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KAM InfinityBeam (KAM_InfinityBeam.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="InfinityBeam" ShortName="InfinityBm" Company="KAM" Version="4">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>b896b098-1c0b-4a19-994a-ce1cee37dbcb</Thumbnail>
  <History Date="15-03-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="17-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="18-03-20" Author="Nic Morris" Comment="Changed colour functions to variable ranges." Version="2" />
  <History Date="19-03-20" Author="Nic Morris" Comment="Added vdim to 9 DMX mode." Version="3" />
  <History Date="20-03-20" Author="Nic Morris" Comment="Removed vdim from 9 DMX mode as cant work." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="812a387e-d596-4bca-a764-8102d557deda" />
  <Control>
    <Attribute ID="Colour" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Red" Display="'Red %.f%%',0~100" Dmx="0~85" Colour="255,0,0" />
      <Function ID="2" Name="Green" Display="'Green %.f%%',0~100" Dmx="86~170" Colour="0,255,0" />
      <Function ID="3" Name="Blue" Display="'Blue %.f%%',0~100" Dmx="171~255" 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="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer 0-100" Display="'Dimmer 0-100 %.f%%',0~100" Dmx="0~80" />
      <Function ID="2" Name="Dimmer 100-0" Display="'Dimmer 100-0 %.f%%',0~100" Dmx="81~160" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="161~240" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="White_Strobe_1" Name="White Strobe 1" 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="White_Strobe_2" Name="White Strobe 2" 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="White_Strobe_3" Name="White Strobe 3" 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="White_Strobe_4" Name="White Strobe 4" 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="Program_Mode" Name="Program Mode" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Update="Program" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="10~50" Update="Program" />
      <Function ID="3" Name="Auto Flash" Display="'Auto Flash'" Dmx="51~90" Update="Program" />
      <Function ID="4" Name="Auto Mix" Display="'Auto Mix'" Dmx="91~130" Update="Program" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="131~170" Update="Program" />
      <Function ID="6" Name="Sound Flash" Display="'Sound Flash'" Dmx="171~210" Update="Program" />
      <Function ID="7" Name="Sound Mix" Display="'Sound Mix'" Dmx="211~255" Update="Program" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Auto" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24" If="'Program_Mode'==2" />
      <Condition Name="Auto Flash" ID="25,26,27,28,29,30,31,32,33,34" If="'Program_Mode'==3" />
      <Condition Name="Auto Mix" ID="35,36,37" If="'Program_Mode'==4" />
      <Condition Name="Sound" ID="38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60" If="'Program_Mode'==5" />
      <Condition Name="Sound Flash" ID="61,62,63,64,65,66,67,68,69,70" If="'Program_Mode'==6" />
      <Condition Name="Sound Mix" ID="71,72,73" If="'Program_Mode'==7" />
      <Else ID="1" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="0~0" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="11~21" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="22~32" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="33~43" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="44~54" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="55~65" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="66~76" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="77~87" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="88~98" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="99~109" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="110~120" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="121~131" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="132~142" />
      <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="143~153" />
      <Function ID="16" Name="Auto 15" Display="'Auto 15'" Dmx="154~164" />
      <Function ID="17" Name="Auto 16" Display="'Auto 16'" Dmx="165~175" />
      <Function ID="18" Name="Auto 17" Display="'Auto 17'" Dmx="176~186" />
      <Function ID="19" Name="Auto 18" Display="'Auto 18'" Dmx="187~197" />
      <Function ID="20" Name="Auto 19" Display="'Auto 19'" Dmx="198~208" />
      <Function ID="21" Name="Auto 20" Display="'Auto 20'" Dmx="209~219" />
      <Function ID="22" Name="Auto 21" Display="'Auto 21'" Dmx="220~230" />
      <Function ID="23" Name="Auto 22" Display="'Auto 22'" Dmx="231~241" />
      <Function ID="24" Name="Auto 23" Display="'Auto 23'" Dmx="242~255" />
      <Function ID="25" Name="Auto 1" Display="'Auto 1'" Dmx="0~0" />
      <Function ID="26" Name="Auto 2" Display="'Auto 2'" Dmx="25~49" />
      <Function ID="27" Name="Auto 3" Display="'Auto 3'" Dmx="50~74" />
      <Function ID="28" Name="Auto 4" Display="'Auto 4'" Dmx="75~99" />
      <Function ID="29" Name="Auto 5" Display="'Auto 5'" Dmx="100~124" />
      <Function ID="30" Name="Auto 6" Display="'Auto 6'" Dmx="125~149" />
      <Function ID="31" Name="Auto 7" Display="'Auto 7'" Dmx="150~174" />
      <Function ID="32" Name="Auto 8" Display="'Auto 8'" Dmx="175~199" />
      <Function ID="33" Name="Auto 9" Display="'Auto 9'" Dmx="200~224" />
      <Function ID="34" Name="Auto 10" Display="'Auto 10'" Dmx="225~255" />
