtOgHZbWztqa+tk/HGuUM6CzFkrlSvw43NyW7CvImCttJ3OpNHT0y1KnJ588kmvGXLmdDo0nvwUk5VZsdXPQL43YJrVZiI7gy+XKrU8TwpkrQ3Kxx4O1AqEK6YQo5wAVrSiOaqOBctEWDZPSZu5jCcefU5CDiXlMSnrWlsTlWFYzVSOlqjS3Ox+GCUVG321Fl+t8ckyryXbcxHUwNqHQ0fZjMRaR200gvb2dkRrosIUy9myHBK86eWX0TfQL46Rz+VjB3PvbxigiT1/c+uWLaImAwt3eGYu4vJL1SqxuEFUZn5xs3plELPIqAmnCLPj33mAcNymnNkqsYuV+q4WiEAeS6zkLVaYKFoZW3zG/VfgNaxQP+vq5LUJ0Cd25XIItBaqCe3Gger8IHSnPmpCuV5FdOVIZbGz0+Gd1LAYbcGqGWFn07oF4sokpZyodnXQDjblV1QXoVGAoyZj5Yuwm1yGXbw8vhXexNEGmq5ArLIdf8d9bdasWXTcnHD08FJO1B9FhTFRg6WzC4l4kgYKMem+QcGEefkhXp5IrAhTUyPszfyeTWY8ofN+DPpcz5nDNBn8ua52T08P6usaeMC95hgR2YNWnRj2gfDxeUzYQVq+QizWqyY5NZmWiUs5ZE6C+fAwR35+Ir7ZWsSiaMWliwqPJUOY9qQ/wiybK5TYQams1RzAJi6uqzS6TBwEfuGyE9YqjKQc/aZp2sb1/iYjNSlVaw7V1e7sIvpiUS6067SZh9wOUZmO+khQLJ48ceJEhGtC8Lp9Yj/uJvlsnnAsK0pawDpfJpfZezD3/oYBmtjaB5599llh01SsS3QGo5pd2e1FdpWB66ZmctKBoTqgKuSjAKNs/7RseHY1TooFOqblbRVFYRigsyLcz+WqFFNiEJbHMtWu4nsZ7mQxaE4eIMbMpoK9u/fApTmUo3J0eUsOIIzO3C6FYkF9Li8XVeWQkz+Wn4MyeajoG6fNVqeQkVvQDqp2p1VZ/Ub1BGxXt5WJo8wSUc1mqgdRZcFOlVFnZ+Zq4mhoqBcJG7wCPPdBZs0MujHhsIZIxhH3Yy2wyqw5HouL+2SnEJsxJEC7rEI4SbGSCD9qTnySxYWsCU+T4+zV2v/rX/+6a95F8yr1G6hve0wP5GLO9qgMTfTFA5ko1PVWwBjl7LjyH7eNWDmoaJU2rWhH8jvJlLkNpIZSMQseaGJUzmCp3VaeiZhE3lgQy9subpc7rPpSObnGMltqhlFVkMjeF9VnFrsvwM6c1TblfmpW/DnqM9ebaWysR2NDA1qbWxAMBOTxdQbzgkgP5z82caB8fhG4Tv0rs+Fg7v0NAzQxjnZegcGwFmyUN13x+NtVChYRC2ugatCqVyXMoO2LPJbrNli/K9VRZbLJal2VgPxUOklqbjcNkgzcNHhDgVqx4q4s6i2zuuxXJfqm5bjiHxiceYBwvWG2mdcEw8KhxEXXR7uwOipA0eaAPdBzsKu4ahJkgFLlMdmCLVfatsKSNBnDbAfRA6nWgFbulMNtqyxsO+SiSpVguoqUnVc2loiyil9dh0LdG+9z4oknYsPGDbIIk9crQJoZVjgSIbAOyWWerBUtlPNOmVzsoCWjiEpi1fgosaJSSdYnkedRqzq7XhWgab9gNpMtayVMQMQ55MOpan9Y3x+oHdkJxtfETiy1kELV87PS99UzE4vAarJSoT0jzm6Ttb/a3w9X+1G1j5i8RxWDJgIXKId82iaTV4swtgO0vQ2GaxXD/Sr8WdYOcqO1tVX0i/a2NsIDGWon2pi1G0Ue6VklhobQ3z+A4FQ/segc/WWFhsNAn0zGnziYe38zJg4nL40T6x8ssw1lQDfManYAWCFsmuUggrTtKFtpuVHsoUQwy9Xq5P7ShMGZZOLPkJk60DRrWaU8YvEE8lyQh5gQx3f6/FLtsA+GClvQytlT/Jov5sCr5nV2dYrltCKBEKkr0qlJ1zPq6j4cSAQjNiqlEO2mDbuKzKLrsqASgxODFw9w0S4iwkD+k2vcaULrkOHLenntQc6cqrLZaVaIkcU8Ktls8hiskssJUtsPpO2AIq9Btrss24iy9mX/nQGfnln/zJkz6zZveZnA1Y+2thb09fUQuDVY/oeSYJUVtV6zOaMrjF4BHcfJcz9iETH10XrBtP2+ACZNnDiHF51YsGDBmgO1PR03mBORVJKZsT+A71le/zAWLYaKZTO1xgR/z6DLRYz4GmfPni1CVhOJuKWByAJjdm2oTHJsTj/1TNy8critX4jnZAeictvbH0RF+zXk36gCaGKsXjW5qhwSNWsK3cusYM9+k48lw30nVRhlA3DWshqILdfW1ogkNzEpknZUNKTfS4T9Uv8sFtjkVyqbXERZX9LiS2axvA5nNpsyf3X7bc9cd911b/re3zBAkxqYmTJlSqh7bxd4sVZoKmttfwYlmUSF1THAKht0lT0TlbKUDBT2deu4xjE3jpNZkGDQMtOMZ65y0R6aMHgxR6fFxHVr+Zly2UsLjGE5qISKLmxNNJCoMbt6e0WooFiiVLdiduVtjaqaBAcSzSr+a9dI7I6Ssq1Nqzjh1LJhTmdAME9hWrCWnxI1hnkiRcWxJFb/Vg5+wxgG0Mr5VbENikFuSBunQ6wsbrFkVMwn6jrVfpUBpNkyjSvgrPpXJpM2P/3pT9evXLnyyrq6uvNpP29dXS34z+lkgHSLV0kC7AN0v3aztIicsDcHAilhg2ZzB4M+27Z5CbUtW7bXz5o5e/V///evn9++fdvnhsdFUzuG2KyhTDMiWxPSRCEinGyTkmFWwhhhmZKc9sgDy1fCdk7OAKxMsNI8dMQRRwiTDSfrCGcv9mfIJdvzsUv1dmpMGpXPuuwjhmXfHi2ycOHCcZ/85Ke0ksVIuR8Il7apon648Nn+2HMg01xVyKONGKhIDhbWxkJBv/huoK+/4jvhcD5RJkJq1WIBWquZAkzqaNwUCEt4YYqjZh8NfzDADHyncZD2ojcM0DTbD06cOLFx+XPLUNSKlWSIf3AdBzLEq4UYywxKs62EYNn/7PbMcoczK7Yk5dFWK6soG95wGyiLPZTG7iRhM008PoRBVi9RUf3FNUraP+oBmjuAsikrZjW8DZQjSravtHcyU1QTYTKZFqCotlX1C4bb6iybrHxrY+fDfQSmWWGq9nPbZTijsXvK7VI+prUiuTrOlVde+UM69rxFJIcdNuWC9vb2/9/emwBbcpRnoll19rv2vqm7tQuxCoEaEEILmM024/H2/MaewRFDxHPYz3bYhscEZgnMABJGeGYwliE8HvvhscNm8Hhs/IRArBKotaGlJSS1pFav6n25+3bOqaqX3//nn5WVJ+vc042QxXCz4/Q9p5aszKzML//9H0YiYnlm/rywqEcIAgAePgh2xOMlwfBrlO369tu/RrLpCy+84PUvecmLD9xyy2fvPHLk2V/7+Mc//hTq030bFgsOBrbYWLF0Cu2X4meSUUbJFxmiY9cju9SmjZvse2SQ55AGF154ISkw0T5wEq5iWOaA31d3HAs6iYi3ChovE3+KCR6KIPmCoaD1e/lpinXOQZwo/gUpkR2CUMxEXRGfK/IpiuSKc8/9LtgwBYsRxfORFIUwQsjyfJGCQTUl2YJYXwHpGAhFvKdLLruMxK16nv7i+973vr8/1/6fNUAvLCycrhh2WEq/TcL3LONjnneOKxuLiiy6XGNB1QEDP3aBz8LIb/de+Y3JSItzeiJn8VRROROp6AUP0Lqdicu2S5GxwWKmaHJmM4P4BuAsCiZQjZC9Lsyz4lZiF4cmNtmTm9cu74dNUvlgbv/b63Hot6/nGUrkoTmkhsDNqxOVfvgjulxwwUV/femlL/plmMblMlzWVfgBuqRuVkp2ScSB62Feh2hpQ0MjZoxiOg9nl8nJh9Xu3bujl770Jde/4dqrd+kqWqaeESgrheAIpVVy/4Y2KvyDrBN1QB4uHrTcxoQsjVDgso82C0Ei3rnu+3DnefBZUazcLEyx0dOwqSyvAc2qv2AAeuPGjb8wNTlpZL98zOWoWOxhuPhMxl0plfMq3m8n7ohzTryVEXt+aWlenbdlC4U2xUeCJxnFgrJi2UyRNRB8ECBWxZzBe0GC46mZWWwuF15y6SVf/B9f+B/J1PTU41MTE3/9hS9+8T+fTcjiswZovXOfdA3xRV7sTwYpoeM+i6FUUU7qC+5l0pH82aHUXFm23FemoZXfIhZB+MLpmSnFbma5qIXbYcz/llEQvUBKyv1Ne8ZQKGX8lVRV4pAjWnGcgxIPWWbcuA5u5uO83hw9BRAYDIvKGBFhuu8vE/ZeOBszyS1w56jsSkFsPZSdJBEqtVg0EY1KfuVLX/rSv9JtHnFtwSUGuVukXwKCkv0E5NmM5iYgfwZVC1m02AdDCQ3xxczsNDxUm1//+tfXf/rTnz6px4ny5eWxLPI55ra/TGkl4zpsYhsL4ZH3IR/nkydPkUmh2JdnnvJL1qRr72wniX03+T0Sl7pea1qOyijk/0UBGklANDD/X5oS/dm3veWtl/zjP/yjSruJQVOzCSkz39OIxAruPHWVy8wlhG36pbj4wYYIVdXRY4yNF2aYFn/MO5aUbwjyRtYz8wuUnAEu8lFi1mK0pA4cOKj27T+gx7dS0f15+eWXX/6Hn/zEH970d3/7d48dPnL4lve+973/dTkRyLmIOKbc+e5SyEXWsshquCxHt5sWgCRz40hEOUDLoNjBddg412PLXZAumLsph2TwwSrPzc9pNmaS6ovNAiCLj1RsKq1J4AteSSgUtLDC5hj9xXFMMlmITEGzbDZ3na+ScT1M1eAM4FLjbihLfs+qwOHIs/i3WPLQURP7Y4kBIZIwmnn7XCsHV4lltslCX3CqQ5HZOK1ZWdm7d+8/btmy5d8ByIQqdEuRKDAxkT3dCcYCYTz8kKD4vn//fnX++dtASetNbXyTPnxSHx9yCQBOlpArBwPvqwDQiXGOUo4nofsX4JKY8MzIHgSAZuUuc0RJ6oqWejlJ6bOI+Tied4M83xr1Jjn/cKKLUzQHkE0oTZ4fGTQCWY2Njb1Zc3GvGx8be8Wa1WtftGHjhg3v/LfvrOE9Iz3XzrvuUnv2PG3Ea1jveQZyJXoRp7h2zz4XIx9/A5P3J3b7EE9BaYvf4och37GRklOKBmeYB8dZ7j0KkRjaiNRyTWXCKVQ4auSRw4fVYf255+574he/+PKXv+zlL/vcPXff/Sd/9Vd/9a2Dzxx87wc/8sFdoTE6a4DWDZmS4DfmtzXUl8ngG4Fn3gJ0gVyA01UYutenaZ7BmAcyn2z+wAtYi+UIT97U3ocypanm6ekpkivFFCgpIkuRKGNWWOSg5t3/SAC0a0JmjvW8i4IThKY6kq5RjhgsQSAZXCsgLe9VAIXltrww/I2Yn6msaAEWFMjgAZDmd5VaiwYbXMldQG5b06JZnSxGLBrUKbLdUNGb0V9ce+21/+7WW29TYgcv9QplJUXaLyIFbCYjo0OkJKzXODQrW7os2ZRt+LtASY8BkMOUGxEyaFm8OUstbS+K96w9tCsbJgVdMeCUK/oRqhbrDbbe84bldmWh0h9ftCHzANQx+in233HMGcRBKOFdwYKFvW67vCGkz40Vx+/8zu801qzZuGNoqHaV3vRerPtY1AgDAAAgAElEQVRysSZ6tur2bEAmoNdffU2lY4J4gWvZt2+/euKJ3cTt4bOkiQv8hSL3sksv1d/nKF0b+i/R+oh7p02MCTLxFAYRIt6UfCxxCA0+5q8XznUYkUgJ8wxjBqWhBOiS/IQSeMwk2C3ouMjCA5ypEUMp1mOSvQHeIUwy77/3furnBRdeVN2yZfNbdrxux8N/89d/c/DQs4c+9r73va8QQvesAVoDwSx52TmTT+xnBaR7lEsqF8Cj49UqU2/WNZkA2IQDdQZR2HCbEguUduZSbfmiwzHJKkETPBI34cQew0udnJhwACNP304lUgUj9RR5sF7gRbex43NJ7rj4iiJhD+WcXIt3CJAGxS22tv7iZ2VS1gPQUk8u60+s0lbOi502bcAei++aB1JSBg/oUNgRJO1RhLnl4YcfvvOGG24wfcqVxDngFZXO6AdkvwQGun44wFAA+KoiAGN2NyaAEDM8KA8NN0JzAyIOmGFx6MpEFb0Hw7oRl+Oj+e6I4YqcpVDbPH7ybnxTwR7QNyIqvE94T4oSEvein1wHJYelMZG2iz11EnDRdwsoXw1eL9b1Xq7B9gI9d7bpNbp5qNXarJ+7XmPDqK6n+cbrb4hhCTM1NU0by6mp0/R8CYImIgNZt7JOmXBISaRF/dLtXL9+g1q3LrOhH7qOCALPkHeIY8IZYflKHB553y6Y5oRARu8X7xptQzwX1LVm7RpKsgBxKDYDmYc2C04c2czqOAauFPND0s2hbhIxClZmHH8bGwAcqh5//HH6gBjYuHHD9ksuu+TPbr31y5966qknP/V7v/d7H6X51fdNBAoAIa73sggiixZgdeXEQiW7O75MQpRijACe1kIVSuhSSx2oHIB8dtA+VyZ3xhQCCl4chZpMu6ykVEYeF7HMtMB+6+OVqKpUSLv0Aiu67yYCEP/25WwyPj3WA07B2MJSAZMJFAOyPi+aoER2wZjxFHlzCKDz5xdlgfZeM86iEBSWcgnUSL1mTc2UErM+ATh+DoBG4rGEyhe+8IXktttuS/T7q/CcrJPSR9roUkxiAQEXb9SLBd6hpBEcRwMOL6CYASSzszNkl4wCEzwAn2bLqSG6niEsYgukzvCXvQuX4xMQz2XERQAXcBGO1SVCUMS0VKyZ8A5hyyuhNAEo+IjDDt8bkygnjhHXZMauG3lfIyMjq//5n/+/A7ouCOlrlbhabzYbTV1/VQNS/Iu/8H8oWFYwcE1TUKpjR4+reU3hMufUMf3ILIFEWXxEwVnLdSK+KALFOt4Y6hOnQHk6I0ntx7vAhzechID6id1PUOYUFjt0c+slk+WkIp6wGVtocMRBvA9WEJ44eUJNaE4Fc2Lj5k1qAenKdJsl/yaAl00qY0ow3TWOXt2EXe8XFhfoHch7ormnuS9+zbmFkYgk0U9g0/79B9SBg4fhbDW2ZfOm//j3f/+//p9f/MWfGz9rgNaVd9euWWtNc1yLCjd3nUtBCzjn1xSjdUncB3ciiyLEBkiylE9u/uVO1ILdI2ldOS8bTmNyTk5Nmuv5GpEN8es2LKk8PzUz40fAikP3iWTQkUN1+mPjUp1i6+2+L1zHiX0bNBHPHz6f/sIiwpV3Cvj6lJ6t23kvIlqyQJ32UpM4Bw86sO7DiHGAvH5JWrAykP6AyqhRwt/+r0T3NdVzpmKZIkeBiWO+5Q8oHgAx6sdCAbUHlha2rSMjw2TVgd8AYTgwgGJ68YsvhyPDe/Tt39CfFoA9H5tc8e0WF5TdtUHgEOVyaV88GMfM6dG1iRu1jhc6fAAkxghABe9JKElx/3b/sonrktq+fbuamZ5T8876YauWjjp56lQ8P7+wHUHyz+jNen52gfoPAocchWDpk1KkNuOkEVv7ZMkP6HPQmbG5bpN4go+5m40QEXKcCIOsYjyRhVvo0kaPD+U77fB1nS5vQrRhzE5xLA1cb9LAob38ruv2WSRDNmMtmdcx12G10eny8/bt30dByKCTELEf8GjBWNNElN+RFZVZNxenof2oD+uJ+p7myuBOJ8lFIV7ER8AR0vU99eRTkGPTDnsuFHR3SO9avAPHNFAcZzfpoR4EaKMo6ok1IC9EzHzkHuM5nFM5DnudmuDyKLn8UhHAk4UHV8zyWLismmh4kDlz+2QH44XBVAkruETobPYLU/cLxx60rOh2LvFCEHf2zIIjSg6gYpJUFG2wPDKihYmxAlDB9O5d73oXxVveufMudejQs2ZM07weU62lkvE9FfBj0RIdU/xuanEOWjI3YNZ2SrOTlaii5jWrCnFDGZXP82d59hvV5znliiDhbiqRycghClQcAyiPjo4rhDJANp7x8REKa0oy6EadqDWAAqidV77ylT958803f7bVbE3Q2JnQB5kSEO7lNOQ95MWaxFgix3mvyqXIsQFDZw2TQLyzVZqKByXfGhqy9uxQpIIb6ZAYoFMA51xcwmvy8OEjigEDAZYMVxkxx/vsoUPqa7ffbuW6iPXOLLrMI25TTRzCHEKnK05LtBZjemeib4hijhNDCr8s1zFk3neamyZ/onhSWhNZwxVzxiXeiLBRAFjRd8oOI1S5GTl5L4hXExvP54Z+DuJn4F48ni2aNKXcGqIwx0giMqE5g1lNlVPsDdPnCjmyMccS19jSqU5zqKoarYYabg5r4qZlxUrYvBcX2saO24RkIIo0tkRuJTa6mSwyCsklJTG6ziUedIcVUglliM7aiZKwhb6iwqeyfJbPTt6oqDiklExxlV0msbPHxsRKAFZFdlKIdQFtBokjY1QJBcKRzBKRsc6w0908q2vYLww8KupmemfWVEuVYzL8KFDQHaFY4RkG0BEXYJbns60yxjFBrkdiCopUZGTsQzGW2PUh13vyyd3qlVdeoV50+WUE1A899BDlfEQ8ZvFA80ElcRYabcDYnKGoMWw1s6sG5BXrI/BkvOdmrUFONGnmUhzKAQUR1fR3zNLtiZgCz5RYB4k5YVGxJvawsGpo0gLDnIvjeQLk05py3Lpts3rVq65Ux48fJ60+qKKWXnhHNbj95X/7S4iDfv0lL33pw6Cyae4J5aiEcJBNyfVqU9a6RKjPyAJxVKDyzfvlv7ovoHohJyfuR7Grdwe5+boMWBhv5B/sdNm9ns53DcXmxCFBWVycJ/AEkI6PDev3fDmBzsYNG0g5Bq4Bz1k01Gdooyso2XA8zd8Tvcesa4FSEghTOx1LLemjEGRWjyEcmHke5SkF8aUp0Pk5lsVDnEB2y/ocKPxFiLNizlYOEGVCWs9r5BiFcluxwcGqVasZyLtw5x8xnOMwbc7oO8gyJDRA5hUCYD0/oDxm87om2z7r98BZ6yNjxFAxJp08XxcXu4Z7Y4WlWIZxvBeO90GbLs1L3ogatZii5nVqFRsO+FwAOpYXXXHtD1Vx9y+67xZfpmha7XWOll1eMC+mjIQMolQiNirqDVspAG0jXkWKIttJ7GO/XrddnGbLAJyKDflsWL5lwOAFUhaFPc3ZbAPQ1JE8fGWWcBQ0VxYmtrZxlGfxwIQDuwguCcB68UUXaYptlXr22YNq795n1NGjR8k1XFFNuWIMpWfhqZytl7H1KSa8A4hUcpPKvHNCSXJ290y5dryhAoBOhVLx5Ln5uy+2QWIpsB6lascSsRiuueb1M5qyammquvrII4+okydOFgB0x46rrvjGN77ZMyc90+sSgiUl4qYok+61whAOksU8rJBvI7mAUjYwvMwBrlERpS8593LqWRXkzeNjoyRWgt4BMmtWzmUU/Y8UZpQTtGIJn7wv3qCL3btx849c4DYAnUmfIjardfHANYO1op4oT/IBahZRKlPKtdimaJik8Gy3Kf4Fh3SIaLMVpx52yBEPVsOtg0IG96+JgaUU8TUyIg4iDaxVDfyglhf1vMZcQz3nn3+BjdUCKx4J7YpCOrK2jK+ioFtiXonsTby+WLYNihhmjahDqbhAVAqI0z1mKEFJxyah5bnIoKPUBDWSsIwCDDK5eh0cylkZXrhFt0y6R8QNliIW87pckYciA8Tp0o0cDTtqe9GKVlxtvq/cggwPCojUob4jp40//dM/3bj11ltfsJlVdN86LhvrIoP0gSIPkuKzV3wg8us0ymMWYMzmZmfVsAYEAfJ1a9ao1Zrdv+ySS0hmjPgVAOoJDeSgZEgOayhd2th0fU1NmUhrXGpdrgMoI+i+aMFRyHoi4IySy9aznnNu0W3NpA5X9+HW4Y6RHAMAWqV1xAsIADc1NfnIu971rjfceOON/+crXvHy39CnXzU1MTWKvo+Pj50+ePDAVJp0L8oVWo5i05nv/Uu+sQql5bevQ6IdFs3Mz8+p0eER3khnZ5BWianmTmJyfC4pkYtLwKXYsNRg12GdsGb1ajU6Mkwy+NikP4PsFpwnOSzJesRGlxRFRUETb8ZBZUfXWUsoVtbsmRH6xJy7mWI9QycARyoVt9X0xARRydg4SM7blXC2jEXoI4sGTMiImB2zEFyfgmcpiIEyhAClVzM2tor0DLAqQ0hReATWCUjrZCYnlkC0vroJiUgQyCoydSOjeMWYLCoVG46N3ydjYEJz/IorrqA1A9M6tg5KFUdNzOz1meEUSaxLSufk3ABaD2KcpLkdJhYztLZiV+gr+wrv0KEMXMo286kPZdhuyJZJ9kkhB5W1cVZh0ykR5FOao0ou43Y3Da8vLPAH1RhXLeUmceFQ34u2bVujvx4923F6Hks7Nawjs+yKFkdiZH1soiVp4ItUmRQMqZgOCaAtIAnw3JxN7Iu6K1UkV6iQUmqdprxe8fKXE/WCMQTFLSZcYjmAxQEFCybn4sKSsuBjxhnPoWDzrqLIAJFf+B0vH6tY19nVc7Hme/NJHewtmcvoXfMuG8/E2M1CIXb++Rfu+OM//pNP7dq160Nf0AX3/P7v//740EhrVXOoeZ1e/B+CLNPKeZM096HwiAG/MHVZtI/meVzkStx1hbZjbC/Ydr46ceqkRJ9j2WWb9QgA7CzNEyCMrV5F8mp8yGPRPKeCTRmgjDq7bJ4moyt6GJpTEBsYIsn2zfx2thLyGpDkxSJndjQgHIM9UgUu2F2briEB2ZBXI7VmXZ3wZWpmRlPObZY5m9jbluMiqVlkRA8ton45IFiNRBHsGl8h6xGxA2/UG877l2wyRHYa+/A8FC/VW69YQiJfb4kjvohMv7qQ9Vhi4mUvexkB+8aNGyiOCixNlOFyDG1qZeWUiEEZ0WSFtMPnSEE7k1tkwlJc0YXr7edPVndCCqmfU9uGIk4NOJtkm3a3VPJShWo2ykblAn9SukDchStBzgtr2Qw6AX6jobfvFy5A6wW5JPJm4TjkHfC4GqciMwmJ7TL3Mn4TT1UIlMSU45SmyDpW4URa9UpEFBd/r5DsDgl28RegLSDvboy493vf+x5r47PMUtAqy5WGBI66zRUrOnAptjxMqYhM+hW9gGc1u9kSe+HMGQulHFFAWlSkgqIRawSmqDV1OoE4v6frF1988Xv0ZvTub37jmxOVajX7N7/0y6MbNmyodw1Fddd3v6sayNAClpc2+5AjT5F7jI2CmvPsFSOq8UZbDFaVmczz6D5Scx09eoTscFm5y0pKAFlk2o9+j49xlhhyS9btQ77NRb3p5griqACQJNKgzDqcBi5ixwAWnPM0seINElMahKF2C3Jnyoq1XKqYfpt/ou9gjkBGKFKuc1Fq5OcI5AV5OPRJbL7H+gxELYTMl6xwNAUMQgDzr445Wa0ZoI+tZQrubXfblLkJzZ3XXHOr2UI4BxXDe9QmznXd7DP7W+aliI2orUZvUPCdyFJjecIbNixfLr3sUlpPS8Z8heqPcqrZvHWen4kEGaucG0Dj3ZDMNk2tYTc1ynG6CykR5C8psbygN5HstrFhE1VuwxxVJDSosRTQzyEzm27HZg6HshIfCvFISWAz2lVDyhafqrLPF1bfKFewfqBgrEW1VecwRs9b0e1tE7WYptaTDzA4ZLT7ZEhf4QnDXmMJTXyU3Dad68LYYBIhuh/k1bhXvKcEeF23fAZqXghigwsKDYAAyljcYgkoI4ftT7M86WYkwCtTNSssWtMw+sOmkf0BenZ2dr+maNcj/VDqeEOK7Fm4LBkPeQ6Fr1VsCcGeqJE6fOSwuu3WL9M82LRpU6Q3rzXoE5SooORQr2wEr3/DNXQMLtMQ/4CjkJjmLsfocnRoH8BEXKtdYEBbRdlJrLYxxwPRUgV3iM1T97Gi2wpRxdat24hN379vn5qfZZtt9APRGmfnZlQ9rgjlQ8DWbDbYuUK/45YxOatSEoCKspZUymxeNhsaIzStF8ORSfLe6ZlZDXRVkW8Y8JYcoIbTNa8S8nGKE27cqK2Izlg4WNO9KCa57dq16/T4b7YmuqJjgTxa9A1sjcRy51Q2ioSJAMica/WmajkYkL8HX+fB4JsZ8BWRmuvJbKJQ6+fmFkxC0InXohCccERBeNjc49qEIDBiWXlP9J7N3KccqZUKTc5zyuqdmfxxMDYX7aXLhrmCf5+djgzbbT2pzAArz/Y1Zz3zY2aP4YSOZjcHdSimUgLYPrXi1uv+zQsvBNeWWHZeXd/qcxmj56vo97BIgOOMv7QdvwG42PhAaQBwh4brSuIZiDNQZ6lDmSCEbWzre2ch3oANtARQSjncI1O/qsDxiPmiuL4SVaMXVlOzl4hLwAuwGJ/XtWfOqU0m0/L3lhUWT2JigP/2b//2ZevWrfOHogq36/POO2+fvmaHOGb4clBWgiaGwqladpVs5s0mJAlDMS+J+tQbj8zhOZOLE6IDsgkmRxh2ehhuDanG5s1q08aNtDZO640O1B+uA6jLhlir8RyVnIKAuzQVEMi5DxlbMRFVZpyhkGovscv5+s0bVXN4RE1OTas9Ggig4NMrztr5ihJ8oc1WBWDXk7RD86WlGPhTIrY0aGcIl8kBplz/g9RwO5GhquXdU/B6A74AevSB7ZQzq6RttxNjs9whubgo8WWTIjFEs2XpUHrrdsPmOSHgSDJyiBJMfkDEEsH6rxhloL/eZW7JBulyKbJZSh9dRapyEi3YMUjTXtww1kwqi5S1ThKqOmLrKaG6UUAcsbzaVQanOfRlynIauj666ZxEHKgIdofYGdasWUtumJL+yi9hRWEOJHI8cgDbVRoIdSGDiF9YMFAuYcLD0SH3uY8LAO0qItxPTxsBzllklBw5y0bAVMnWnO0YPZ9FU21toUBY2y/urVketjJlypgmJKiuKm9oEpsBrF59XZ1Ys06XHQBgY8qUTq5sI5GTu8llrBmz72wpQk40CsAjk1/eFc0Bd+gzh19epuTcD8lfo0svuexJsO8ITgNb6qQrdryReubpZ9Sjjzxqk7CSN6pRQLriN1H+0AYFc0BSKFUcK4eI+oHfwo3QXM6Yko8g5xwdU9kIs7EAYCEqOia/JcziJIu42CWTy/Op0wpOIDRfFcxKuW/Q+LP8VQIDiWKc+z81NakW5+ZpQTc1IE5NnlEHDx/i1GQIelWpsbIbA603DrKMwbvXmy+EhGD/8T6xZtEHgDn6BCUcnD1grdEaguIwMnMkLogdJLYIOI+ElJFiSsbEE/bgLMmtScQ5iaMqDum6jSNbmijxMqR3sMjmn9jYAdiVOlPxldgo9zKOfCgiBRFvylKWDSMEou58jc2mIJxEQfdlztv5ZjfIXBYvz7LH+RtvOGKNw1epovhGiI6cOpdNSM657TWUOslDzklJmBrgpJ1Zs3XY2coih8l3V6boUs+003hRuaRYUzGpT39gGbBjxw71W7/1W+of/uF/qls1Cyodk+tcyr0fMMt9rgxdQATviDzosugFTUF/5jOf6fzSL/2SsrI7I1OX8SeuohJZt9jJyWnLVgrH0db/OtWOpYqaLRZPVA0owcYUixx/AT6iDMQTSfyU5Bm/mTLsmgXGc4KcmVTF6g4sdUhkI79XVppkQcwW7yz8BRA+9OBDlJJINnqhMvG+jx49RoFtIAITk0GXs5C/XaOMZHfzDovejHJTRHH5dbl3G7XT9cyssNJ0WIPhmYkJAmvQmeS4os+JCETGBhwGqNtFE3QJ+TjXrl5l2iWhXmvGdZsVXVhj8/ozPTVFfW1pzgRtwNAt6I00URz0S8Mq1acMxVkxCl5Q+QB0XAeRyrSm7sklXAMzJdXVv9G+RgPvg99ZzXjPpUZ0Bqqdk/cYbjNmKlaUsaCgFTYYbPqO7ByFFPdtXMdzrGp0Fehbq1W15pzSfyXr18cVeo1CvAnOCrdeXP9KFTFBuVy9cOMWJFV+HX/x8KJwle1bpALXZIYPEJGeyr1YI2PzzgIA0RnxNbz5Z7auLEsW8O2cKGi226tYCgULsB5XigPiFiG2iEKDYmWGgNZ6Fxrhuixy2W14J+PdC/2G19SOHVepd7/7d9XVr3s9AXQ+AEYhFkVGfsWKFhlQq5wKvDgmnrP8n3mZBArV6gsaoHU70zvvvNOOL95J23FK4GhbEbkCX3HFK9TjTzxJIFZg70h2n8tBWbTDFHa1wpHchsmsK7acBYLHAzjYWYDtUllZJSDIcbaFoiDLiCRjU78opzZ8PCbaw7Kl/kKJbHwWaTf1QbHymEyhTHwPBmPxSousowS1zXAFccQUMqjBjmJdBwERbSS8oQBEIdslG2ndP2m/KLkyw7XgOaDqayb2dtJO2TXayKsxdwH+kihC5N+pkeujUKS0TttG9GsNNSmyHu6bX5hTEnubkgw0GUDJGgFiEjKTy5jrMQGFIKMVqwiO0c0OJFBswq4YH2wWsNGV+N+x0fnMQJRj1jEFR6NED00+b4JWYRPKoti0ibYJOwddWbv7m96t99K5X/naUwY4JRSwK8MXaraow4pySt5Z266SVRkAFFDOlZbCAWRW1yHromjEUAR+fk4uCskEXYTStoShieJodS0Gp+w8z8Mi4GgltsTluQI0skgnRGXBdATa0Vq12tMJK76wDiwphW6E/eisZkvh1nvJRRdTQkZQZ1HVBMqJQIG1SdEHQBgdGyGZ3otfcrl605t+Qr3qylfTBLzzzjsogDnLTNmEKzIsEHN4bdqZOR6SCPN9Bxe2aiAlhnBykcxLIzvK1OjZjtHzXRgc2WqFZM+ZEKYYCwBQpOZm59Rjjz5OC6/A0WSqsHjoUMZj0oH8MEpJsbG01NXvOTIhHWMNEENqZHjUBulhO2J+7wATxNym0JhdXmqYfiQOyYyRjEzsNGdP6flE/RnDAUf/IKx+p5MS2HQRLtWpA2ADUQWCH2FTYush7mCkUjsP6VmgCDV4Yf9ONKW4kMxrCjAhF1+SKaeauotYNASAbjcXTThabnYa5ZwA9Xd+gcynwF3A1I36TTLTDrv46nezoMd/0QA0LCkoF2HESrS2iZEBp5PEgA8sQbDXQaGbwcOzOQyFC5k6gvpFPBx4t2HcAcQTsBE2cVOwoUrwKw42BksHzhDDUddq5J5MIi6yyomtHB7TQmJkkG6BABkiDUXyeN68NWEV11Sj2mSzubhiiKzc7ty31HKLRKlzARDvvRDlUDniRlXkwnN5by5P9olDO59ULo7LXHySY9KmzHMUcjhvH5jlWakh7CwFbESkXL/TX2sKrAxlLcpEF/zZMSc1Clb9Dih83jkoCcmejRQJkD0TIKg8CH/PyzAtxYSTWKpiotWo1+llZfVUtY0xPcAZA771vK3qkosvVq985RXqwgsvoJQyYG937txJC2BGT3hSgBl70dQqohigxQ6YNKSZibuR5gNYfKH5wOfy3MyIB+Lxsx+j57dIhgebdikTqozNxzBZF/SY4RObgP1gTzMJMBDn0e7kExtKp0Kvm+XPUcJmaFXlio/YoQPvB79hHbC6uQapinS7avS+Dx48xPPAm/QhjkuUkK7sMGe1c/t7viyn1sW+GaVWq9n6eTyYeooplgvPD6KyMxbRkYxZbz5d2ujabBWUKpthvAMRTZdl0qC6FYGnUFCKYhmfPHWKwB0ycVCvW7eep7qzKS1UACZTz2wKZ8IKsXJdQQSEBAos9426LPaBTLmhN0Fqf7tN87duAbdKz4cyN2NPbHJfBjUsYS/lOutOHlV7NmFyalnKU5yJaZobdIk3OI6HweKXKolSJDwXm71mRnkYBTf7slI4F7iuTKcVAu0g9ri/HdC1bfOuKehXnDaU90GUg+XFF5WIaEZ0du48lXMRid66U7jj3ChoA3q5mCOhie12XhonLsQc4pAnzaKexJATIk7q6lWrqeEkljAeQWA5X3PtG9RLLn8xnTv87GGWg2pWWowBEDhdcrPRRDUDpjJRNOL5id29KOJU4AWmxkSHzzntzzJaaJUoHjvbMXq+y5133vlzr7/66rddeeUrr9KL6qLV0PpoMvOxxx5XBw4cIM8zdh5pm0QFFRobcaUlhVpctQuUxkXFVq5HJeKdPTY0A4CnYtjXirEhhYij3WYtO6jGWo3FJbQxpjmlEXoPdqFlMZtbOotcFr0b+atCXhbC+kaUybujgQ72pgBdlqk2bOAcMzVMxnbOMI+gENiwFtuLamFpgTa2togT9LsfGR0hWStxCJCTQvlKimixcODNYlH3EU4UZKkBma/+vXf/AXJDhsiB2qAUK1xJXKefC4VYYqIJgprOGOY4GbpRzunrINsdHuF4EQ3j5cYg2jLuxxJ3m8kzGR/mYCM6z+Ka3MRPxhp1uZyvy8ngOPQQF1xwvq66S9lApmfm+B1iduh3rkzAMZ/o8XVM/kbsA28IiP35ISXkqBQCWf+3f02/39KmAoXvXGuPe2IRl7AIXe87JLlznEUumSVkup3OBI6fg5KQ1ZCyW7qZN3xwRnFZHrzwTZs2qSPHjxnTnjx4NlFmuE4v0IWlRE3CRGly2oQYZPko2aiaOiEWwV83d54b89jfaeWvvzsKaLDxeMVSa0xhdLCAX/AA/eEPf/gf9Z9/lN8f+MAH1m/buu2md77znf9e9yV+9tln1aOPPqr27dunjhw5qgDckA+8RBIAACAASURBVIMCtAVgWVtONgXG6acL6YiCIAE0M9kbxFXWvsec7hxUXqo47QzEUFu3baXASsP1YSUyYvGyExvRcy3yrmEZwQpMPDsPV0mKRKOsnCJlmhFREQWdsqtzzAo4sb1OkiVi68UMSpTfacpRzxDZrFZvkQ1tFClL8XaS1JiWKgbm+SU1O7dI+QwTIlY6VgmkDDcSkdfkEIEqgk7VGxKXIRcb1cnpp2nkwnXNFQ1Zy4bYiH5YRJMQUUT+AJ3Eii7I0w3enjVJC8VyO1wbR3HP+vRFkq5VVcUoP09rzmDVqlG1YcNG3b+9xuTOgE0mWXBSy777a2w58FwOnMvqCWFN6BnSt7MtPrC7uGKV4nFRDBcCaDnn1icfXwwD/UZikl10uskZHD9HCjp/ANsxFzvgdii1AMjhJ6Fs2qxBGpRYw+zgBPSpZFfgCYeJB4qkm3TIwwkAAlndkvHkAauI82SRIAG+rXwJDRLNqVAX1KrC7k7BzqtsT8m2lLGNycHOKuRyOXK2Y/R8lF/f8eu17T+3/dWasnpNvd585djYyIs0oJw/Mjy87md/5l83IFpANC7I4jF+G/WYS4JYiAIQThPjB3M6RNjqGMUSOI46AtVTdm+WR6oGImRVKP5tGuOdxwbUImKdgdYAHYg3xEW/AkBkWpAdRirGNMrI7FBorkRGGh2xyIKBXZnzuYgD7cS7hGUDWWgYipY9r5i6bxtTNlgSREaJx0Xkfcw9pGlEQCkgzhwFB5NiuWdEUQ4hepicmCLlJqgbMdHCeFHgnsW2CYa/RGCI2A5ibw6AVQbomFLlBAKoA1wNRTMz8xUAXDWyfIkDQSF8CYC7RiaM3VKi3UXk0uzGNxbqlxd/LuojR4usKM+lEQkSKzmYYVxgw41YFagDDji5UjQiwX+WKSVYEAXqLCs+pR4KwyAlBG527uRX9dxTfJ4QunJvDqz5/f7YyFiYe4xZRmbqUw5xl9fSH5zdMfYDeInYjtZODbbrHQz4ubt6uztAkuWJXXuoVSP4RijCNGGqeVhPLjqf6z5tZ1BAncxodur4iWMm04VJ2gi7SSMbBvCcPnPaul7yx39RrFBiCiuych9QKHCBZVtgdhkFhQEFzxKFJzU21xAHqOcfoPXLizVVfPnIyMgrNdX18pGhoUsbzca24eHRjY1mfVW9Vht+53/61SoAlrOTT6uZqRl1TFPHoIzZSiCxMn9K42PCZcqEQMxagASf52vJe1OP7WWXvYhY64ce2kWKrWpcJeuMxc48u3rX63Rv2lnQ77amuhlCiibqwN59qqVBKDIKPszBOpxXwCmRWMF4xYnyzpqkiq07m3mJOENknmDvm806AcauXQ+rY8eOqYsuulCtX79OzUzPkiKNIxImJlZvjcUucYdFWBGLNXJPPgbvigmsg40pIa8zDraDPYe5u1hvcgg1OkFKNfG2Q0AdCjdZg+PPCMn/0WbJbpKDjwTyypVIEDONjY3TOQBzDtLVPNuHccmn9iAgD65j2xI7R8SeNkwdZj3A4FOcYaDLPeZwvcS8mJ6a5KD3mRkzCR9Ay5utoBStv96QDv3EWVLcPiwnE+7pKWFMEWBDQClck7RLOWDZK9cu1sMbUKgvyj6Xrgk91hFvSHFNTYvKzzxYVNbNTuDvOSkJs7Q4iL0ddD1vYult4XqX4i6+SAZTAApkgQQcJhg5ilDkAGkBb6YwMrvweIeqOBHSOHcYqPexsVHFi5NNBCH7Iy+npEMsOUypqG11w8qodOjsx2j58pGPfOQivUm8aWhoaIdu1+X6+/ahoeHV+vfwI498vwqNPKgWiHpmZ2YpzCVsYcm8zWjrFbFbnF2C7YBFWZZYTTzZqZsAUnLOfXecsHOB2GeMJzauvXv3qlqDE6ci5OarXvVqdc011+g2HEfeP3Xo4AGySmBlh34WrGh0XfVaxbL2EdzLoVyEHiBi22iSTRsXX3amycUTokARcMAmiudLGEz0B6ExsflgXO6994Tatv18tWXzFgI8CRR0ZmnKAm6t1lTKtIe948Tcq2KD3GOejI0NEXULSwcAL56NjUjkvGKPDA4BAXdoVjtycflgLrrj7Co35TvuE+LArhtHOWRFg0luZyuEjopc5ZvLIYZLP3FDv+LeR0l6M8d5TOURJMWxg6TnJOooPqfseSGZrFxf4IS9zadMrKECRF6/EhI3lIkmQnXa4/zDaUXmE/NnVyL7H4IOnCtAGxtXt14j33OVOLmdbW624grd6aN6B0C+w1LjzOQZk0WFqdmCHEj/XjReWi7IY9KA4sICg+0vsYzGY47bzgum0+bAJeLWyy6/4nbuyprUWQP0e97znpYGlitajdYV+vkvqjVqFzdqzfP0At80NDy0ptUaar52x2sjaP8np6YIgE+fOk3mWlCEou+cNVhTbWlmNyFpE4+5iYSWsF0nFFLCaUhCTXyXmBHiyeYuANbUsxcXlG4YI0nXs3DqDI3JqZMcpH/y9Ck1MtxSa8dGIHDWbZ6i9iGIzSm9mSr9fASu11uCatRbJGOVZL9xVdevAadaqxrnEaEeimEmxVVc0tqLXFXOs6KsQe8VnAM2reNHj5MFAzYSsefduHGzWrduIz8bzzAyXhvESH/qRJnmufwg4gJA5yAu8XxTAnu0AWI1hPIkkYpxr1d2HueR6GSOir0rhcGsicOFcU2mi5QBZ082rIrHcsByLW0EG0IALcdYXJN/7y8KcJ9VEH94pmO5Il02itTIuItevP2Ku259l2s57gO3D6yuQl/Zr8sD7aBy71Ad/epzfS38UvbMIvfA4wnhoD5OAdrOAaCziGVwvTtPqOE+uxCs0aG45QNKdmp6xiP/c3ky/hfQYeuDKkW1ggJp9eo1tNAkfjSbzknm4MxS3FiYY+Pjmlonebz1GsNNYoyvn9iSdn7oQx86T9d/hQaJyzR1d4kGkfM1oGzSn7X6M65/D1crtfov/NwvRlBUwQ0dFB/A5NjccZvdxaVoOfZwWvDIwwcgBBk9FAcippCJTB6ORh4qDjUwBQOXgWcA6DkTdceKNdzkBfJuQGlik8D1F154kVq7br06cvgwLWqAlwKRrkHh4P796uAze1RVD8YlF12k1qxZRSZplJkZZmjIskLWEJTPTsFSDJYHiJdRJcVaZkM9yrNFvsfeZBzvQtzPXVMtAW53TtUoiecIhURFvGCM8/HjJ9SVV75K1wVX5SElXouICYJ0VbxJV5WYZWK9CKdBY55yrAskjZWQmZzJW0KUdsnShdtdDHrkUpcq6mVfXTkxSmqU2TaYl7tpeqEK3PsSG+g+UoJIvYBUBIL8/GBUZs8aNv9xvJf8nfAOoUQgy+LFqHivjIFffJfsMlD1ZdMFUHZ+91CyHoc+KOdQ9ox+7SwIs6Pc8aX3st4NN/RsEgPXyQP03AAabeA0OhI8vUjWiwwLhV9E0ZREcpFlhTpzixAJsC9OAmImFbPdHDtgAJA1gCCGxMjwCC9Y/RdadxseMMupYg62ncerkMEAq7n9/PNJphmbUHrEdlFWKJFTRWtv+/JtS0NDrfpPvv3tVikEqlIyhUM2CvEAPgvzS46i0bhdG++gqtkwJH8jcQduwlC0PTPZgec5WSk5SJhFJ9YGFeMaL4DOHEFXzS3ME9hi3NA+EQVxf1lhBHvmpJtagML1eJ979+1lZ5OM628bszw4KcT6Wc1WQ2X6uoMHDpCCsWso9aUOu3zHCJyjHzI7P0cLGUpGBFyC7HZ4ZJhCZFq2NmbNIOTEnAEjIuXw4hJvJmKaiQLwrtfzhS/iK4giVq1awx+9IT/6yPcpNOV5W89TEtmMgMO8B1Iyt5dsOEeJrsZ2wiLzTmycX4D5xg3r6dopillRM1HSWPbrUn0yh+Xd9K4ZP7RumKX3RYVK7nHWSBmVmZfMxSqnvl7gcAjhfEFGZrKYegxvULyeJ6+SjEd8RWrvc4tEtXPvTZ22G1Vb7tGXZRborOu32zsbDz6vSzwY3f6WgbJPiS93bei8/R3lQSKoL3bD6l/6iWqAB+Cwjh8/fq4UdByTRjxlpUWZXaJ/XLix3LTE2/HMBmwVkFkOQJm5Buxvq9agtDXIhMIG9eyG6gIWTZyMXYu5rRm5/ZAjTJqLCiDLRAAaACcoSZg74TySmNJz9fU777lXTc3M1tMuW0NkYquojFmWuG8qfjdpQZGTy+iYRTaiIVp7HNWKOBGVOdHeePJaWTiOGIqTQnamYloVWaqbshHPLdhg5m2TccLfkDLDCpLslDy/yDYBGmMSq6RZ18wvOHVEpByEkg8ihI3rN3C2aERw03XPt00bak2yEYbmGUA+FHP8B8pooY9304SAmhya4jwwO7eLPT0lLoaEkwTVLVmq47hhTAFj81FGto62sp01+g7xBuqmDcdY9SjzTqJYQgfkx8SGX2X89nisayR+QSs2rF+tNm9co0bGxtS+/Yf0Jn5azyehevsH5XHff+z0OXSttWiwjWXZhYBYIeh94JkhajUH/fw80SzeZkCKSM/CgYkEFu0ItR5luUWMG26Wnu9IO2GaGaIORQQk32WOKeNe7/LX1lFJ5WK8vIPeGNjNpHf8Q5RvP6VlSGm3XImszEcV2uw/3y8hqp5+xxwbHP/+/M///Nw8CXVFEac17/VT73GvVCJXKdcaK5VTGHSvdNpQcqCoEccAogvS5teb1rwIk79DQXHyTCtyM4FeKlHYUpPh2wBsJhr1JZMElSOU4T4C/YjtVhEAB2KVyYkJtWXzJqIqKchNZ9FQ9Mp+hDNII/HPdymd3kWposSVFJrzxRfOCSZjG9FP2Dl8hDUXMYaw4iL2cUFKxpPaZ7ge2RAoWWqly7JYcjjJSH4/OjIGnlot6Y1r9eq1atu28+n5SKZ5CtYzpp3YPADEkOlSRLIGU6pkEbO0ZEUzS4u84UTMCFHQHoQLQKwJUNgN454MW2Gckzgtstl0jLkZ+uR6yYlcWhIGiH19DhS884OTq1aLwZp8ZRRPITL2I8CfmJhUa9dtoO+shK4476o4f93v/gL0QaC4PsJsul93D3XtziW3HkthF5/dKy5IrSjHrceK+exzJPxl8dluX82vHnDu119pQ78yiBjEb8fZiDP6tbNfG+wGZZxKnP1n2X64x3rGy4xzpVaxN5yLkjDil+hNsCzXyrpiDhfI+zbavmfe0sHaXnrJpbyIGw17j1DImaE8cX2qhEpksUHHBLAvmuAZtr7L9thdEy8ZA4uFDYoNixyONBXF4giIQISVPXb0aGGyg/0XrzsXkNMst16PjACPLCwyn6PoKuUdsfWkpjP0s1YYX9fEMXX6CBEBxeBNOSC6yiJnvPI0TOaV2PFiBWHVJLRURhRTUwuLbRs6sqsvXCBvw5jTDlG6+g4p31AZ5LYLapG+i2350BCLINicr2asaqqW6+FJHhMn5iYyxV9JmSXKXfEYjaLcakLaKvNNLD0Ksl6xEojDCRtcgoLAiqxMeFM8cOAwBeZ69tlj6uDBIyS+ieLExHYpp7JcoJA++dTzIEqqnPLt9T4rA67QeRmn3ucXlXNlFhP0twTzBgHD0Np3j4fFNOXPKKtv0PacTfG5k8ImGZD1+9f0e9f+exIsMuNhX8Y5ZlTpFoDP7YxrgN5PGG4bpZT1RHKPw94UyS1REmOelNs6OzEZlMuypyblfEKhCl3zJpJnmfizrHiKiWKDGdd5551HwIHftKh0naAIXc9EDoDPmmosYoBMDgjUCga82NBg6I+NtkbD5i0mN14sg6WNc+skwRRLB7E+kXEQMzGR28dRlRwn6EmUmLJjZeHShtg4P4hJYt4edl+Wetnxg6MtxLqfE9PTamnPM4aiXSJ58yoNvFUTdIeD9DccyjYy45HPDQFhWEJUqxwmoGrS1UvsCBcUfJltiDIVcBZKW+S/hfln2Oky1lPGlvtuXghRypF68IFdNG5J5ICcsLN9qDt5tqtILGyWDsfozuNQHSHq27/O/x2iJoOiB48iDJ232e7VMn1WuVmg1Cn9lY0qxA0MSiW7xd9w3PEbRMTQr/Sjdt26U5G5C9Pbh4r3Y9SHnpfPg4gBxJRzclSRLLfupHMb4Nrauqy+21mvVmUzacj1luqNzMJuE5ULWTEsNISFp44BjA0g23Q6XTY5I1O0NLWg3GoOE0u9dg2ou2EyfyKKCAqzuVk29dKgtNDhhKlZKm7KklS2nBuQCV3YaaPcksX2VTHlmv9msQMM/SXerVA5KDIO7FjBlHaWSYzeyAQmqhOwzszMGvvtnPCx7Yk4jCb5GLB3AZmW1SFHrojXGztbVIwThYTpbNbYDZmsMTRHA7kzJQPIKG6ADaUpWTNExisUsISczD05oUDlDcg1ufIXmPx2qWapS8bG98xy7/e/l//W/UASi8zoV6CvyJgjiIySMYszksdWTOChMhDoB0Q+uJQCyfJEdrEPKitQdf2oP7fPPjHVDyT7gV7mzLggdahcDjgtjIO7zkvrLxm/UP1nU5YTj/R7f4MWvw5/vC1hojiZgV5jFkDPCqB37NhR+53f/p1LDpugO27nxP7WD5AemgAhlisS4aQpsuhkZwEIrBofIxBlKQhTxBToP1HWqoBTHSVkIsVBdDRVRzLVUYr1QaZrcFnuMiCz/Wse6Qv3LJLsO2etrXdVnMfq8F9UYtyZJUi8TETuQ2Y5BKG2GZgyJTnRoigP1ynfrQzQsj6iR+K64XjDLt3H1Pz8kpqemeHYGMhzh7jJMYMkxUM2YEnZjY29sXjSSR41CY5OpryRtM1h6YzMGdQ1AvAnRl6JPg6RvL4YySy0cbtAK7E5+rGG/l933sjxMtAjiiRij0Y57lK3bhsFsFhxFZNJHQa7k7DsmYx8FMe4Lnikee0PUeju9+ACj3rFL3ndYk1hdBmFMZBruelpluTvzHFry1Q+d+wRy/U5Y+U9W8akHPNcwHfbVb45ulyDNTN0zg1KRZc9ox+Qll1XNreWvdfrs3AKfn/ceVe2eVnrMUVepVb+aQH6Ix/5yOWazX+5XsSb6tX6eFyNh6pxdaRar64fGR7Zvm7dugv/7m//dlOtWouefHK3pVb9rN0y4fP8X0UZtd/40IBIhyQ4OwB0SV+P+M94jOTIE4VGu5NYCg6Fsk1XK0bxlztkdPW983PzDE4AKQPAnUqHnQdAZRPll1H4VFCDnLa9royzm6UCXUpAKEW0rUOmYpkF2di4xOaabFl4FXLu8eWAAElx8GClmBlTkyYI18HrkdNStdXiAmfmkESwENWI7FbcpMWOWLgOkV13OotGEcvyYbweCgWrNzS0V9JI+ZPZZd/dDSt0bWiiy2RlEUgcnAv5Nf3Z9ND8KZ4syp9dQHIBNlaSsdhLvWY4MOLwVM7v+G31F6F73AeiQfqQbxjuhuX3X/rjUqO9invJGbncc5fjNPxz/ntjQqNXTDVoGeTaQaj55+I5P8i9/cbUPd6DmxKdMVJFgN7z9J7kV/7NL8dsDaAoiA5lcUAM4YUFNaspM2QLfurJJwk0tm3dqv7VO96hnn56D4UhhLlaniGaHyryUhRXBifUqDth0AWySgUlF5lA2FHEFKDigDhD0KR3u1YpBiBZt3atWrd+A1kZwNLj0IGD6oEHH6TwmjjPwX+wwNpmUDhT9azuE3mMRZGJsVAhyjoyThH4LvEVuuSp1yHQBlXtUk/CaovVBI5t2Xoee9RpQIU4hsFZ1xubLB2GApXXJkDHzicsupmcmrEBcsgpKOUM577pHG8WFTU0MmLtiQmI4fZscrnBNhj1oK1wXcYzhoeaLNqJhOVMCMixqeDdR1ExuWbZ7u9nZ3cp5sL79UDWAiWNg1hdFKkxH+zLFoCcL8gHCxRu5pKO9niIguOgXyJLTU32DQOUmSilXZOzXhMt/znLl5DoYfk+9zsXoor7AUXZ77Nl60NtDo2Ju2GGQNx97nKbRugZZdefCyXe79llz/PbFGqfC8zuMQ7LXCvKoDUwx/fdey+BMtL2YDKKG2u7w3I5kFcANMp5lsHTbVRdccUVFP7x+PHjFL8B6eZdxRyzz8WOuQ2yLLH+3nWsHAiAjXmZxBxGeFGWKXOaeWTOuPjiiwm8jxw9qjeKIwphNcmeN02pnUgnnyrJiszmU7CTZZfmlKjjxKR6h2UCZWDBIKdMlZBG3wTfybJiP0SUIy8DLD7+IrMGiyWqJBema9LYjgeFhtT1dVMOSzkzO0PUsOumbUE8ZZabXJRjDrpOLKwBDjicdGG7HMMDLd8cJWi7vHRX7CSTgF28OQQoYlxAUQqQfuihh03gIR4Dd8K5Ch+fnXcnpc8t+RPbV5QV053FfTXk/iR3qdfQcQbAsAihsDgUR96jtmdiAmlEAxIZLzMWRKpX0ee31++vPDNYovB9fjkb6s1Xzg0K8INSl754J8Q5+PX5FPdyALwctfyD9ClUd2hDCt2bn8+KMqeSdpRt4C73mcejIUeuIkBPTk5ms7OzEQDxtKaiQWXC5AyKt7qJz2BNtbLMZHpm++LR0RHrRossEuJsAG8zZC+emJjKxSDGG9B/mVYAEBnDdCNrQ3sWNXidMVHrKJxk2iU2HpQ9NpUk5ZRMit1B1NjoKB2DLS0ysjx7+FmKdUHhTEEhwcJBL7Lt27dSIgBsSrDkoGcTWOhnxHQhmWSTvLbRtCAXGc8zKWzBwCITUOxwd8ZfPJOCEGWcK4/M+SjaGSv6ErMJiss3i2g4+pokDIUlCVG6Jo4ETwmMdSbTI59UipO0WhGMyqzXnNUNELjznbGh6PHMtevWUp7CCy+8gHPvdeaVzT4cmMjCHYUA2V+QoYnqWzcUASzMGvtUScjywS+pSY0URapnkfTKXDOTuJhnEgf251gaGQvlue1kWllUqGV8k91YQhvGcqUM1N1zg4h4XLB0N6p+bQhxK/1EkGXP98VG/cRcblvLALQf5blcn5Zrq1/fcteezfMs51aQ/feCsxBP9nfMuii99nusOPTzNTxFHMgFzgmnOifVGsS0wCJOOyx/y8yHnsrACuePM6dPaApXL2oNbhs0NQZg2bppI1Fpp6cm1ZRm2Y+fPKFOnUZktjlVNyndOTYCR8WCuJjiL0OLqY912wvq+JEDtBFMayqTuqsvWljUVLSuk+MXs2swYnCgYPHUGwxsEzNn1BNPm4zKxrWYB4p3qdOnT5HnDmysO5KZGC9ELA7gfIHA6UiHpNupKMYwgyty1yXGYqHTnrZhPVNn4rmT0AZ7UpHxanOpKjaLQxLQKG4yJRe7JloVKwvm+qR+o9wydTBIGKWsSg3lx+x6pPL3FVfYE44pSNQTq2NHT1CI0WmE7uwkBED5jh5mwQc95pYQ6yoionxBm771kCaODNYAYhEEQ8/KnHu5lJm0KedqFfOoSfVu3ZF1fFESD995RJZfbzgzZcfevLsAyeUCe4gSLRIzRfBzFfE+yPpAWNZv955Cu/pwBj4L7z/f3xD9OeIr0wYFv0HFFL0iBt/WO5eZF+eKUnl1mGRM7MRGqW8q5DqRBk4pTv9lQkVAw06JXzHmWZdwbbGbh9F1++u2m4iViKUUGn+KAK1Pppq9jSmwesaOG1g0EF1sMoHeSWxdMba0sDmVKGO6BYjLu2bNagqNibgWUFxBjgnWGWZbY2PDqpOsorT0p86cIlkyPMc2bVrPFgQQi8iA6sWJmAxpp0sAg4UCAF0y1CVM0WJDpUdigRFzuqw2xT0+Q6w6vkMWK9HRMCDdrmjhOQYFxxlukbiGlYE1kymDLSnQNkQvQwJUDpsaWSsE9N2N3icKSpfl8+W3Ei9YfvsKR3lR7uQSrbwrFnAnU+QBFY9YPskK7JgqWiBIW2Cah4wrOCd6CF+xNijrK/eESmjRun0LnSveW6TI3bH1ASAEGP1YV3dNKrHotdfkNutpoV2OHbPXZXqeKoJT2ZiELUrKWXy37+77DImepIQ2phCHMyi1PMh8CPWll3suApYvn/brc9eX/4z+/TXig8CG4c+VvD72SyBFcyTu98roKoi+42LWIH6CwEWKMDylqbFn8+aNanJuSZ2ZnLJWTPIM1z6afRR4869WKx1ptQVogNOMZslrjhUBFvDBgwfV+Pg42SCjiKOH2B0n3cSy0XBqGF+9WlPcEwqebKfOTKipuQkCyzlkPl6Y1pRkWy11logqn5lD4PMaxZZAmAqYviG4OzaiOqX+aZArd1PX3V2Y1wOiG19p2GA4QyZeMLoI2TOCC0GsgIGFyzBT6Q2bQqhBMY6H6Ds7eqROeM5FCoIkFg8y4WURUKChJC0sDrH1FTMzcbaQySHsi7yMfgtArF589jQ0QQdZSDLZ3MkoE8FfNGgvmyemhUXug9pyi9wv/iIrY219cYn/t4z9LmPlQ233x2HQshxrO2id/ahYnwoOAWfoWaHr/bnhUtp+CY3bcn3oV3xbdHluCPxCfSl7jn+uXzv6byBxgTrOr+Xf+Xf5y5Q1+1LkljQsPhS/DQkAZ2LjZExBw/Z39fAqNTU9pVav36SOnzxplPXMhROHG+WbRor8lSlbrWlCclJaSQCtBzFlu9gKtUniJwCAEQMDUdrwHa7P8sI7EhB+cUF1EERHAyOBMALjtDlbMAWD787Sd2Thxm9Qv+Srp+tHxDOIEiDTXlxg5VhNd2BsdIxEDwDY9sy0vgeeZgkFC6rCSUDFBnzZOYOUh/ovotshaprIhMnTzeR0i6J8wlCKIqXsoEeGV+W6ckqYQh/FsttVLDXuhph02UzXrXc5cPDZQn+RyDkfMMsm5aCmXGXsoFjGuO7Sy3m4uX0J9bVs0bvHy8Co7JrQM8sWsF9Xvzb79fjXuf3uByBl9/r9c0vIUaMfJe1vPmWbm/vM5UQIZ7PRuM/0++Gf8yndsg3Hf/ehNoXauBxg+9f67SnOI+FIcy6V6xbuVZnjrNuAvTxEGZlTJzl2GasfGChsWr9eHTl1ku7l8elaA4DcmEKZlH4dsh5bWJi/W9okAJ3YTroPkC4DiAAAIABJREFUM4ADYJLANwBsiDXwHcA9NTlJWboBzLMaoCng+1LXUqZLaYfkmimJYaqUYqpWN4+Jqmxv3OV4yPDmWySL1FlVXVik3WhhaZHywyGuL+S3rVpLifuzBHUXN2OxPU5SNh3rUPD5Dok2JKOGBGByJwIr5iSrdaUwoX1zsTLA9AHFn8AuVR1afO4EcheV62WHv76CrkxZ5oO2z0KGgqRLMCL3vqJopXfx9ds0QoAUAt6QQ1PoHp+yx8cVOUm/QkDvgsfZciBuf9xn9StlwOG/L38MQ5yDf10/LqFfu8uuOxvOYtC+SzkbU79+49vv3hCQ94xLxsBLIGxEWPydbd35O18XyQ1RnpOQ6y1y0MpYe0lh5TxnNoKlFcS9x48dVVNzC1Q/K+pjI4Ho2oiVIP6Q+3Hzms2q3mx0Jicn3i91ElLpSZ7EDjseWlQAQlDJCI4Okcdid0lNz06rSQ3SCPcIM7jFhSW2tEBmY2O32+62OdbvIpwqOiqFhi3j5Kxzs/NqwTwLoS3JPAw572pVVYFrsf49unotef5FxukE+aUzlU9YARWAeNLl7CBwR0Z/xvVmIp59bpyGMrdg91xoLOR3mZmZe01o8oeAwQcsl3IO2RL7wNqvraHF4VOC/qYSWvx+v93Sbwz8MQ5RUK4cvgzU3XrK2u6PZRnFG9pU3f6WAdqgdZSV0Dj5zyzbPPzY0+4mWka1huaGv6kPAp79+uGXMm6orF39NmW3Hv89+20p67u7Zqiv8JalhLfKUrSwCqOxMZ6y4izGyXbF47pX5k+ZdhCYLMnDXnRNYgfEUAfoVyIWiEQ1ThqBUAmtVpPEshs3rVdbtmwhHd+WzZsB1t1Dh579/lNPPflvb77586elPwTQGuS6sXl4Na4UOu1ScQBQiDkgV1los8z2zJkJNa+BeXF+0WTx6JLbNcml4W2YtI2zhaJUSM0GMkixZQLSw+N5kmaIdpiKTDzenYhqRMyJ1GT/jvLASfgrWTp8yhd/JYGnBBby+xWi5vrt1EHnhhJK2C/9JlcZVRpy/AjJK/uBdr92LNd3nxIKbWg+qIUoe79//jPcoFT+c0OA3K/dIapyEKrcB7GyMQm1fxCKz51rZU48oeJutO6zfe/Nfu3w39GgYBwqZWAa2tBRyhIbhDbVUNtDzwxtlnIstOnY2EBRHgkzf64ZE2XMYe31OC+5JjnDfT5XzR2URFcSEFfU6NCI8U6O5jUuTWh8O9Zqtk5UG7XJWq1xqtFonK7X6yf18Rl9/cL8/Nzsnj1PH/7617+29/Of//xcaAyYgnaDwKqQu7ayQAfRBUQEi9NLau/e/Wp2Dt6GJk+b46BSATWMoDqUFBs9gv0w2+KSdDdlJxQENep22tYbL7ZiiJriUJj5hiEKOQFefwL4x9ygTb5FRVkpW/zuOPgUeOj+ssklxT8esuJgD8KkkKXDp0DdvrnXlFEmxclZbHOo/f2OCyVXRqX6YoUQxSTvbdD3MkjpR4H7dYYozUHqP1uwKwNsvx45FgLx0Jz0ORT/+kH6s1z5QeoYZONwn7HcePpzq4xY6K2XxRUSB10IT/gB4NI0zY0dOh0B+ZQAmImgCl3DCYSramx8RBObLeDZmXq9tlsfu0OD8Jf/4i/+7O7UT9r6AxQC6A5Q0nQWJm9ClVqLDce9GOdOw3Gk3aFce92uLNKU8wLWeMHiXpb9sqwH7EJqooXBgw3C9XqjRkpBRJhLFQMvRBNgGySQj32JGdtLpyqPllcw8o6KogcB8hAF0o/qDVGJ51IGYd3c82XiA+l/PyrTv2e554dAvqzeENvvjo0vU11uY/Dv79eHftSVXwZ9T+7m1Y867vfc54ISDT27jPIPKRHLNkG/7rOdvz8ooC/HcbjXLEcEhPpTpnNxdTVyrxt+gsMktC3R48Ygl1RysinC2guP7BrxrIhRAUKvuOLlybZtW++NouyLR48e/a8+5fvnf/65AUZp8MIijk5OQUtaIsibdQPUhRdeaE3PpHN1UtjN09+FhRnVbLHYgoUS/F+lGlHlYBPYvxxKPBP/wjjKbN+6Va1bt5ZsB+9/6NHC7sfmJxUTQCQlxSm0pVG1aDNaBhDuQixjw0PUXD9g89myfpSBa988iIWF3y6//aE2SHEdPZaTKw5CsZRRZqHrQvX5m4TLfbj9KBv/EICGxqAMyMs2AL9+d2MfdDM4lw3DBY9+m1pITOC2LyTiCJlNhjaaH6R/g2wm0qbQc0P1hN67/71s3brPE7CVODXudS4njfg4LKpICYtgFgs/jQ0bNtBfZIXH9XfddZfaufNeM7aSGo3HH1Zoq1ev+vgf/uFNH+47iM9hESuOtg2pCfFBxvnvHnzoIXXg0EH1mqt2kCVHHuy+Slk3ODA8u1Xz/TI4bMmNrxl50MWKvWPNZMI9mtK+5rWvUSeOHlGj4+Nqrx4kOMbUYg5Ujy0skzTzSlEyRfqXGmPxTGwTTZB7eoeRPdc7MXj7KC5kblPxurBcOM/RJptC7rwgVebA4v8uXxj+ggxxA/517l+3vbIhuL/dEgKxYh9ze+0yGfIg1FnZc/ot2rINqd+z+lFn8r0fEPRrl3+Nf7zMdrvsfffb8JajfMs2mtA5OdbPusdep3ju0qGIFWV8LCUFV0ZZ7TOO16pMEDP9vUuhdas29ENEdYllRC9RJO3xKVzfKcXfxNhiKc9cj+/AGwmPwHWmlltmqjglLpzDMVTJzBZZ6MfGxrKRkeZia6g1XatVT9Zq9SMav/ZqAvJxfd8ju5/8/oOvfe3V//Pq17/mLbd95VbCOwnLC2szYM3oWKvz2c/e8h9vueUzwbH9YRQD0ElHTEAwZIhOhwHZ8Zod6oEHH1APPvggYkHTDRgMeAHipUrMZJaZZ4VszJGYp9gXRRfxCyBvm0idOHaCErHWKY5FO5d5m+sFbKVQDLjMTAcLxO7i4CcrJRnHc/DkpkT2WBRFhfpDFIwczxeEuzBML4PURf/g8e5k7AcYy1EVbh1y3rX+CC34Mtlm6JnuOf8a9/dy1LjfBr+EqGn/fL/fZcUH/TLOqaz9ZSDog49bX+h99utP2WbWb4MNzYuy68qeZQ4YuiUPUMUZVHA8VY1abNKcddhLrlalIF+kAwq1O+p9Tq+XKJ+TuDO8BukuK0oQfVaWdU0cIKmPI0rCqADOZjCzhVUEMs5r8M70Z6FaqUxUa/WjGoT3VirV3VkWPdRuz9/7uc997mjPQHlFr42333TTTd/5mZ95x+uBgTAjJsMJjU8wLx4ZGfmr3bt3P2fy5UEKiziSZMlab+gXcuLkSXX/ffept7zlLeqnfuqn1f5n9tobMIDYVWAqIr99+Sm9iKgXUOhwxDEg2t1UPb1vv9q8YZ2693sPUILOYrLPAKUQWJf+ruwDVqgMsjiXu7d88dD/feuQ9vWNC+H0y2eR3bZIXSHTwdCG4z8n1L8QWJbdH7JqGRRA3TKoGMh9Tj9KtYyLcK/xn9nP5tu9N/Ts0GYXutef32XXhzZKaaNLwQ/KofjflXGmkBgSTH/gt8mUpMmhtevXUob1xcVEHTl2VAM2p0WLyGtOFYKGwe43MQkD8rbKXEgdI4JcJIECwkwyA3Gf5N0qIr6arRaF/wVAVmvVdrPRmGo2W0ertcpejUO740w9MLsw+50/+7M/Ox4c9LMoKS/Iaz7wgQ9cf+WVV/6G/rlJg/Tpubm5b+u//69k2n4+i9hBtyuG6kMshvPPP58G8HsPPKAuu/RSdf7WbbSLiGDd0JLMWsSVwot3d8mykhgq+eCRI2rvvn0k46nUmn0XVWYo9Mz5Lc9bbpIW2+Zfx6KPspLXzb3uS5Go/qElQwvUb1uIyvNBJ1R8Mzy5/lwAsx/I+GXQ637Q4lOp/TZhn10OiReWez9lY+Ba25RxG89lKeMe+s2FftxPfp51O+xDy2I5AkUJpKXPjY6PqenJKQ2Oo8Q1i0WRC84kiuiyc0alGmv8SJzncFo2cXKTuYn1ztRvi3RQoILh9UubwdJiW6/zCQ0rz+oxfqrVajyg77nrs5/97P3PpXVEv/Lxj3/8Dv3njufjWcsVFnF006VKg6lXWGh8/9Hvq1df9Wq1ecsW9a1vflPt0xT0tW94A9lAi32zBEviEHm9QODu+O7vjLdGYpFSiCsqNd2KSqk8qkDVRCwL9ovPypYtkjBVWVyw/v35tb2KHf+aft9DbXDb7fddzBqlnjIW3afo3Ov6eei5/XQBzzdfcuvuFzPDb+PZljKZtz92y5V+AOxfF+IuysQDoXuWE2eE7j8bTqasbaH7+o2Nu2nbfigTiMtG3ePgYOS+TNdE6tixE2rdmjXq+LGTBM5wRQZx1YH811DcqIsUdfB/oMQYTKBxfkuW465aNU5KuTW6rtWrVyOwW6fVGprU1x2pVKKnut3soU5nceftt9++8/777++E+nDLLbeU9u9/5yJKQgpOQa7UelebmJxUX7ntK+rtb3+7euMb36ju3nm3+vJXv6JuuP56tVoPMhQE+FQ870N/0Ush//SMPdgpyIgB9W7CFh5JKuxWWJ6Xl15qoMyELlTC53rBsR/Yh6il4jUmpvAAFA6NjSOa8EUZ/rOWW6AhkYb/19V0D8Jal50vA5CyjaQfxRs6HqojdI1ff2iDdTf5EBVe9qxB2zvohhKaMyEQ98+XUf5lc8Lth2+iV9jA7cZbtQRIlBmFeKoB+sQZdfjIcdVeanN2ItBTxqlMRbF14qDM8vrY8MiQWr9hPWLJZ8NDQ4u1eu1MtVI5qh/4jK56l37iffv2PbPzC1/4wkJovDTlGhzHH+ciIo5F1nwiQtyQettb30rhJ2Fy8prXvEZdf8P1ateuXerAoUNq7fr19LLzfHV+howiZeoWSvmW8W7N+U2cc6qXenYLHcPkUWFgku8oIZvi8iLyruWoqQFrC4BzmCIPizf8PvQDkN5nlwO4X7/7zLLry9o8yOZTtpGFuAX/GTy/iqZlZe30xzEEsv3G3L+u32YRev5zUfpxODlnwfLi3r6wiM4dM7gb5+uP57esWUq0Qecj8xvy4AXjopyQFzASF4BDhj0wPqPjLXLQAEYgZyfCMVRr1aVWqznVbDaO1qqNfZVavFtTww93Op17br755gPP+SD9mBamoLN00QSKVo8//jjJjF73utfR93/6p39SV111lbr22ms9OVIeWjP3dnOtNfgBpChQuWw6NkFUEZFP0mrhCnE1d6kwfzLSeVNviJWXUgZUIWDJI9qVU9J8XPrVH9A4U3UvFRsCObeNoWtCMRPc6/sVd9N07UHd3/5zBy3LPb8fELrnfW4htLH1G2+3/a7CLxS7wm2Puwm6nItftytmKqN4BxmDQa4t40xyoGYFXp4FXjl/+X5RthHYOn4C+EC3xJnui8mcMVcBvpQsuNFUo6PrCZSHWs12tV6fqteqx6q1ygG9OTxZrdZ2ZVn33k996lNPDdy5lfIDFRFxEMuBF4a4zzCrm5mZIWDGy3r44Ydpcb/0pS+1Qech6HepnNKJC0SNvEVi/sZRL6j2Y7Gz3BUmr8t5/nKLYtBFFmLbQ797n5fbRvt1DUL9hgCzjLo6m+K2wa/vbOsapITEDGXj4FPJ/r1nC4z92uQ/w32O9QPw2jbIBna2VHU/TsefX/Ib603sgd173OA9AGgQUUtLi5ailozzw8NDFHbBhhVWiCLZXtCAfWpsdOxQs9V8sl6vPqTP3fOnf/qnDz5fCrmV0r8wQCfpgkxQRFj6lV/5FQLpL3/5y0Q5v+Md71B33nmn+upXv6quv/56imYXGYq7auJjoORpkpha5iIUpZshWRYLX8GwG5YP+hlGlAdeQiX0Y0PLFhDXXwnWwY8q2kDb9pYuSLG/DoslXLDpZ2Lnt8Hvbz+q1L/OZZPdY2WihkFKiOILtVmeXUYdut/F41IAtEy3UAbu7gbgelb6z5Pijr+rBwhxMfhI+INBx6mM4g99dzeNPJ6Nsl5y4oCRJB3HYy5Pjcahcnk9Imzl+g1rSSGHTEd6reJB09Vq5Yi+70kN3vdpavrrn/jEJx5IS7xZ/uRP/mSgPq6UH35hGXSWLIAyxst+8okn1dDwsNqx47UUx/krX/2auk6D9A03vInk0kgCOza2SlnAimSRCzhzxYxpIh/L46pCrFGJOJRq7swS98iWfTEDTegSgCyTJ/p1lQMEbyqSDJTvyVnIsrpDlG5+T2brUT1yc5WPX8DEz90I8u95PbIJmKulVpV3SzY4OZ/LI2P266QKZfyjjL1A3X6z56ZfBATdcXGfK211vS4BPrmclMEo7xNvjALmmfMMs20X+i/jJmZh5QrV4ngWrYLysfUUafp7TVOqSXtRrdIU5wUXnK8OHnpWnTkzqSioTCzp0HqdjXziIu9Db3E3BNQHihduxEnSNWIKZWPRiNwYcSEA0OwpF4MiTpqN1rxeq3MalOf1Z26oNTzVaNROVaqV/frmx5eWlu54//vfFxRH3HjjjcG2rZQXVrEiDsoUooFy/br16s7vfkd9/7HHyILjwosuVHffcw+5fF/92teRlQdTO5hEhjK2IFeU5fHXoosn5feS804SUJ+qLGNF+5UQFR0C02JxlS3FtouMzq/TB+ni8UFamgNdDuSRKoJTvvH19r+XgpX7ixRxkZrnOxOKY+tSi0y15XJZe29gc8r73gtI+XWuA0iqipsEbzDF9rtj7FP7kTc2SrkZx305e2gjFsrU58bkGB9nG3vY9I4MtdSLLr5QzUxNqou2btF/p0ipjQDrsQ3QlVA/BEDz+cr9RQoj4R7ELVmoYcn7yMcT1WjWSPQwNNTQ3xscTqECscQI6llstprH6/Xa07VadZe+7rvT09Pf+Jdwmlgpz38RgJ6XCb5t+zb1tre+Td3xnTtJrPGWt72VxBy33/5Vdcedd2hq+joyMo9jzkwCTM0qKS3KkLKnjNULhQl9LuWhIUr3bGWFfn1lv5fbRPqJJEKU1yDjUMb6+zL5ng3Ezb3WQ53mdWcqBLzFDeRsZfmh74GeKaacQ9dH9i+mTx77pTzKmdzvi7H8DYrJBZ7DCDe5sJSo1es2kC6mUq2pxQ4cMeoUHwYec3mduRgEFDDAWsJYCnDn3n+8kcAxgxMWN8lDDqEr9d9up9M+rQmlZ/R1D2jw/tqxY8e+XmaStlJ+PIoE7J8TwJyZnVZDwy315je/SX31q7erL3/5VvXWt75V/eRPvl196xvfVA888D119dWvs5PNlzHKhOy3eH0vLDeXn1t6FrJhvZenigcHvn5y3xCouFS9T5GVtWc5eaR7zAfUs5F5+veFlFyZ+93+Ta0eIFUM4lRHwKRR+uk+IyRicvsT6qMLXG7xRRo5J+O+F1X4vVwRClue6Uexo3oytixCaWsq+sCzh8m5YnLyDP2mhKDtJfKwSzNWxoEShsWTcCAIzANKGPXJX+FqWrqudWvXwVY4HRsdndJHD1aieJee9d+anp647b/8l//0A7sqr5T//QoBtJ5A82KZgdyCt912m9py3nkamN+i9h/Yr770pX8iC463a5A+dfKUVcIgaIlkpcXHjbFq6l22AbLI3NgC/YApc+4LAYC97iyo0X6ljIp0lTqh65YrfrsG2XRCbQpxCUH5vT2H771ik4IsN1I2Mlm/Ng/SPil+iib/mfknEim5VRyjOrrfVJsaEUwcL7/huhuC+5Fz1hwNc9fIgDtJRx0/2SVREEKlA3hxnhTitZijPaJPer2sXbdajY2Nk4fceXrNIH3Rxk2bIJrozs/PTWkgPzI/P/+4Xld3TU5O3nbjjTfuGWgQV8pKUbmIY0YCFW3csIHcur+7cyc5p1xz7RuIrLn77rtVe3GJHFfE3IeznrC7aBqlQco5xBb7QWlc9tP99FgARINTwe65fiKO5epzqf0yEPTvKwPfsnbJb9/BpixBrb9JuCDsbniuXbkvO+4dj14wH3SM+vVfnhuSAbv15/WxLsOcYAo65oA++TM4LovUJYSBP24sX85BHnbAyDDP4gexIhOSHd5wKSmvl9oanDOm1CnkZLOhVo+PqlXj46o51NKfZnd8fLwzPDy61GhUp3Udx/TzDnQ63SdOnDz2vf0H9t550003TfV0dKWslLMs4kk4J6E+8RfBkuAxCFD+4he/qN6gAfvnf/7n1d137STqGspDSvBaqxq3T14EUodv5jRIKWOF3d+hawXc+yV7PZfyXNRxNnX5Igopvsw0xKH0i/3rg2ImlhKODjCzlhic6YYz1ygV2vYG4RTcTcHljPyYwPK74phqcmflmjxbD5vlirIworCXKnE3Jn4uKGABX8iEIYoAMONZCFFZq9UJtBuNmhLLEuhTNNCqNatG1MjomFq1Zk233hia0cB8QrfqYNJt7263lx5st9s7V5w0VsrzWQSgZyUedKIn9F2ael6zdq1645veqO78znfUt7/9bfUTP/ETBNTf+ta31OnTpzUbt5GoC1nsstBk0YUoZ/evnCsD8hA1lma9ysSQvHM5sH8uytmINJajRpe716fSXU6ljJovry+1yGvHS4FdVxQy0o6nKj5zkLb7G4gUkfu6sar9qHBhmTYAN3UAPaFjkPcCeN1MGi5hINwgiAgo5EZHh20WDQT8amqKWJ9b0NedGR4ePlyrVp6JKupR3Zb79u3bd8/NN38ymMBzpayU57uwDLqdzVgqplpRW7edpx577DE1NT2pXn/169Qze/eqnTu/q7Zt3aZuuOF68koSyiPLctBAEeVLCEjc4gJrKCu1/HUXu5u1wS0uRbY8C718WY6l98UKoXv9fpf13/3tH/MD3YTa0a8EN0rzn2md/X9udo6e1Ww0FYsQIorJ4PZluWeVHXOpf18c455jardjRWh4rNjnyzzBOSjmIKqAkg5gu2rVKnLMwF+kMMLfdqfTXVpcmu50F0+kafeAvu8J/YGH3F233HLL3p7GrpSV8gIsnDRWdWbJhZtsl5S6/PIXqQ0bN6jbb79d3XHHt9W1112nF8Bq9d3vflfNzs6oa655A13LeQZdZ4JeatmXa4YWsqto8wGlTK7tK3/KqbDnl4IOAa87Bq44wpePu3L4Mvm2X5/b71BbfJCvYANVuSUEX5iqHa9+FUUz3P3Ebs5iQTL/oihlkI0LxU1w6/ZPPmiTUMD4DieNXNQROVR2ZoA6si7LCEWAHHJj42PZ8HALDlan9aWHNbGwR3MHj7bb3Xt33n3nPbfeeutS8AWtlJXyI1TEzG5GZMkkR9b/sBAga/7KV79KIo43/8Sb1dWvu1rde889anp6Wq1ZvYasODgjQ3m6KJe6dc+huJS2W/xFb+uLY2MCliuR5F+Wu72Uln6Ur1vKZN+BUCCBh4hMt1xmbpquRAaat2359vtgXKaUVdYLL7cdJvFAllm6mQNUJWrreVvUJr0hnzhxguS07faSiio1urY3ML3fyN4NQ0QO4pzB5/JM73wdO3TAcgjzCJs9nKAAwmjD+PgYjnWHhlrTzVbzRKPe3Ken2uP6vgd1fXetRExbKT8OhSnoTmcS4AezIQTRR57Ae++9l1hFxOHY9fAj6kv/9M/qFa94uXrrm99KcjwAM1M6Rr5YKdoyl4Kc6mX/Q9e41LAtaVrcDDJe6JkolByKL/UC7AvQuPX5ctz8Mb3uwJEBXs8prrfEvRtAeFzYWqG4sdne279ieeGDss9p4I8k0HUj6kkBENK4yHNxDw1hqlpNZGef4/uyLN90C/Xnrtg4lHvGdR1HjcRGgBM5cK4k1M8ZaqrhoWGSBa9avQrziPLItVpDp/UVh/U7M1Rw+949e/asUMEr5ce+EEB/8pOfnPu1X/s1aw6lF4y64IILyGLj0stepK688lUUJ/rBBx5U1113HQG3sKRsNFvOZg8qEx7k3lLKV4DUEot5m6SekBilrN4gK2+UoS44D6I0Kyv8yMh+yhScxbgb4faiiE0w99WYosX5BpQkxhU/qoBu1ReyZUQc1dTTe/aqsfE1ampmTi0sdlSXhioxFG/XqUOUcl1qv0Q0pCzv+gPvONgMgxKGlxyCamnqONFU8ZSmhI/V6rUD+vjjadp9cHFx8Tuf+tSnDvUdwJWyUn7Mi9hBp88884yleABmF110EXkQfu97D6iHHnpQXXLxJbQAT508qbZu3UogyFYckXX/CgGvL76I+lxbJuscVCRhqT2VBZ/TT15bVuy1rJ0sBdKytpaDtK/8c8HVHg3WEeIuihS2slSrKNd4z4oIfAl0M039dtv6D8cY/ta376Bs6xUC25panF/QnNUSKeIAzCz/HVYbNqxTa9etVavGiQKm2BEabLvtpaUpXe9R/dS9UaXyqH7z39PP/s5nPvOZ032Gd6WslJXSp1Tliyz42FCiWO6XX3652rBxo7r9q18jheFb3vxmcmSBgjDJ2IqDMaJcg78cZWyfazaGsHNFft+gIJ5mfrr33jIIUNt7PSVd6f2RL1cOPzsP+GP3N/cx9hoG1nI7Z/nkEdLcc8o6ZVi35KzCDkb6ndVrMQE0Ytx1QBVDIaevz6JFNarBeNOmDWQdsVHPAU0Vt+v1CkRhSF+/R1PBj2pAvvvAgb13ff7zn18xS1spK+WHUCxAdzodvVaTyAXAJ554XC3qRX3NNa9XDz34EFHSP/n2txszrchYcZARQKk82bWq6CdzFpB27wlRimWWBGUUc9l17rXLycit+CTzlJZRrw13P1FPb/9Z6RZFOaDmm11kwdmt0wVl9wMXbnHSABh3NeBWTEAriCLA/SAwT6VWZ1M6TUFT0J56nRTCa9atyaq16sJQa+i0ru5QpRI9nXaSR+cW5+765Cc/+bxlVF4pK2Wl5MUC9NzcXDo5OVEZHxkiZVuqF/jI8JD62tduVxdffJm64Y3XqxNHj1Hs2tHaKN2DhY+4tYnKg4yHwNgtvtcfig+o/cQg/j2l9sae6Z/7/CAAe3X3gLtJbOtntvZN49w6+o0FD4HIxjmWtoAab/CnAAAIaUlEQVSzPB9yY1f5BrButzvGjE0Un3l9cYUzaIyNj6qhoZYaag2rNWvXkCwYlHC9VtMksoLN+wl930Fdx2O6rgdnZ6fvuvHGG0ttgz/xiU+UnVopK2Wl/BCLBWhNdaWaBa50G5rC0pQVgOW8rVvVT/3UT6k77viuuv+++9T1115HFh5kOhVxDF0AQtItKrJ6LQyWD8cZspcts7Jwj5UCuFO3/A1R1gPZR2cmPVfAlLCnv1ExPnGof277xSkjN0nLTdNcBR0+kAOzSVrFmKNxyEoo5YaGm2psbAxORIut1tBEvV47om/dE0WV7ydJ+759+/asiCJWykr5ESsWoDWgpKQQSg21htDuSaq2b9+u3vjGG9TBAweMOV2FxBvAZDHnYtOuSo+pWtj+Nyyi8EF8EODsB/rZgHUs53zBdeWKwlC/XBfmzNga51SvUMO584Zr/y1ZNDD2EFNwvGB2SUaENNgDQzTRaNZp3PV1sMcAFXyyVqserNcbuzUX83CWdXd+/OMff3zZDq+UlbJSfmSKBeidO3fetGnjpj+Ism6Pgm7btm1KnyPwSDpdKy8VypBtX7mqcpY+DgKxX3yQ9mXGPqUt3wugqfq7Wodsnt0S7kPkZCfvvRbecB2jkEudtkkAKVDDoHoFuCXSGoAYlC8UcavXrDJB3IcW9LlJffvhSiV+ptPpfF8D830HDhxYoYJXykr5MSoWoN/97nd/5MaPfWziyle+/NMz09MqTVhsQQBmqGWKEhZxPF5yBImMIkv5Iofc0YIui3NlnKQJkhIZ+rRXhqtMivlyyjtk6cHHezvq1rOc9UaP+MKIOHAUYwAg7hhZcEK2xLGqQOxQralqXX8qrJiT+/FMRFHbuJHjRAwNDXXgIacPH6/Xq4e6nfSJVHUfXFpauvemmz62Ei1tpayUlUKl6v54/wc/+Mc3f+ITU6+7+rV/eezYsWh+bl6xzV1qvcqIAmRnZspJyGw5h21gUQfLpuEIAUSrpOxswXHIlPH6q1Dujoq+Jo4Sqh9ZK5BaKFOcnJPz1ilVVJzpdhiKVErkOGigEHUaxYUNI7/eD+TE9wlVK4o4TtLZUeJAwlR2at3JQRU3NKU70hgmiheecfCQgzhizdpVOJ/U6/U5/Tmlvx+qVqt7dB3f15TwPR/84AdXLCJWykpZKQOVqn/gve973+c/+tGPnrnmmqv/V6ZOVpBhBUjphqJMhY2nND91NTs7b9n2nFJOrdWDypjSNpa6BM5xxNTz2NiIuuzSS9XBZ4+oQ88e5mA5UR5wPo8pwfDoKw8BrhWTyNO2L+1182YA7ppPHi+CYwVnNt4wu0Qz9S7KOKKA61WK4geRhAbktNVqzWsq+Eyj0Tiix2Cfvh52wfcdPXr0nn5iiPe///0/6DtbKStlpfyYlB6ARvnQhz70zx/72Meuvu66a79z7OixxtTEBKX7gSILQFet6dvI5jYj1p3soKNcQYZiJLacwy3iIxmb/eq/XaKLx1ePqyuveIV66qndavv289Xc/LyamJg2EcwEdFO6j0z6NGh2yLLBzfTMn06nSyAL0IVDhksVS2wIAV8KYQkRhAZmsgVu1skSYuPGTWrLli2wC05HRoYX9DNO6+cf0fXu09Tv47r/D05MTNy74h23UlbKSnk+ShCgUcCKa2rv8uuuvXZXNa6MnTie57TsQlFIIBkTkIoMueCmbOTAacwZvyV6GUCRwFz/bS+1ifreuGGLmp6ZVnMQqUSRTVrKYojMiCFSlaRdilEsoSp9ilkoaVDMopwD8OI8qF981m9YB4DuNJvNGU39ntagfVgD8jP6nif0xvDw5OSZ+/7ojz65ktJ+payUlfIvXkoBGuXGG2/cr0H6gite9rLHNYht0tRjLsYwtr4iwnAdM1BsqvlazBq/1AQwkgwsKlbzc0tq/75DqlGvqROnj5PCDQq2pU5KpmeghCGCgCka5ZbTn4qNQZ1/RAxBViaILVGJD40MD02Nrxo/3Wi0Dg01m3vqzeruJKk8+jd/85e707IcUStlpayUlfICKn0BGkWD9MSOHTu2/4f3/odHLtu48fLdu3cTyM7NzmqAXVAgWlOY5sUVlSap8i0gsi4o2YhAFoVk1UZHNqcp4UlYjIAqTjoE3JJPDlYR1XpDjYwNW+89SW/kete5dsn4/qu/+s5Df/CRD20v689//+//7QcYrpWyUlbKSnn+yrIAjXL//ffDpOHFn/vs5765efPmNx45csR4tlUteFrHjDTPZgfYlISdkF+LAjE210AWDNEHxBHDrWETHU+R4nFkZFSNm1RG69dvUGfOnCG38/n5BZIli2yZFYBs9nfeli146Nd/KCO1UlbKSlkpz3MZCKCl/Ppv/PqbbvnMLX9x1VVX/fsHHrhPTU5NUU44BHuXuMaikGORB4jixJrkwTQNZmnr165Xq1evUVu3bVVDrZbG2u5kN+k82+60n0yS7CFNC+9aWlp67DOf+cwBPPf973//Jf/6Z9/x5K5dD8ZP79lDEdlItAFzvCy15n3XvOH1eiNY+OwPY6BWykpZKSvl+S5nBdAov/nbv/muP7r55ocvveyS/3zXXXfFEF1I4B5QvnUTHQ2f0dExtWYdeccl4+Or5jXlO6kp7UMau5/otjv3zM7Pfu1DH/7ogeWeeeONN+65+eab/+ClL3vJf3zq6aetWGNhccFS0edt2ay2b986/bu/+7v3n9tQrJSVslJWygurnDVAo7znve/9Y03VfnnT5k1/22g0X7Rh46apNEkf01Tz3VmaPR1Vo4MaRJ+dm5s7+elPf/o5cU1+73vf+9EPf/jDF/zmb/7fv3r69KnqqVOn0263C2+8ZzRYf2doaOivNDg/9Fw8a6WslJWyUl4I5f8HrxI21YEg0ywAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>