      <Function ID="35" Name="Auto 1" Display="'Auto 1'" Dmx="0~0" />
      <Function ID="36" Name="Auto 2" Display="'Auto 2'" Dmx="86~171" />
      <Function ID="37" Name="Auto 3" Display="'Auto 3'" Dmx="172~255" />
      <Function ID="38" Name="Sound 1" Display="'Sound 1'" Dmx="0~0" />
      <Function ID="39" Name="Sound 2" Display="'Sound 2'" Dmx="11~21" />
      <Function ID="40" Name="Sound 3" Display="'Sound 3'" Dmx="22~32" />
      <Function ID="41" Name="Sound 4" Display="'Sound 4'" Dmx="33~43" />
      <Function ID="42" Name="Sound 5" Display="'Sound 5'" Dmx="44~54" />
      <Function ID="43" Name="Sound 6" Display="'Sound 6'" Dmx="55~65" />
      <Function ID="44" Name="Sound 7" Display="'Sound 7'" Dmx="66~76" />
      <Function ID="45" Name="Sound 8" Display="'Sound 8'" Dmx="77~87" />
      <Function ID="46" Name="Sound 9" Display="'Sound 9'" Dmx="88~98" />
      <Function ID="47" Name="Sound 10" Display="'Sound 10'" Dmx="99~109" />
      <Function ID="48" Name="Sound 11" Display="'Sound 11'" Dmx="110~120" />
      <Function ID="49" Name="Sound 12" Display="'Sound 12'" Dmx="121~131" />
      <Function ID="50" Name="Sound 13" Display="'Sound 13'" Dmx="132~142" />
      <Function ID="51" Name="Sound 14" Display="'Sound 14'" Dmx="143~153" />
      <Function ID="52" Name="Sound 15" Display="'Sound 15'" Dmx="154~164" />
      <Function ID="53" Name="Sound 16" Display="'Sound 16'" Dmx="165~175" />
      <Function ID="54" Name="Sound 17" Display="'Sound 17'" Dmx="176~186" />
      <Function ID="55" Name="Sound 18" Display="'Sound 18'" Dmx="187~197" />
      <Function ID="56" Name="Sound 19" Display="'Sound 19'" Dmx="198~208" />
      <Function ID="57" Name="Sound 20" Display="'Sound 20'" Dmx="209~219" />
      <Function ID="58" Name="Sound 21" Display="'Sound 21'" Dmx="220~230" />
      <Function ID="59" Name="Sound 22" Display="'Sound 22'" Dmx="231~241" />
      <Function ID="60" Name="Sound 23" Display="'Sound 23'" Dmx="242~255" />
      <Function ID="61" Name="Sound 1" Display="'Sound 1'" Dmx="0~0" />
      <Function ID="62" Name="Sound 2" Display="'Sound 2'" Dmx="25~49" />
      <Function ID="63" Name="Sound 3" Display="'Sound 3'" Dmx="50~74" />
      <Function ID="64" Name="Sound 4" Display="'Sound 4'" Dmx="75~99" />
      <Function ID="65" Name="Sound 5" Display="'Sound 5'" Dmx="100~124" />
      <Function ID="66" Name="Sound 6" Display="'Sound 6'" Dmx="125~149" />
      <Function ID="67" Name="Sound 7" Display="'Sound 7'" Dmx="150~174" />
      <Function ID="68" Name="Sound 8" Display="'Sound 8'" Dmx="175~199" />
      <Function ID="69" Name="Sound 9" Display="'Sound 9'" Dmx="200~224" />
      <Function ID="70" Name="Sound 10" Display="'Sound 10'" Dmx="225~255" />
      <Function ID="71" Name="Sound 1" Display="'Sound 1'" Dmx="0~0" />
      <Function ID="72" Name="Sound 2" Display="'Sound 2'" Dmx="86~171" />
      <Function ID="73" Name="Sound 3" Display="'Sound 3'" Dmx="172~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program 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="Shutter1" 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>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="8187e0ec-be69-48df-a1a0-bec5efd0c83c" />
    <Include>
      <Attribute ID="Program_Mode" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Program" ChannelOffset="2" Wheel="23" />
      <Attribute ID="Program_Spd" ChannelOffset="3" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <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="c42e0c03-81fe-4fbc-9e94-9e7b16a8f3a9" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Colour" Wheel="10" />
        <Attribute ID="Shutter1" ChannelOffset="9" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="7" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="8" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b9d628fb-e8ac-4f39-b64a-2c4f914571e2" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Colour" Wheel="10" />
        <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="10" Wheel="4" />
        <Attribute ID="White_Strobe_1" ChannelOffset="11" Wheel="6" />
        <Attribute ID="White_Strobe_2" ChannelOffset="12" Wheel="34" />
        <Attribute ID="White_Strobe_3" ChannelOffset="13" Wheel="35" />
        <Attribute ID="White_Strobe_4" ChannelOffset="14" Wheel="36" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="7" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="8" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Colour" TargetId="Colour" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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="Colour" ChannelOffset="1" Wheel="10" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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onkQNS/A6RtKay0zVTilhPCrej4yN7NKF0VzHrm3twCHpzdfXkWa/PHAfnIGCx8GPx1mlRHEYMHDg0ENGxdh/zDlil2aFBumYkDdWcHiawTnIgileupPHjoxlrHv3MTY6EJHv0c+3t7YdsBo7q2oaLX37gnw9Wut1sxepv2YCc97X653JoKeUAEDkboYgsXZGyxF2N3z995yM3D7dardccynPobuiSBF1q2Ti1bNUSxqYmCBvvGW1KRbp2VqBzDMI0AcXRygKZgjJkwjbalmlbKphkRtSRkHMkiBqQypw/bmfF7kDOYisO2eFlH3+xkD0248mHkxNjDztBc748IbGPYicdZVcSMmU3u1ChEoRyPT1EhTqyKQMGEs9S7chGpd1XSu1mRtVs3Le0f1lBEzmbkXR7YXHofXYS/3zyyYdhe26q9rLYlGCfhwwyfRAQ1fH1h5vZeTeGdhQSyLRBMCPysRlWsR6ZPfD6wOuVz1a560fU1tbelZSU1Jnk2IjQyjvzGY898kbR3gLWyvuofe1eNn/eHHbi9hPZTn+Dtp5c2ZF8Rhj5omgZEKqypCqwrq5q253Iz+HaQ3EO3RFdjqCRwfbX1/7zIt7LtmcjQLAAhoWWxAAZyyQtvw/6PpG2rQ2yOXcGIpMwzPflm3cxb7FC8rJ6Bpq9yudHZ0yf8MKzz06w2+1L9+8oOo+2qsa8h+65a2ZdqRKJJvcOsEvfavGztSwQYqcpU5mIZRgzCQlyKB0zfJebrYTXycQdgV1aNmloVfM4QYdS0geKBp9vwroVayZ41PsFko5LZSHVc0avVNN4aJApAEINpaLNgOgO02XpzTqzx5/er7/ml3nxx58R473Q4XDsX6C/CfBMPvL44/M//XhhklcVQ2lOB/MkJbC9FXVsd9M+Ub0R5Axz5BkD9CYfJQKKzBrB5X2V+jgKyhtKLmBWtj7ON/JaexdN5jqc6HIE/fW2NW9sXLXFhRuO4VLammQxyRSUs+z00ykNKZzOjKjNPgNQ0KUmESCRmjY6QtvefSzRAqejm/O/ueqCkv5oQT677ZH6a4e6kg8bQQPNTfXs55ZGNjw6Trdc2KXVQaZMesCWmW8I8htwxpnmRC1HdbhMw6rDA/s0I2l1OannUAS8XB0de51+duGA7M7/vgm+2LDkkZqGRlbLWaS1WSGoVu9OVuPuZ0rSxugNOcUbINVLUMLrArZnCAe5fQvThwlJm+Hz/IYTLXnx6yb38558sEh60fbv5nFyzvaigxJaxsGSk10Mxp6yMn4/khRVjHj/vgOC7fEU2SGep+36jF/AWE2SI3ub5/t8P/O/0aPtuFk9XPH/s1PGdSmC9vl842Y++erFULOw4YKk0SMDSKGGDS+c6qBwOiW8TmkUcqEkI0Dm7TZ9G+4MOUM9hwIcgjVcMddblN9317hZQrJDMW1IaOeKpKHWzV55/Ilrn/3zn2ccrnTlxqi2H2NiExgfqbKfvI0sOT4upMMQpCebO0DWIGpUsAty6FHoHEiakk+MRK0pZpXIoaQBWt9oDlEJv3DWG+KVyHlV/hLNvGGEYwu/jB1bFDpEhbvx+EeueWAS1DORM8D7Nf63kxP0CE7Uii0adudIQSSN9izI2N3M+rgSgshZdyzqciJrvKZnMM3cQfvlfyksL/7DMWnVZxxouvjcNV89+9RvHpsMcgYhw/qd4UoW/hTG/zAm6J/ak40fNFrYo8kWDdDoVwuPTVdIepykos18Q1jGn0MLfw5v+qR27g3PnDLtw4zWIbf8L6a+dxmCxjRV+UXr3ti5q4g5sgP1NUSYzoAzdOtS/LMZjDHRRNqyhxzErKwXMG1occ5hwulkEDmHCq0r36OY0Cwq6UU7OSm6a1i0Q7HRtUs1QvB+0cJ866dXLp8+beSZt3T44wcBiYmJ1eL4WhVSdNc0sT6pgU7svxaL5jCM5ap1rbQtmT08y/JZoercCyJqAiWzRJJNSO9B1LKphG9rjIEGOQNGcsaxNqnOxvai4uPaaprOsiXHfmH+4x1j2baVVyNyo7xK37OCrKNiHKy6Zrv4zPtfEbmxvyQNlLpDxIKqkFW0rLiFYzG92RAz3TBqzGWJ/+LfXBHxARlQU9d42ct/fPreveVljMrt9XC4mIWPThAuGuV0sHiHg+2r2ssKt2/S1Z+BucMsiQtA2Orp/a81zU2Qy/1ioo0Lkvpav9m++rJxAy0nRLecfHF8dPSm/T2f7oguQ9CWKMef7v71A4PxnqLeQXS40SBORHEgpKc9s+Mi+bIpJJDIoqgUBQ7deiDntxoWivdy8SU0MNjToArE7N4GUGOM2dfOClU7HGZQgWlDnJM18FDH8Ibcwlt5i7eG2R1O3X6s/Hj2uN1s2ZwFN5w7fNzjTqeztMOTPAiwpCVCABnzjgXgPGyyBwghVnLMyXHI4pX/aURttjNjMkuQ6QOdhJ6oEQuMTrVuzr9FR0DV8/DeTDHLIJL+Mn9Jqrd8x2e3Tp8x0W63Lw+7kQn27dsXv/S9BdfDOSirZxAzoaKoXDgNE1zpQkmHImmkfG81+Q2Q6V2XxujC6eRRIpGyrJ6NoXih8PbsOZeffcXFi4cmJ78W0QYSGlpahs56572/b99cbGvkAgJtlI/uWAwfBbrL3CzOpVwDZMUOzlHEEs0ylDiqXyAGmgVHcwgVzZ+9KDaS4XGWSVqOuIIpBGSOZ//+dR8OvS6+bvH5x+flRf8P1SbpEgRdXV1/6m/vvOf3IDR/u0MQnK2nouZw01PazuhgDwGyLSwbwf8fwQZkbtSWm6ltLJeJGQWPgK+3VbI+rKfi6FCpC5lQMqjEKAHkTICa2FcdeJhlxyBUtM+LP4+OpEHa0X4n+/TjhbbfPnbJn3LZmMCM2IcQ/so6pEHm0WdKWgE5HzdiEGNbFBKO7SDuWCvcLxG11RDzrEE2fRBIXUvFl6pXr2aNs97S/c6KmW9EdF5Q/5PV944tO20Wi8Xcm9cBPGs3/nVF/uq0PW59QAGRNZy88UkuEfrZWLWTxaX2C0nSBSVNzBJikPHSByBfhYDJgQiAqEHGyCxkdQpJR0rO4jfRbt+b98qAm65ZyknNrH8IiZl/fvzNl9+enwblbFUFTWamiyHELoETNdQzqWhU8NtdWsZi4MvgfxtXcf7kfzTtmzYbhoT7137I//9QPHeTR47QSNmoqMlefcH2vqyabeo56+dN6284/qarbLb4+Z05n+6KLkHQb7//7zfyVy7mnKU0BBBchnpvoaJRgIg8wyBVEXInES+RrQIl3lQh6gCIsGkf2CdC+EglU5EjMyjf61O5CcZkFHi2M+DdLtgWtC4AYvZW4VgVkoaqhnm3xeJhGEU/dusbN85+a9SbXPGtCXlABwnNTQGTnj8qVk/OIQBlKtukQcY084lM1GyZQqzGsnJmxZbkGGj6bMwU7ChzkI5NoLiILeJ/k7OVGGhrnXcUS477rMMdGHDfu7NPhnoWx636Etr8AfWMUZEMOA6jHApJU7o3gDA7OAoH+z5lW+2BnCT/jg84aV+q24cx0gO+FNm0ATMIqWiMMGRQargM3jHYi5oalyRWVQ2KtFjRprpVz776wedjvN6AuOiT4RKEDFgdTHufmZbJGuprGEyTE/PyMIt90P7CRWNBIFWv/znIcSgDqnpcjmaGdHy8ftX75x8/YTjvdMwfsqMIR5ygC9zVd7zx+ivanFKyiu7fO0sUu0dM9Ndsoo6kFXxvuk8lu0mPTXWBSnOCmPnwSqjmeGZKznKnAOD9p2rnTurZSM6RwhqbwHyNCknLocZQ1ssXL476z4YlL5yaMWzKoZ5pIyY2ICxhZyVyRtou0ne9Q/uxnzZuY3UW5SDlJBa5YD8hyPSgRoDoEIpowxBwJOQsA8S8xtcs/uAI3WppzhzC4jre0ABOPKMptA7ETCQNQD0bCRqOQ3tMBUtJzuHkbG6LJpIuX/6KsmDPKyxj/G1B6+mIminJdTmqlYicimYASZMdGgkywII583r9+uorUJdkTkfnvMVd9evzTr7xvgbm1cgBowQo5eYaL9fCDuFYhvM7O0MxRv64tUi8LsnP1/mPyNEvTB//Ydo0cUaEiu4AKE5avA7BA3ganv+ooqaGN4dEp4zv6Hy6O44oQVdWNmWeMf6MvyKKIcqhmANIRRPoJoOkPy1R4iwpszBSUFQGSFkEzdv6snUV5sQcDrJdDaAi/PKxomPBMBDB/G2SI5CiNxTFzIk5zs5J2sfscfpb4OHXYOmcBeMmzvjF3fzj0506wP2EK7kHy+3Xi+VOOlMkaoKcga2F5YzipI02aUBWvnhF0ARl9hnRkd0YCCLzCLb/ryXQw/WIjmbHt7SIjgXaFZ3Lvq0FLHb1D4PZWSESbMJg4MAstnLNen5TRFaRtpzIWbZFExAj3VS9Uajo/hlOTUUDMHMAe/e8otvGqKxlyCF5RnUcCp9u+K9IjQ9MEJDG8gtWPn1q5rCPwnX6lU1NmbdcfImwV9vV9trL5RKdd6uaQQliRtse1D+DJcQns5+2b2a8H+Qdk0MUAWObd7GMYcEkDSDjNhxJf7J2F3v2lEt0y2Hy0JE0wIm6nW0d1+g/5Yk4S9TDEV2UboojStD5xd9cW1dbHmM1xAgrzjWHRn6kVOGAQG+8sgSREGViGYXhmYEqzQGklgGF3DsmZ5nAQezCYVg5SJQPBWRyJsA8g8iNNsNMLhS1AXKWYSRpmDqW569mjatW+1P2g1Q6i6bGFjZxzBA2eECGjpwBxEnLgCJFxiEI8DPmZ+d6LKIo0eSsLEHQZO4YI9mmgUjI2Ww9mCxgSjHbXiZmAsj4p7Gj2AA+AgAc/ZpEB/Ndii94XsQOsK+26cRPP17I4CloUM0aUNGtnKCsfGFUdPhsQtikixiuw086kpZrRRMU4v5A+xzK7EGQQ+pMsSO49tbsl5f3G/7ySHT4d4c6Zn+jiH7XhklwCoKcfXykB9UsQg2ZEmZn8ScJswaJKsUezcToF8lZ/Xu5hLkPEI7z3oFJlkOZOwDYpvGswowpZ//KYbJwLMLxv7Nh7XSLb8hxmbGxdyfFxBSH3Gk3xhEl6PGDRv87jjlmeKSJX8mphlTS/o567SYDghB5YybCFj3znkD4FSI+wt18QmeVM20DgkasZx7/nL/tu6B1oJ6bm/Xp3BgZyLHPsDv7VLumXVXRRpIekNOPuSaPPyxJK80+D9vjbWSDDctl9RwKi0pKtNcpcAz2z9Zqa4CcYas2Ohg7C+EgVAkapEyp6ayDYyPA8Tm6uvPNfNm2b4Qyw50Spg2M7HjbbPYE255Dwe+vYG5vDlcYP3FCnmhKzoA8FRa+g20aMBI1wUjMYkaWtfsMU2opaK77me1lw8V+F74375a+117xdFxcnKltrkeP2PK7nnngD3dccOvfQc6I1JDJGTbpFK6oE5JjWF1NhZaA1apqDuVVIeqiPW7hi8Ez6i2sYqT9OzJ3iCiqNiX6qqy+QCPpVmmyZxk/7/h+6s+MHX/uiPF5hyuH4HDiiBJ0z6Skoq+3zHnqsrzbHi8tdwuVSY0fKho32VXjFvYvADGXMmHLPTNBjrCg1FOYRKjIUqTkDFOGUZ1TfVsgb9Botnz3Ik1FI517r+rtlwm52atX0kYYSRrRHFfef8PGBLs92JB+iLD++9Vs/YrVLC7Dxfr17c8GJCWzH3YXsna1rhglsMCe6x2glf4VihokTs444JPyHcxRYv6cmKleGbBx69YpVmybjJP/IvU9fk8jaRNUrFzD+byEFW8r0mK868c6Opq9VofKyvrBLz3w9EUgJDHy4YRj5eTcxAkoFpLaGRgRtTUxU1MH0CSiebazGks6S+XkCbLsN3SCbpYVMnsQZBIH8RqnxyKAxM0IGYCDEnB7QYs21ocpJL1zy89OLjC+vnjkmceZbshx8ciz/rFr+kOXv/b3V8bhM5EzbNJ4/lIzXay+ppkhNlohDy/zGU/fgygPr3CUQ033SHEwm80nRXV07Di8oEhxHFJUB4iasoSNuQ7Vtp/7F7UmLPYXJuZytATtsBvjiDsJcxNPeyJvxMmXvV3+uTAqk30PSipR34UAACAASURBVDpGtWtZuCrF0KmV33QYN4ikSVEPiO3BmntYtUpaVLBFqwvQFpx+GgnI3owUViOgpMezyWx5/iJWuH0nq5XiZNtZaFK2ejBLtVOYMrRlyOhrqmcDONHl5p5ce+FJk+7drwPebzi4kq5hzaUeVl1axkqSkkRUB7ILkeLclOxgma0+JrsEZYX9Y3Q0m8KUynSOLQFyxvJ9HZCyDDMCRycA27hG1ipA0vT7W21tLLbVJjqSjVX8IeZ/tKemthaW2X58p2bwyC/+9ubtm4vFe9yvdqdierI6nYqSNqC9xc2s0crU5JTAQkDVOyjp79d+p2YbYr+52vcg2Sj/HvPi/nDyDeQP6ZZnWem+eEV5n9IjpFrGfrYUIjJHb6tGvWrM+NJQ3w6RMYJ1MBvmDbdcd+/ct2Z9h3vvUTMGQRRxGQ7WXt/Kat01gpTJTo1nFmbKKMOlwTOMIMtmrpdS+Wh4dwnTSFor46CCyHrdtp4izPUTBABsV8yR8CGd3j9QJE1ccynXQcRJr/1w4KyTn7iPf3wq/Nl1Lxxxggbuv/KKJ/69YvH79TVeEStMJO1rVoZLBJC12+NmabwHt2cHSFfEIas3n0jarGhLJDALpSOVIysfAjqJKt4CyTRjTOVuUXk42hl42AVJ+wMkjXZ93LhR7OOPPn2k1VP/gs1ma2SHEwaVD7s0P3KhQD38Pb/krKWimvPKcGapS2SDEmOFvZcAW/X3I/uwPZ8uZT/5lOiCjswjkQL7ke3itAwEjb+VP/wglrUmxDJ3fZMg5FibFCscfgBjiqVzFozAEL8GCtoZiFvHfRMOQyNJ47NUBlcmaZCzKE3KmHAcfrxwEydqJQ8JE83u4ISKmGmQa/meKp29WmzPlTLIGRCkHEI1I/Y6FGo9aaJidVqag108cGCHnVWi3b7m0l9OWPC3t+efg1EEyLi3S5kHtLBUmUxYJg7yIZFJD9s08b9Yh0s8v3V8JFbHR8M9+DJsLZM0IFfAIyD8VZA02yXMHsuKZim+oxyldzHW5sH6S7Z+8+A5ub94MzY2tqyjc+wu6BIE3ffsyf+eOHbS3z/57HMdo8LRFmVSZAh2sYRavX0akMN6ktkG9jXTk7QwUaSFDrcyI2cCyBlEHdVaLCp4zf76v8KsAfOLnIxiVM/R6gMuxsVMIWzjGcVG+dldzzy4OiUx9gmWuB8FhvYTlrRE1tRqYTEhWgHIDoCdurnWw1xlFVzRZQn1XCqZP2D6EDOX10U2J2ipwXTSERCN0WPwENEp0LakQekYY8mfictvuMXRCTGdcjo88uCDl1RU1H3/5eLFQwQpW4iElHuLO0njH5t6u+RMQ/oMklbKkwZIGgBRA1tU8zxMEoo5Ioq5O5EurjdldLwuyD9lyrgPOlyZY9Id99w7d/nKKcgkRHo3AOUcaMkB0PWQ/S1mdno40HuwfTqSBmQ1XTrq+6AUcahqBbiN3wsHIuVAKCnh37LS9F3srQYWl9sW/9AwNuaOSM6xO6BLEDTw6Cs3zvw0e959LR6nLtSOvMQUH01AsRZbUrCjwUjSxjoeQyobgzIDBTCcVLm8bo0yTCf7dj9LK/vqixIRUmQMn+vjzBDHh+OU1bOsnAGr+pnOAMoMu4Ey++MtN+w7//gJN3RwiQ4ZcNie1oB5QSZskDPBXbMP2YessLaGNfraWZzdyvbERbHTTjtNiZveuZvtblWGqvKdIVLFNq31VdryWq567fzxxn5kYD2AlvfhihkEjf1g2A1lrxVkoGseFyBrHThROPyWjcFfhEaPHj0a/vny3y767Z13r9m8aV1UablbYUC1XdIVgf3ZdoD9qSBrQ0U8RQ0PZaeP6ceWrdLb82HHjkkcrq4TWdgdfgNa9VfT+rHYCB/5EampW+78y4MvPHrtA/chvbu5xiNGFHLnREQNhY0jaa1RRheyqQPPC0Vn4hnexwdiaZ5KZrMrFw4jUHpeARA1po+T7dOUUAaIzN+1ijORQm3XFXICT1fq56zYvvran3fsvvtIzdd4sNFlCDor7uTPe7oy7yurUZyFrV7lRpOXGEMlImmYOno4mS4lXIYcewllR7M+aOBkbHTUeNN2i0ZCscyAzddDVKXbifAiT2A2FHL8QVWVlblZmkshaFLPRM4IqUOHw1SbM8wahIH9s1nRpmKWzNXJ5Xf/8aLoLlQEBqQcY3cGmQdg+vjs68UsNi5a2KjxYPaL7y+u79I5mwQ5w94J1HPihr0SAOEiI4+cdgR/fRNrZU2M4l6wT3kdEHiSPU4Qc2JTPbMmRDFLDRV32qeaYtRjAzl76b2VxdoObOaklJT4TR+8+3rcjzWrRlz+i9uXlLndovuWVaJMznjfFmYAgSxDAPHCssmDIL+HrRomj4KSNF1GopJCHnn8v7xPYNXKb9ldt94Y8faTBp7y5MuZrvvgFKxxu03JWTk3Jkw/Tk7Oft4hkoCh1yi1/8WzK+bjBGkb8gcA2URJxciIqOWQWUApaKYWNVMHJ9hmJStLeP3eO5DAkh/xiXZhdBmCbq33rB81diz75LPPdctxk+VQHniHhcNQrQOgkamBqLUsP4N/j+zJRu856gdgX3IdDQzHatTfEZEkKpOAmImMlXRYh1DRGnHLDkDpPdmcszP6C2JHTd1n//3SvK5S71bXifDTbW7Qx2yLM3WoNmpHC39IXSLiA0AtBpAzkbJuv97IEiKJnEHU4pX/INfqwllZUN3CeqT1ZNU7g23bokPhR6N1LEwhacCV6WJ+v8k8XhHi+OQxGz9auXDStEln51eVu1P8DBXcmFCTRpilgwPwpbRoXgVvkDPNSKT4vGodX7auVJC122BfBnmHgnFfMlauXcfcdU2W5KTIsipR3jMzc8C67ZsXnwzitRjO2ad2VngW4tTRhUWtGU2QBZZPNQNBUWvRHdJzq8s83K3YrGx7EjqcQgug6C1s57X4T4o7RtAHFy6XK6hqtxlkM4cMM6LGDS+0bApS0FDLgKNSmfQTdmURw1xjmPGEf5brDqCxocMw2pkRXgc7XT0je7QzKCFFxp4yZSLmh+66wX3GoFGRS5rDAJC0044Hgqsh3josPpPzkMjbl3m8GKWgSJSRnEk5EyxcEberlw5kTERMQFIErS9/L/ZTXsLS0oawqIRUYfqAgiZCNlP7CryiVsSBzlQzxJX+0/uLv5h09aQL82vdNa4kVzIkvELSqtNQmDukIBShrvkgG5XufIY60kaCDgWQMxEuTQxAdmcz80Y4coazEnhr9pzT77nt5sgOgOPSOy99fOO6dR/XqCGkZso5ziSyBZAnqSDTIJZBRYtps6r5c+/ZpUsPF9txktWSwCQhhfjpkFBJHNuV1tafMCQ52PHYHdFlCBpA0RUR7WAI2aGhEt1cMnO4mFeLkSbAJEGAE1GeL41A9i7YllujsoX6Q4xnq8PLLNLDVMd/B+4RkEqdX1EBiPGUw16hmrFJPVf2KMjPVDKXraFycgoB6vmqex66x5UUG1HHdKggCNngtpQ/wYkIJ6YGNeuZSPGLD19l33LCqi0vo69M0auP0hnWOhrF9QT5ovMjG7SYsaTc6HxXrqJHHboUrF8vlHFcWqpmb8ZvohPx8+Ox0OGpKg4vSNc+GBju6vHDnC//M+m3l968ZFdxQZLXoCblOh2y6UOvnkWxN40sZcehGUxNIJyoMedhODIGqLoewttooltg1TerkzpD0BePnvKf3NUJN0w79fY3UdVPM/GoJg05okUOvTOijSk+GpsjkIzWxq/N3mZ+qwq8LM3lEuIKogrPcJvXq+U9mNW8QZkF+Ihk1U3rLXhv3tQht90U8Tl2ZXQpgsYQWSZnCtsJBzJ1EBrkBwfherE9RPhXr/Mm6LZDDefdLWVc+W0QCTGYmgqEkcCHp9XqPmBOqeUNKAnjeo+i3rGsjTKn1J+yqsoZKrpWi9oIgCrWEdCw7/zDvcvTkuNntbcfmK30QAGTBq6e7ogNHnhBfjolzc+X/0MomiAqd5lQszhFsxI+ZHYg5x+uc7t0m5qi2oR6dvuCo6PQQTjp/gpSdoj94GfpktLxiXXtqphW9z8gJzdon/uLYWlp6//x8R8m3/arh7+nOGkQVLuolxxcUIlmEmu38e/bghuyRtQGB7iRuI2heuHmwKT1EUWSwCqEvVfe/9hfnJYS+RkrGJYwZuZjbz1T//KDT7/OzzsJ4ySn9Mw1qglmRM6knElto+XY1d7bWAIBgJqu5J0wjPwgadSYFueKAAGTQACAciDEej/sY8knKCNnkHvh9k2u+raWCxJs0Z909ly7GroUQdONAeQ0aXIWhoKRpGUgtrRt7GliGA67c1nLRkHOmEsNZI7CRs28McNA4rA4FDL20n4V1ew2NHLYm+trAo5CkQLM0BCV2M86A0GLrTgRNjXVs9jYBDZ+0sS6W2/89Q1333bTEZ9eHgraK11bskE7VZJG8SaPUEtkm5avs1clbpE+FPI3QN5Fxdu1z01SxAipc2WZotb9KqF7VKVFCtko0YmQlfUsSmSMBCzvOzrrxw4vQicwIvEXa+/6yx+fvmPqbx8kpxmF4IGcBUkzhZyo40NHBhUNwrabZB0azXYgWChvWld5rw/VM1PhtKxJ9aPU+fX7T+P38M7f3vDk/pz3tNFnzr3wi4k7p1582Vfr16xPlNUyyBnPJ1oS3QKZnC3SdFlypJMx2gMk3VqmcACdeyBvVYFZYECTq501qc79In7u9TWr2Z76hglDXCnHCPpg4pYLfrnpkZfezBUOQaejQ3KGCrOS2lYfZgyZfRJZ1DNlOp4JV57DCXozay2sYjsry8T62B6EjN9ThqwKCaMYTLm7Rt0vY8TYcG4kqA4gr0MKq3MqDyhsksnwYvPtW1UCBwGS8w2p3MedNJRdetdl/4iJiQkw1hECV5e7zj7jbLZqxWrNgSlevQ6NiEGYMqEaQWRqtoxUrUzCeE+/hWti3Lf4bGeaKqVlpIypJRB5e6QYdIQyImhGIwl+X3KHxFdHej0ihb+k7uH7/vTggNf/8c/LGO/gcTbtqmkOKSX4DKcakRMQw1nbFuMKu1+ZlBWziFd7j7aHSBB879PFXO/UkT6+M8ZkA1F82fR3ntk1f/78mdOmTduv87bb7d99+Po7Q974x58XPf1/c3JpBGVXhyxO9bzNyFls72W62c6158eh2KaVzEOHmpym2KlBuq0ew/mEiN4CIKTK3V62cdvaqUNGnfn7/TrRLoQuRdDXTZ9xw4tvz/+aE502DVOruKmK5xsmhDrJIgCFQE1eGzIbuBw3F4klUNA7tywVFbhkYgdSeKPaoz5IaOA+3kAQOkfFYMh+JtwOfF1sG89JrIoFFD9FdnjEQ8q3tQQPREFIdz3zx4azho594QAu00HDHb+5fg5XmL8GQcuZjYqbU0FMvFNEUzg0x6A6ihAvgeQNQDaFEDkT6L14tTBdyGEQPAFyDgXKyDTdXDr+fvEjD3qEDGJs586de9Xjb//Fc8+1d18X5VHCQgmkno12agBE2WpQ0TIx02eAbNfypOtk08Yy+h7k7TOQMuzgtAzHg2iWSYPHPJU8Mv6A4oNje8SW33Dfg5O21jX9/bOPF05zqB05Rlwek/OVEWqMRSNSPOOUOUx5BaWqQ53WS4pR6lLHqrkrss+pWHVk4nndtaZkIBu1f+fYldClCDrBbl/91w9e+vMdF/zmz/ZkB7PzOwqyTJDClmArBjHTfH/tXmWetILizcIZ18eVodk4UbsWinjrps1s1fqVgXrTfB8JfDsx4zZsExam2VPRGVS6lZKKNsk52SpP8upVGmQMC4TWCcUH8QklgTKN/kDsM23ZPzebnX3KxFfiLFGdL6d3CGCz2RbyF5HYZfa98tARGXtZg93CyVqxPet7Qq+mmnWvqkSSiRrEGu1xau9lkpU/kyLFARhNF4DV0Dnojlt9TXa5mKPdupLZTFc7IKiJENfvvuRXzr/833uXNSPUTOu8lLYkE1Ky6OFU30YIkhYmE4NTETCqZpmc8d4YJYKSqHEOvVr/00uPbf1x/do3JkzQ+2L2B6iGN23q1Cvyrjyn7L5L77qDOkSZpHH+4elaAUiZyJlGynhOqb4HPV+UmSim2uJ7hpPQ29zCQM8Nap4CbQsg5vvuo8BR2KUIGuhvTX3u/ukPnvrycy9OFXZQv17twoShJPzJT62fxSGSYPc+Vs0bZmayi8Vz0k5Vv8UNTFKHUETS9RZ988FDEKUqZQzLkNYKZQ2HIT5HKX5C1upXOgkAir7UW65Xch6lYWJ4TSFj8qPICWPBoSCM/UXeoLFXp2a4PistKg+bE0fiyGFwIEIpe73BDArHkc+QnAPoCNggqeJ9ftakuv6InGkbR7JDp0hlE4gMp3qM5154duVtj136Gu+EFoQ7rwPFVXfce+/2Os/J73/88SAjI5GNWh7y4z3ImdoQCE2O7gXBxtiM1BZs4pNJWlbUTS1uLROXfhf5BVNOmnBvgi2641q8EYITPfZ154i13+y6fPJ5z9aqJkG6pRamT4k3gswhFrXGNMgZy6okP5QczkrnBEVN71H8ycKfbHTUKFZGxA4y9yszEXd7dDmCPvnkk1t79x5yy/x5742qKnPrSnzZJVIm8oP3H+E4fTIzWBQfgrvdZcpamYqCwHf4Q7BdD69LxCDHSw3ep+4SipyUslITR1HComC7I9CAnJLJFOtANTU6vTqygV0UYXQwisg20uvPnLSjoKBgZW7uwYssOFCkJsXlL8rPP27OOx/8c/782eNLi0qc4UaqIEkoU1JKTVwpmxkrqGpfKIQyTxB0WWsGB7DP7LHn62D2j5tuv3Xjdb++8ilfc9OnPRJ6hKhof/CQmpq6Z8b06ZP42/y573880C+pZzp7h2qPNl4NEbqpvhe2WozKDOQstlUVMtbxUzleEJEN0sQhyBmf2/lnVEUUcdkYy3mV7Z+7+qq1nJw7PSdjJBiSnPzXwbnDnt24bp3yzPBlKE1qkxNbTApMievBv29UHeuA0SREGbkIXyWTB828tPz71Wxo/2xNPRM5Y77PPgMz2GV3X/rPQ3G+hxtdjqCBnj3jKv41d97d034xWSvsIpOzxelnHrdXRH3g4U1IzlaI+LhhbO369WyvWwnXgt2tQY2nBEDmWN+rDdOZMKNocCpFyeDgg8JDcL5DDR/yOwKRDQARlHiAaoIZjX6j1lsjTC8nDBvKrn/4kd/H26K7XL3a9MTEwrtvv+msm669PM3rs572zuzZ178zZ+ZFgcSdgJLFNerI1miGUDZjWo7XBq6HrPaAcsa9CsXjOhMHXy87I5O9v/i/z9sqq/+UnBjXHFQx6RAiJSWllJP0yROuPPuFN5/415Url60SjdWjHpsMWT3D1EHnR8QuNjHsn9qS4q/26r4n0hbfeQLbg7jRXE8aeQLrdebpTxy0kzVBz/REtkZqE2SqoE7JI10DubASnhskufjV88CzApB5EKGp0Y5ksb8mr6KsZVP7T5uLxXWJUitgIrwVUVLzvln0Z3tV1eOH8pwPF7okQQPDkpM//O0lv3z/1Q8/vxx2J7/akkHOqP0bm5bKeiFhIapNZLChTgMwODuXbS3epJC3Q7FPiwy3KGVbqD8E3FMIlNzYQdZQ11WqIvaoBEDrhiKmZH58NbKnWSUWNLwk3sDw3UUXX7mBk3O4XKgjjvj4+Mp4xj695/abPz37qhFTH/3dGy9tWr0iq6lNJUPpQUOtC5FOrZqMzK4MkS++EwVAnQHyFftAhIjHIr5Plh5qGeRw0+2XeFk9nvPGjvL+/rVXnxniSp7BXJ0O8z0oQFr0xSlTbhr/2i/+tGznN5eXflcycdXK1XlbN21O2s0FQ7gwUcqwMxIzkTac016pUJGx3UKJQkGC1EBQgJJy7WDj8yZvsNnC5uAdMFBAi7FAR+KUjhdQzFEOnckH5Iz75xCjW66kDeRM78W6Xq/WicvAflHWtKVGGTkM6teb3XjPH75w1tU9kZWTYz6rbjdDlyVo4Io7Hrp35teLJ/o9Fq02IX+vHTVIOR7MK7V9TMczgPVnW3/extyVfpbiyGRNTtXMwW8mVHSUw62olRBTF8WpMZ2AiANGQwp3oGqjbGQBxUnEBOfQsP4Zzb++6opuFfIzzDXmP6+/MnzZrOefefvFdz7SzWjqVGx8nFlUx0yIfYjIFt7ZOTxMy1YMImB+bWMR50yfTdaRw+toFEPP6rTLL9z22MOPXZecnLCyUyd4iJCeHrd3WvqUl9hI9tINV1+WXNbWdsNDv7nt+vXf/zCcTGbCtCFJQYgC4/CewtXEUoeSFmlWqIjROvw6+vjwPik10FLPu/Bsds1Vlx9S9QxY0hJX85dTjcvJxqw8TxI5ewLkDIiQVHVUIU9kAUJuZHpyhkqW/RpYDnJGCOuN9/z+q0suOPtXffr06fwQr4uiSxN0Wlps2ZzP/nvfFZMueFteDtUMFU3KmWpAYDmIGBXQcgYOYtt3bGNNdrewTTIpNR/OvRo+ZLIYSFp7AKQkDQLZCMX3JsdKpg40vJxh2eyS8WOr29KzvzzniouX9HA4Pk9xOksPwiU5rEhMTKy547Gnzp9y1++nLHh/3j2zXn/r7L1B6dihoXRaAaVLoXkUimeM/Ahs2EH6KMf4SZPYJXdf+uppGbn3cnKOrBrTYQauXyJjz8/74L3nC6qr+TWcf/1Hcz+7iJWXRBNhmYFSfwKmuAj4hrdV4wzxtz8yfUVKUvz8AzuLiKCdCkVyOBzBnY4ZOWMdmZTlqd/kC0TmMZqNiEgaNmeMGh598vEV0y44e2q4Wcu7I7o0QQNDXanvjM879aLl+asvNPveWKAHKjmWDxhRAS01tQerqtrHUPsrmytpmDjwB+8/GkiVF6aOYAeOkifj0BE0QENRM2D9Uef+svW0safmn3X1iJnJjdn/yczMPCo8yUNSUr4cctvNX57169xzZtz65mMb163XRZiaXj9TklXIxiy5RYbxWzlyBBE9EydM2PPYY0/+ITkx7r3OnMeRhHINb/qycPumJZ9+XJCHZZYwRCYjEpM/kRbdC4iEgfGJh3XqNHS8Hq9DmL9Q1MrjrtElqggYyFk8Y6p6BjmHg0zk2E9TlVIgbdKZE1pvu+maG6Kjo48qcga6PEEDM5566neP/ulP41bkr04TRdwlTiY1TeYOmbAz+iuJoiBplFGB/RkmDjgck1xO5i1XZip2Sl52vLapCSfCSYUG5CGvvIMZKkmKbSefnee7/ZGHP8l2xv4hJiZGmTxPX4P9qMCwhF8s+Pe7v1gw9/svn3/0mj/qHn4tHRuQvPZybLBTejBpmWzAkDPv9N8HPufl5VU+95e/TOQP49ZDcIqHEQFHNTkALdJ1kR3ZgJF5dLHW/Hr7mnwsOlUxi6RmuNhdf3lwgd1uX3M4zmSQOguQmJ2HKaVe+yTHsL3lAaelT72Vydo5KeRMpBspOWM9R2qCRs7nTT3P99prr13O28O2g31eXQHdgqBTnM7dp1959kOcoP8PhAyAlOlVkHS9YpOWTR74rmdGpiCPSvWGpmYEIkKEw1DNVJIjNCh1lUKayLElhubga9U+OOy4Yc3XP/ybf1144qR3+MOgryh+FGPayCm/L/1dif3l556+k5bJqpjshYFL6tBHwKgPpsORyWQHgmZz1SHwPZzCtz56yUPdmZxBZnEuh0iwImC0t6eySq23HcK8o7bBQK0Sr7i+GAE6hePbocWAT8zLY1NPmnh4oxi0jlV5RZF/PC+n8WNBQsm6nzbz503tiL2IwDLkIUjmGWPsvKycaVQMnDpuVBsn5ysOkxnniKBbEDRwycgpr5Wfv/SimV8vOVsjZYmkATmagwDFnd5nAHP7NokbiwYM9QxguIx4ZdTQoEgNGdoQ1BPIiENNiNPHji2/9O5Ln8/rf8ocxMEe0hPvorj7tpvv8vst9R/P/ez+yr0lUR6vW3tG45gjiGhEzDh/QOPEche/1i7T9GBSk8jkHJw7jKXzAVNFuwjlajr9inNezE0a89rhOcNDA196liIQHIGIpKTMdFbra2Qn5ZzAevfJ9C7PX+2IU1vj4JwhrePzJm/rOzoLIzM37wq1iTNzhyjDNKtvCPv8vbnZ9oqS6/F58r3nLeGC4dvDeV64i1pZWm8gT8EeHcfeff0NtnjrN5iMly3Jz2c1ZW69uUJCOHLGdxSKBx/Ta3Pn3c7Jee7BP5uug25D0MC0e+77zZLNhWsrikvTiJQBImUQtOwwJCK3RCmzmEAtU4w0iq6LWsQuJkwd4TKeLE4lnhkNZNrlF7IZ06cPQVjVoTzX7oB7br9p+rVXXPTPfRbLiNjV60/8LtXH/BaWvfTlD67f267MtVpWVhhVRRXK1JELOkin+gCfd+HZGBL5BkmT5W6ra0IhJ/fvbrnuAlqGQj2H8dQOKSAa5JEegGvTi9Pyi3/96zkFtbWa74IP+Hbztra7o30OUWo8/66zx/LYY49Zr7rqqogmN+zfv38evW9U8x/bGsWIVh/b6FByDlDHBdUkZ707RyxG6VfUxakqXywInByChHD1WRCuipEXtklLimcLX3zu//omJ/8r0vPsruhWBJ3pcu288v7rbnz5gWdM4zqN5g3UDQY5IzQP8dB9HBmssLhIK2tKJI2kPySlaJW4DOoPqi6VE3yjW1F7cXFxyCL/nydoAOSRgnoeZ0/6gubFmPb2lFvx6na7kx557LElK7yrT0LSCxFTj9SerLLSy9oaKtmtj13y5LCEMTOO3Bkcfoi5Ff1JXDlbRQ10R0y0uDYYKXgt/lOykuJ+aFZtsnt9zYmsrnEYf+VP61beAfonDlvVwuYlB8J8a+ybWLIvl5WuKZF+xZLN/Cwb72z7illbD/FWvCdsq21EvdKklx7/y3DM8C5+r0Jp1j41j5zuE44ZDng8S8jkpGdBwOuVfBDKs4N1nA4X21VcwF5+rkDzO2gJNRbFrAHCtcYmZUU4cgAAIABJREFUmLreST23q8oZdnZEbLz8+ay1CTkn39/Z694d0a0IGpg28qxPysYv/+jfny/9FT4bTRpQzPLUVQjLoaEk4qF7ujKFiq6pYVoiC9ZxOIJVtFOtXCfUTd8MtpMViaB8ruYwTUfRoT7X7g4xjZnFUiti11ngXvFhPP+/jO095InYB4bm5uZsfq/7G5fL1TO8DT7ONZbsfe3N2bSs3b5F+z7+Gw9bzUcWFotlIj4Xbd98vFieEKgkAhIEMKPQa6++9Rzeo0QuAMIEWYrCQJzMYduF+qQaMYDHUFAq4JilJYoPAKpWfM87A5o8AQCZ0ugG7+XJFDQTlKG8V1ClPrtT5wgmMw5+E3U66DsHFVGihy1ODTgMo55TovysstYn7M8P3nLlhsk5oyZHOkVed0e3I2jglgcfvvfqex78adbs96bOnzfnBFpOs6mAVKmHFwTrcXJyVpyLcDQBu3fvEo4VCr9zOV3MU+bW/Q6cN7APApg6CQ/IHq+h1NgxdAgQArz4so/AHh15KjYngyxOlP0685vNVnZSc0OLi3cNJ5ZbfnQJokwDmTIQbjbWQQlaGbaKYmFeATANWtHuElHnAYV47GrNcChFVPUzrSXiDGQDEiGBoIgAaQQB9QzVrCBZFP3BcrSvt2e/KZZSvXLZRq+FpUkAMRvnBJRLgAIeNUGLIBztPqnCoBdRFh7tvf6UzMuIyj4G2QGM35HP02+pFedIxO8konYoEVShbIuknmHaaOLnPPub+csmDRrzt5Sk+I/Mtzg60S0JOiYmppj/PXrD1Ze+1Hd0vxv4gzaRtwQXH74l8QdMzEuPB4wmMoVaIBXXyNo1kkZDgTIG8HAM5MuJkPfsKheNjB4k2Eh3xCcLJcORdJhP+ZChtbV1OFd3Yc9HfoZ89fxBs1mzKyXFSGi3KsEVmwrqT/JblFLd/D6cAAcYQNE2uDfqdWRfP//Zw1+k/zwd70GQAJEkoNqmcfOs8nIZNCyXAdXZmU7AuC2OD20GHT0eEo96ECgOJbSvkoMcOHdRHlUBooMAkBUyW5kIPmOCsOLjraJN4dhQwwLH7ojB71nVddoVUnMoJQqI4Ik41aRCZZIANYVaht8kCgTtXFbJOC+IEjJXyKDKkTJRy0RvJGzqhET4qwpbfJo4z/gEdD5YjtnerUiZFM5QuyHSW+50ZKcgyBk+n1unTz9zeFraovb29iM+A9HhRrckaEJiYmL1xSOnPMdGMjEshMPjzttu09k8emZnn+hrbHkZXmRg15oS1D7urQ4h6/723HO/8fv9wjXMe/QNZWVl7pdfecULwsYDYs+M0+xxaHCYKstr9V/AH/0jVlejurqan3riUONyoq899fVCJbbbtrCElUqDhwMP2Llm56+gKmkbTopRnPissu2RhtNkc1RKSXr1xGBQPjTEpggOswcZlQIb+cOJjjOBd3boAP/9+VL+5CqTbuPhNSq4HYP6a50kjiugPA8NfFIxZpBrizdMIXq1tohZUSeYzuIdCjHjXOm4QcyITIHNN+AYTRSmM9igQdZizkd+rg2crBOEAo0Rpg1lZKiaLrxyAnwAlB2L642SulRLHdfVkhzMb2IGIlU9y7MRhSNq+d5SJ4TOJy3NoZ0jgA4If7tLo5k3vkWMFJIt5NC3Svt0ayRNjkIQNZYtz1/Nnn4uIeN/kZyBbk3QRjz66KMwrBmLpKxmSfZTLx51pviwzrYuKjMzk7eSc1lLS0u71WrVmmBcXBzLycmBt3n5jh0l4+vV6TnR4KDe0NjKyjjJNXx/bbb9hIejoqIyaVuQYyz/n/zvlT5fdnvU1v5x3ygNfk2aPuNx53c7T7T4Wcg5kPhoYKKsGMtVAm2srxElshvr2x3K8FEBHmCA1JY8MSseVHuoMBVTeIOy18i5Y1qVjhMUHkmHqJkdIA0l3lctduMIzOAdIKxkQUJ0Hkn1cazR0a47B3E0KjF3lpz3R0VjfWxHx1fvaNbKaIr4d2NNDEPtZUCYFDyKDRYOUVLLMkDObenZbEC6alrhy5SCMypZ821kZU0q1O5yaiFsZjO2OCS1m6C+p+uIzhbXn3IJQKxoN7KilW3R8rbGjhPZgpiZXVkvRpAzolDI2UjnKNAnUzmnBNyTQOeDdHZ0ytoxqyQtp3IXFxXBLn/H3bfd/G7Qyf4P4KgiaDNUVTUMzS9a9SB/q6WKF+2uKt75XUmxvJ69ovhETog0LI+rLVMm4GyIr2EDkgKFPE7oPYD989EPbIx9UMho7MoCFb0qDJN0kyIlQEXAQUSvMmSVhe3gPAJ5yd5z44MSCvJ6UFGeSOo5BI6Ehar/YGp71TIHHdrMGuI8QMh8qEvkrAz3FeAcxRYxTCMhdIioxQYiAlFjGG68Jp0BkfOBmDtkFS0n0hhdWsZCRiDRBq+fYeY8ImciZYDmneo7Oovt+o4JogZksvZXMkHUBFyfOEQpqfZkswJLoSCTsJY30NqqOQyNjkPj3J7GmdhBzrJpA23cwomYZlHHeRHaYOvP4QpejFols04CP2k8Z3jq3AERYAy3m/X6W6N/d8v1px3u2O6ugKOaoD0eT+9rbrh2cf7yxZrSVW/+8bFR/uMRp4lQILnx4T2KLcnRIbIqkN4H2EZdTiRtBEiGSJpIORQ5E0Ao8QkYFiozRhCMD4qMcN8dKGS1KNcelh1jcnqy7JRCMhCFP5J6VkgroBYV8iWHWa0gIqsjSkesRpLtiLCJmA+WigYcZARmgWpt4jJI21P0Dwp3CVs2P8fBAzI0cgZkAlNIWnFYmqtqpl2fMm+Z5uCT63ho9aINkEcucpuWHbZx6r0hsiWiJpKmVzM1jX3IJhzgrF+PgB+CTRr8Cy5YmtnoKrtmYiM/AxE1ULsrfEAUVPQ2z5pHhiWM+WXYFY9CHNUE/eqbs/++fs36TMRRauUqnfosNzQ61JtOcPUUahUNl5wcABoePWChnFQEkHS6gaRBPgifkknaDDSMl8lEafQtrK3BJpybgNF8QeeAz6HI2SOKnXdcIU4G1cEwM78SWVP9Ellve81skyiBmRrYXgmzUxIXbInFjBWWC/Wlc5ip0waDyEONTohIZdu0GRkTUVNWYmcB4mqR7K5EjFrtDBY83gCp4dyB5qZ63nYSBfGCjEfkjOzwN0lVg9C2FirlCNB5ifh+FjgJaspUU0aGovodiu25lWlRFcYCY2bnK5M0RjK6ynJS+8O+HKlKuxUjBCacxOzskRNZS10Lv+Zcx4w5lY0goubnD0WN8yKCxvPH3IF610bgp6bf+PI5T7065MyhKSlfdXjxjiIctQRdUFV1yv97/gVh1jCjJjkuFM4chZCTNWKQyZLUzyBWLD6HI2pZbQvwRgjnovgdiVBkyOpDHo6LV76uUDqqjdlqcjJmpK1H58hZgTk5y9CUs2G5Mp2RMsTPTFPOnUiZyJYeZlzXwdK2eysCR0vXga5pegiiDkfO4ZaHg05FIxUbKi/E9Qh1mUCGjpiezMHPnc6XIIhLAki73VYgyA2QVbU4/9JGMeqqlWLHaVJfIIx1Q5jHrMlRzM9qhdol3wpBTvCi9zJJUwQUmUlgvpFHSGjP8aqfhkw1IOdkfs7IOCSirjj1RJbLzxGdDz1D6HRo/6GAOUYLt+9kX738wgtDZzx5XKj1qqqqei0pWje99LsSkSPRZ3S/YovfUjxsaHyNzTd0Qw9bTHGUw17EmpurExISqsL+aBfBUUvQn//7oxd0UwWpwHuHWkENyiCBP0BULZ6IVFZcMuHSEJWI2ggz4jYqQLK9msGMSDRnGh/aIp7b6AQ0I2wjQsWyhoNcKtu4qTTKN/89FpgFA9Eg8QkDxHJBUqqNEmRFw/xdahJ34LoGO5pwbXEvjCF1kZJvutkMs2Egm09wD2D2anfo45JlE4ex5Co5z8jEwaRU9o3bv9cUZnSi0rmk47T8x7OMwUyYBbCOESAzOPh8vvD30qik6VhI0Qfik5n2GWYlo7I2KmnZcYj3uCYdIY5vGZdoV1LD3c1aBySOi19j+ThkiNl21NngkfmLrN+F6zePuK2t7SKbzWZaHGlJ4dqpN0+57laY1NRrgBja05AlDGBRnMvFcnNPqhszdkw9b3/rJw0au4FfgeKoeHtNlM+/oa2tzRMbGxt50fNDjKOSoH+uW3X5s8+9cDr1y8lBNXcDDRiqhNRygJD1Kli2HZp9BjBkk8lEhqwAiaQjdXgRocOeWeNRGhqRskzO4WzP+zOHoPyMGwk5kt3hASHFBRMPOipcNyJleZifOyRBPLiyswwwi4sG9sdUQesTUXe0vUz8uFcwe0WrZGVWkJ7I2S85SOXftkjqEudL5BynPoJEYlhuhNG3gX23hMjwMJIzAY7mhBiFoBUndYCk6ZVs0rKiNpK0EcZM3sA5N7NoZaIz7RyhonHujGVpmZJBx6/6OYRmag1cX0xjB1v0//vXzBduvvaKbzhJ81vgKClyu5PWbf0ub8/ny67/cPnKPJAz7kszFwZE8AHwe1buZmvcqxI3rluPh7L3kw7neTDFIdomtb2dOfr19g7IyS2YcvWI/LiazD9mZWUdIq9OZDjqCLqxsbHn4hc+e8FiYBFZSZMTB/Y8pRZCT51algv3EBnLTh1jBpq8HkC2QyBSculICULl2FmzzrMuOzYPBQIq2qG+dmz2IOCY5JA6kIywN/OHk5xH2jCfK0c25EdO2hdryhHXuCObvxlkAjZ7H86ZGw4gNb8lhqs5j2bTCKegYQag5AwZOC+cJ7Ja4jp4/NDm9nxarJk4ANkG3ZmOV0RuSFYVnE99Q0BN4z4hcokyAGVFTUkt8nsx8YVDnxXZGpUtXqttP7N2WwIrdQ9R7nGicq4t/J+1bQi/BvNMj9EoBLT4cimy4+XnXsjiz1YRf96c/Pos3vPp0pNe/eDzZMSdA5gomiKeXGqIp1YHRC1zW8s/uuwOUcwJwH1CnHbd3gpWV7rH4d25+4Rv3551wj+//AIX+rBOemDEUUfQCzd/c9/T/zcnU15GQ3wKASPPNnmgMQyFMw8eczkUiiCTs9nncISNYTsRjUwOnQ0BEw9Us9/UixLaOXggnb+SjhsYbYTeV7DC9oqwKYRPWRtg70wWTkD5uuLBlW2UGZykK3gHBGW9YI75A6xsp381dnZGAsZnioTAcrOsw0hApiag3esOGXZHr2hjRnWJThvXAJ0QOikA56+paJXECKJd4ZrVKWpTtAFLwB9hhJl6prYupoNDyCZXzhRBhLYPswlIFq8YJcBODRBJA6LWenKUFmsvjkX9LeyL4rwHOStYG8tmjavi2RerNvLnRDFniHNNVFQ17OyhEexuFdOmqbH3IGyc4/998rlTbfOTYAvHOSI1XlfASd6rmriTmhFYZhbZktinl3iNiU0Q72e9O+eyKXlj/5ibmxvau3+IcVQRdENDQ483n/jXrWbfUeOVw44IpADwACO0ibztRsjhQjI6UtcyKNKDiCUSciZnoYxIwun2x/ash8Pw3hvC/ky1FdRPUjiW8lDXcGIEuW3SrhWG9xo5kUXJ3cxiVyvljmkEgnsSIsxRIN1AxvTak3WMzpg7QoXdEWiuPW0b05krAwBZoR4ijSRkc4fRgUjHgL0L1YuoighuK42ssD4IlWzQBJxPQ31gR2T6IND6NowC/IgJVwi7Qf1xWT1rHR/vTEjk0LOwuONDVREi9l5tezQjEkDZjzSiRCRIL9Umjs7ImDcg7pdXEmsiCN/JevFOKoEr58RkuyBmAt4Xbt/Ua+hvb7iPf3wq4lM4yDiqCHrhlpV/3PzT+lgz5xY1VrnnpOG3mUOQAJsZhmVA/OAYES4ke9uNkL3v4dAZOyrZq5XhrZJJdihjnoNBSjpA0to3Xvo+OJJANr0o5xC4viAjqilM74Wq7tufsR07tPXM7okMUswdrUfrGsMg9wfGsDvAfA5GPeQRBFS0aFtsiLaMrgdBMXEs1T5T9A/aQatBbIJ4UNxLVoQBxes3JWcAGYBIiJLj81EYjADihQ+BlLZYxxEgbxHiyPRCQ4wYVdUPst4lVfIWHS8iovhyFLmGGSWQGWly0ej8+PVNy1COSwkVDGRECvON5N8Un+0gaoeQ4KT2KR2dShng+e8dxVdUlbNx9OXduZvt/mrpg8m/GPWv+Ph4Qz2/w4OjhqA31dSc/fIDf7lXHiYRYcA+FS6UB+RhUcPAKBwKJIsHBEPvaFe05rwR6oYvs+YEhmsg8HCkbUYgnXFyUZxvPeyDiI5gkZMzmXRCDf86jwARaU6yoLIQUrq3XR8+getakTNScyApKrqF/8UKR1lBrwCR4F7gYe8oDj0ScjZbnx7GzmQa0n2wgku94ePFaf0kL9pFombioA4cxAUzgHCYuhUlXW75UdeOsL6/UJ9Ap1Sjk0dIyg0AOWdmDmDjcpSxPK6XXK5UDueU62X0ctTRrDW8bywRxazG500W3w/IUUh1yQ4rszRvE2Qukz2IWy05oqloOa1d3D9+/DryQ9w7/4xjgFnF6uPHZ2ifqBqIwlSo+5LKzy0uQ18VgeYgBZARif0QqLPpaVLDBb95Jj+3r75YoK1Pyln4nvifY8tO9SLFsGdnz477y5Rxv+efHmRHAEcNQX85Z97DmLlDjg0lUA0CSmmVVQbdPDMS1ZxZdUwbgpLKobAofI9huZnpg2Dcr/jcCVsowv/wkKHHh7mgnp9PKC++GQ5caZurQ3mk4jCsS1EcNFKhRIZevNMTjkBOStpQXoSamV8/emhMl6sAicmlQsPBaC7BfUcNiUijOqAmxWfmVGslUe+kz/YUM8hzIkP7quLtq5dqPpOVJQAn4K70krBmsoGnncbYt98yCoGGQoSxIaDgFaIuLSoXf9uKXCwzLZP1GzqBjRkbfO0oggJOvQFZsSINe6D0/Q8bigSBQUkjmQjX93QRgdJPbAsixkwpBKOKNtr5ibDpGosOY4dyHUGmdW6nVn5Unnw4FiTdauEt3itqvdDEAUaYkTONjPFbFD6LUSs6erTBsyuGsZ82KvPMIpEIJA1i9g7tJ/6IpI9vaWHVX664vX3syOeOROz0UUHQdW3NUz6a99lY+my0vRIpx0nprcYhn1AQjOmC7c1AJA3CpgD8xWHI2Qz7E0XQ9RGgaFLtpJ4Dqd1MUo8lIiUYIxQanVD8L9WnIDs0ETCRGj7LSR9Ar/MmsG1zFrDOQiPsCDpMOTRSRDHgjWZ3D+7E/KpTDtmgmLjSXsE0U5qupCor1pkBAPnc6Tjj25W4cgKuc7Uh1A8kV8aFyr5qryiZW5HTT1PDBKqXYQZ8B+LeuWWpIGqQ7Zixp+m+h6ouKGli1bt/1DqsUMA121sR+Ezmkvrmvdp8jCj5q1RMVOb9VMLr9CNeiAzUZwn3DCv719e4kUdGuIZ0PdFeACJpELEMmaQXzpyZMO200ffwt9PDnuwhQLcnaKvVajnnvF/9X7W7RGfzdJqoPhHPWdMsUpDlnjYUQBh9XAHHATm1yJlDHvdQzsNQICfW/kQUoFHG2SuFg4Nsd6Fg5iBEFbKmtsiyNjp2MirXWOYmImc4bWwxaSLNmx4S2TYJfPEO/t8YUj3KNttQkTXy+iCPUPG14dDRfTAmrYhICH6OGMmQ6Vm+TiATlFatFyO3ShF5oURPtDAflF2FPnFmK0ZvKmGTWYdgNG/g/jdF7WXtqpwmVyRaAsgZoX9tMLnUqpXhNhaILDyQICliI4zXcghUNVMIDCQMNQ0VmtL7eN12+Ny6p5JF+fdo14heyV6uEGaLVupAzArjxqwwXubmf3gm5SJaZkDSCjkH6RlWUKFbj4QYdYpG27iczSlMmCpJExGDlM+VTaFZynVZVFLC3n3x6d9de+/9zycmJobvkQ4yuj1Bb66svPaicWdkUXQGoUXKeiKgIYhUVzQS1UlgBrIViv1IKavGuFVS0Q1j+e9KdsO4MQ0i1OhgIpCB2KKFWnXkKDzQKI793VZUrotJFw4Zo22XRg/opECmRicSwSyKhggE1zdIQqvb7A9BU+H8UJBDIgGKIRbOQpP1qQYGIg0afU7hNwChy8Sxh+nJI101sRE503WSZ/CRnYTNLBDjC/Weosb547ONv7ch26/Zy+piHCyRd+RQ0yBLnCeINaq1WItbLijZrDt+ELRC0vw7ppBwQ93PjHGybrUoDjWQsniVrpFMzvgtAt5TtIhCzh5x7GKyK66ca9WJjES5WhPNQfHKgByTLS8DmtAovG1K59nAtE4RQAdDo2PyLwF4zoWRipO0IGpOyrb+A1hbUaHuN/h3SaVs04xcdtpdwUd46NCtCRqTkv7jyScfxXuKzjCbsUHYntWhEYiZgvONRdQBGkb3VW2lsEOT3bmG32A5HCoUUtqG823CR3J0ZOagxk4NXzdU48ePkCeMLkPZomn2CyMiVc+dgTGEER3htPFiYhvxAJDdEqAhPpRcOBKmV2PVN2WnLGgZPXSkQI2zhHeEjkgakElIixMOMa8ikTTuD+a8RGhabGur6FwpQYTIA+1QNoEARMykOgEq5CWG+Orv+tWMRiJqhKKR2cMeo9yXOj8K+SfwzjyK5XJyVsg3V5gpjCBiBuj7nr3S2F42XA6U0IhaRlT0Hs2EQXDz37R6A5OSg5xxPMLHqh6nVw1RpNZKs6pgQllMEov0bCJhAn2ON7RxYfbws6AU8oCpZRObcOU5YhlGvqMHDmTtVhv7hH+GegY5A/QKwEAEFb3ohU/vHDx95Hy73b6UHSZ0W4Le524YN3v23L+tW7EmG5/FcJ8Pg7T6AFIxFxAGGjeFHYHcjOqZZrgg5UwPPLzqGXX6oZ0RiOLIHWIexUFFljqbFWcss2mWGq7N9ScJ3VDEfCgg/448UsF1xvlCoSGIDK++llXiO0oIkiErmo4Qbh5BUuSATNJGs0FnIF93uidUZRAKLdqhKEKz0QrdC1FciKnzYnKFBwUMcq/XyF1pi7KyJhVK1ecgMsR+pJrNYn4//gqVHNWsKlL+mymG+1/P0jlxJ7IJp/Vhe7kKXranlyDdUDAj7kgA0i7dh07Opi2rcdex1BDNkez2lsACJZmMTGcicMMhzGVExDTvKFQ0jYjlKcTMQJEsACJUls5ZoJh6eJsDSVv7Z7NzVcUM5SyTs+54ucIuW7T8zb5nTRxousIhQLciaEz11LhmwxVzdxReX/jtt6PWbymwykXGZch2LSJmOYJD6eVbxNAnXCEdkO4m9k0gHtqt7IsiEETCAdOTdCRx0IcSRBQHlqQSGsYOQBfvrCp6MUJQ8zmhyqp3600dIFbZtBHqmnV0LTd50vkwu1j73CZl3okhLUqaVhSbbmuEWWy63DmG6iSZOnO1GXT3QC1uhVh2mKhIBbbXV2i2U+EbUckZUQsi6cJn0fwNst8BSjRRZTfMXuP0KsvqVLGZ5nSydkdvQf85fWyio0zpzQlrjxLSi/sSSkUbl4cjdID2ydTfQjge1DM6hnY1/h1KGrZkmFzqVHWPjkV2YhidrSiSRFOHAZRmTqAIDXEMJiMgmnaL6k8jYgfxzZv4n61iEGvPGCgIOhQpEyZnZQkV/fGqRQOuOPXU89JcsZ+G3eAgodsQdE1d42Uznnzyb/wiZ+CC40GCBxhWPdkBIStj2N0A3FCEHdE8gyKGUi2ShIeuGUVSWHDvS+SgkEm2lroKGGv6mlUfo21l0tgfkIlDtoHiYYYKs9foC+fIE3zS53D1oDv63mx9GWQH1zK81GPBEL13azE//+AwL3qQMLKgCA3ZCWgMmSOSNStS5U3bzaIMtcfIWYhXRIqs2N7ABv2nMqJ63sZoDjNSlidfIH9AR/Z+7TuvNu+BNslsE1/gr8EMMnu5Yqb0P8U019LgDaq1Qtcc5AwydjkDlQ3TmELKIMMqbwJDiQoQJiI5QLqKfbmfeE+fza6tIOk03qmu3aezV4eCMINwknY5WnlbTWRy2CGWgazN0MqJ2mI1m5ItEFxfrzr2Abw2CJu+qqjVWuu91XrigNzRYhni0B39eitFuwZmsRi1L4Ei/pL/jV9mYc7T83TqOWugIpJ3tSv2NLJJYxvP6m9/xc6adIygCdUeT58ZMx6evWNHiY2ynEDSsvJVEk0UL/Xy/EViYlKasRvQzYHHAvYp9KgAbqRQfWoQPcHM7AFQSjKiNzpSebLjKlTx+XAwFvGX60mTggsV0RGI0w0Hh454QxFNKNMJyJlUDZVEBXBN8UcqRpg8VBsnkQKpWzJPiBA6qfY2sK5xGzshfVDIo6/PVB7+E+IGafsiUkekSN/Rw9ke1nmzYaiKg/I9IH+AXETJHIH7IJO1gFs1S3lhU7Zos5iQMy1ov+pnbAOVbKzPTDZfqFeQY+8+fcRn2b4sw6zj03BKD9YqJu5SwQlb/k73mSO193HCoahESbWqp2dOzgR/e3ANDgDnR+2KTBswD8UnBNqhmNy4HvHmyjOIe1MhmTtEfgMnZ7xSFItStItDjd74anBfYeIgcoaiZr37ifd9xQKb8CiRLXre9sIL7j5rUthzOljoFgT99pvvvrJuxRobFLOcUCJnJ9HrjkolLGlocg9WZbXqsojIdgiixnuQM2WoRVK7AdCcWLRgR0DxyXG64bA/s3oARhUNG6Y1RHYhkalxwlhZ6cmzNBM6YxYxq6KHByqKE1FvaX46MxiVM7zrcmDGujh9beIfOEmf3BjV4bUFxH1Q7wl57W0dbrV/YY90H+y60klMe6+/nKFqmdD6cmYg/QXWp1KmRMXC2eau0dmcE13pOkLE8Zmp31DmDYBECMhp0bpAfXy/a4lCyjIkkiYVHZM4XER5NNRX6Y6FlL3oTMzCNXSgCTX0zkFh8qlp1zkJYacnez45YCk+W6hrPjoGV5BzkExrdBvONUSF9LWqraUXbzx7KhSylsoP2PYVp/l8vnF2u31FBydxwOjyBO2rqhs1f/5755t9R6SMTCACMoJIFffuIAVYFEdSidWsrKgjcYx43fakRlRaAAAgAElEQVT1+0HDbrMogRXbFZMK46+iupe6X9lJuL/kTKBwO3Q8FDKIRoqYW4R1GR2GHd1gXT0J6UEPFJUxr5BmBhwHDT9BCh3VJYmEbDsCSJvInH5PV0lQHb1AZdeo05H0s5iHQBpt0MbwOlLNclQFooaUmcvdgkh18zVKoMiE2lCVB/nIo8VSo5XVjI0KZNTJQIwzZk6nCI0UdWYgCj8jQoRyhpo12o7leyIraqOTltr+uXmMfZavXDeLe2LQ8QjSNgEchhm9uHou1Hd6MLuoZ2y6HQG2Z5oyTY7IEA5TFpiFpd6j+IDk8DsR4dRAxZxYUMRQX9U5yBDBUVSs+12hnoFe6YFXTtIweRRKoXcWi+WwcGeXJujS0lLnh/9Z8GZHc6iZwVhvwZhuHSqFWA7v8tYpkQdEznJo3DZpG79anU6ezko81JjqyDD7yv7Oi2cEDbOpAaOBwrxgtEfrbdFeHSGHijqQtzeDcSYXDMmj1OE72QYrilbxaxkbcfGoSAAiPsGwTJBx4zaz1cV39XHbWEJZq/gzc+PJHn45coKADqe5JnDdKB3ZCGNxeCRXyMtBvETSZqDv6DWWObQymRTvbNE6XK8IUyOSFiYRj57MQdTxiF3upSRjkL3ZeC+EnZmpQ3kVRM6Ec/OUDo2IGqRsRtYAdQiy09AMFgsfDfsrQn6PkQDNCypPLqDUIQmuq0POQ6raJxd9gskrVJQQETKIWot9Pt1wbipZwwQCM4ctYwA/dn/ktRYOAF2aoBvi4n779htvjTAW3DHGEMtlAo0wFuE3cxSFU3Jo0KtURSxPuSSbREC4FP9JDUlJSigTJB10PPtZk5igL3/ZItQCbHMI4wpl6iDyNRK2GUIp53AhfMZ4VJAdSKHv6Mgr/B0IyP4cCjv9DUI545WAdoTrCH9FQ4hr0eoJNluYgQhZ2zdXvyByeeomI0kjztceZ9fea/vi7TmlT4YIGYWjEAoZczxWqyStTNumJKIwteYJ2aER1ka25/iEVPmQNJLWPqfpI2tAzCRKzACiBkmfd+L5OlXtP2VJkC1aMXfgXei2HoqkoZ5ls4Wc9W2cNFfbFydnUcVObYaI7iBnMVLWGVugmTjMAKIGQZNzUANC/dz6dQC73b465M4OIrosQc9b89WML555/QE4+hLUZP7EqM4d7qAwRXZCkbLc06LU4yrVbGEspgSiJiclHnIx7LUwLWYVaah16o3tTZOGqkkbB6qijc4rmggUhdUbQ0yHZLQ3GwmbYAzRk9f3OdW6xxIZyzGqMnA9kCZMKtqYUGIGmcRBuD8YlHFHJGwGYQLhfWS/Mj05436s4PcQnR0qwBFRA6HIOjCJgTNQ+zrwlQkUVev3qtXZOFHLJG1Gzr179+AElSkIp9GjNBJyugpbM/9zqCQNiFA7Ts52Vw5L5KRcVR6498bUbIBImsiZlPCidYo5Q7E5K9eJlLMMWkZkre1joGTukMh64MChbMeOLdpndB7oRIzQZjtiSighTMgUuSHX3EBtajyFos4JUtsl+zGF0Mq1ODb8sEE8lyBp787X2XEjBml1OGQYTR3C9gzl7A5aVaCpqSkjNja23Pzbg4cuSdAb3RXHv/THpx/t1ciHpvu5DzNyJkRCzqSc8eDCpk3kDCWNYHez8pQIByLPO5EY6iBQJTeCUUV3ptylvC6paDJ1IOwu0nKkkSazyAROzkbKkgs31RY6DRwfqWhCuIQUfIfpkgCkyhNJG4lZpHqr6wDy90a1jnstzCI5/I93jkTSWN5TLcdJwLx0RNIyrI5A8oSlVallQlOAKaALESpiRn8zyM4MgKyJqLEcl9upJrYYQfHNLMbBUiyBz+K1ZjtzZWaxkaeMFg46FDgK5QQUy9OC2xsR7v9v70vg2yiv7T/Jki3Lq5zY2Zw4iUMWAyVAyPYIcZwGElKWkIVHoGVfCm2h/N/ra/mxb/33dYPSlpZSCi0NLQ1QaNkhOAlrQjYIgSxOnMRZCbEdb0q86M35Zq509WlmtFiWTavDL1jLSBqNZs7cOffecwEzclbBSRogslcjaqsyO7Po2c8CBGoB78jeL/ICoUlIkD+wf+XliuBVK3UQAvoYu0zx3rvvhzysDdLesl3jVHhsT5kZ8dnRgOThTqPSI/uY+KnwiovjfpM40ScJ+o0lz/9MRoXaD4DouU4LJCqGRbaWEpAkPM0VbrjCD4loySgc8GjP5kCkS5Eq3p/XSZO94kGLDj9OfiDsTZu08EScIk5nyyQaRaujssykDkTRPGEY3dw/nFjUKJteT40RfPgBjgpep0poMkZdIYre+8+DplGLGfA7gKSJhKfKbhfzfmpaxv/8Idv3p2oRXPIep91+s/Gg2LV1lcj6PPIHkGOg/KHCardRtNxu7FFd2lGZbXANyBpoDZafWNmyeiTxepUrG4qo8c5OI6rGFUqbFrZla//Qts1/O6p3JuC3gKxxqK1NFPlGiXkLzjSeGRb2OXayRiwYVdIuth00L5XjRM7JmgPJSogtFElTFI0SQQASZsHoEZAlmrUAqFmLegdu3bE/OO8RFy2HjUo8d7ZfHNOuEg7tD98f8Tiu5PTOwgHyqhVAQKVe/ZrxgWkH4V7jBGJo0KiJxnLHdu8SdSOGLx561ox/L4Jeu3ate/n7a+/64I9/nKlt2aC0UWpcsXCtGfaAH2Vm6jaBLns3LI552lnwwwml4Q8qxjuQNtBtJJxOOelX1biDdbBHI61yzMgQZvkb1+okTTsMh1X0zMmf1z6T10HAcSAoqdB4H1NdOWo0XRhc9+A6aRTBa2vBPcWsg4trszQVGd8DWjw1DNk5BSYTnvP6i8Pik+D9nCkizKxKdcVD7CRzEUainqLoYAOK0lYMYHtgG9M2wrYOuL2WOj5cA/G8o72VRdx6hMyTjIigPYiomfSR2abP4Wtp2C+82m+DXwG6LKBW6gAgusHFnREas1XdM2CV5FMj56kDnSIzP0+UMr98bg9rRtxSlxZPB8vuCJA78NhNP7jkxf7OzBednc7anBxXbfB9jx37HJNLLrzkqgAIGjYGLqUMvL0Ncoj+CD5ZH9brwcwY6XfSVL9f/k5btm2Wxx2228hRw2SpHZV9ggMgaUBT5tJGhP5M2BuK9EHOqUSfIOjly5e7Thx/6rkr3l9zq0bOJ+OxPGYiS8McASJmum0G2AYScEDOM+oaKWM7kdluqzahuDzeZHjEEjnzsy/IVZ0RKAnTIcJmoHGQ1guS3m+M7YHTm1xXsmA02tEj5qhFfjvjb3x+G1ZJQW50BESbpQfwCc8EOskgc76nLryZBmRoff2jjxWzmkbTU+D+HEeLnVo0bV6+SCRN9d10YqITsWymaNffB0TM7VyJnHXoIaBeB50dJOlQWV1AHGO7otPgcD/+a9M1Z1Rt5LOEGZ1AUV9cJxUFNONMtyRmVXdWAXJGtKzORCRCzswPP+FiuZKBIaIOkzyM+miVpHF747Y1Yv6EWQ+rn59pHNcIYoqMwRttMezmauMPtguOI/JBgcx4oLZOHHx3teSSjBOOC9Y+t62oln/RSShOmxBGxmbIHDpMknTp0BEpGYHV6wS9bdu2rHWfbHnytrvvWgDNmUCkfKROtzUEUYKQQb5f+Sy2s9i5A/UzYrC20QSyHtLAMzU1oub99yOW4fXWaH6RtcisvbyrWV9vl0WCjoAdaXftZqmzHTIGYGJHwpmetDdEDXoMY7VnJm6EZFe5wdu1iXjNiFiuI8rqssPL6gDq3sLlJen03Kgf+jCRMe6/WfGpOLcABV6Tg9pzsmBn+UpNMkGfDu3n3VWMKo9BwbI7Ku3iJA1QJA0QSVOkTFGz6LS/ZFHL9EDOsNTs2NMs9WhE0kGdui1U3ofwu8OwFpWeFoX6JQBNi6r7PENk5YM3+luStBU5A2bkbAay2VVfy0k6mDiseTqy9C4gbHUW1NBTxQr2QPLn0KPlKOvmCf0+ZgCfFO3eI1CrcqoRDYN0ZfRc6NXdqlTsMeGbwSUboqxKUtCrBP35560DX37y8TefXfluhax1NoINHjHjttSXjWjZY0LONP1gpmGwfWzLLv2MKCLJmS5tzADdmTe9AOp9RNVfGPpv8yF/kJxpYgu5y1l168mEkz9ElGqizSXl4J5xo1PJWY2eOczImcsa5G0ilzGZbAGSRkIO/3yDfcEE4Kt/ypWJv0On6eHiC427tbN0976XClXHBlSy5m3mMoFrqE44oYwcNVnuC7ICIAHI7drOE3ShmYVUzcGB+6j0ADnz0rswtOkmHiBqGA1NrRgXNnYKQDIO0Imwf4T2bEXONy7KMqQK/fU0aVy9zUHRNE0VwnKcpAFJ1OWLJEkDFE2rPjYq4P0BoHMSJF0vk9KGe5/S9aomu6lNXt425CBE0Tm59to79OWhDUpS1YSYSeII5HuWW085TR56haChNeeMGHHly3975kdLX1pu2+4HcubjZ8yA57w7tov3tH+tI0aKaU6HvHTBmZFApPxa9VtCVOvuVEgK8EL1WEZRST3a3yK1VkRYVNpDzTRmUTRln4PdTh7YMBopairXkvtZzxCzGWKt4pD11e7OMHLGd0GdKRE0yTVqMgbEDFCVxbtvhLsa6dGzOdSkrQq7iBvPEUkTzCJq3m5O3Z4UVcfa9q1G0Vzu0OEP6s46MYcOax4pIzlYkO0TX7R8LkyhTA3n5EzEzMvLAJDymEMttolBkOm2g3oEDJA7I/2NBiJqzOjkJB0GxbOjOCNrbSzvTUlCbCGyUoXOnGt4x5jZ3aoSXfQEOQOXN0zImevVgUBgZYzv2i2klKAxnupvH7x8ZfVDf/vJus82h4Vdpc7I5SUZWujMIOEwmAj88mxHov6K0OtWdgWk6YnAv2ohzqycIV7YXxNMOK7uMN85sT6IqJGR3qM8R0SNKBrmRZgkDlKDfJGj7UjS6tTjlhOIgZGlQ8TeQzwCYpGBiH4pFy+sWrrVSTQEKvyXCcgO/bV0ksE1KiUwkRwkoCrlqNEQQgZG0j8jJ0SoFDmrAKFC/ogdk8PuQTbhhEy3VaJWQQlEWeVRold8VG+qCdPQucxhdvnMSVq9SuHkTITs0/YN1DrTGCqcDFYuWyZaYOrfr1iL+OpFq7afeSk5zcjZ2emRDSrb9+2UlRsACHrg4H6RJvoaKcq58xbRM2nOAEiVbqsgsi5h5yxVj8Z9ImkVlDQEEEX78rJjSjiQ94jDiKDpvp/VgZMur3a3EoicZW9CZpRhFUTKQ4bZLsYDv55Gygj6UGPryT/95SMPPHbvI2c07gsX4lVyhk4EaeMrJrJGBDEL6w1mlXElkiYgqp4Lv1dlOV69oUod5I7Hh3gCMHTCuHfU09ZrBA2fXhoiwFvWscMgwxx0LGNINjlbwa6OGSCTeL4cac6UTCNY1XLzCgpOzhQ9x0/M4RiUVyb2Ne003mOyeHtbeA6BR9Nq/bQZolmSQnvHVZBK1D7tEloaVwUKgqO+DP29QYvK1xmLNZROHCZ1k4rR+cLRNeqtYu3E/OSSpy7XCPpyPN6lkXSBR4+kZY20drLH4cEJihBs+CjUPkeLqPsNsUvFRsKMnO2ImgPShkrSKsykDsguWvRZ63BYCwQ4YYUdA8Y4L4qkuWd0mzGoAEEHyBiyBgUcLlZuqnYjn2oEdMQdQYMkwCR6JtvRVCMlBI3RVLdcde3aTbtCCjxFnEgMos6Zk3RQdzaAqo0bOkI7DW1UkiiwcWkD8suQbKOukcsdRNpE9CBqvD8vW8dnU6UIgcia/uJQgI/0Ho2kcMIBMZN5OC4/oU0TMUMioGgUQFnaYEZutVt3mCTveG2yVQNE/FClDS69kH4XkMNOncHWcSIl0qMRNVOEGfJG1r+PmRER9OfHG1+Rt7mscfqoyRHLxgoQs3obRE3vyYlalTzUunc8jlpq1Efz2mgqHaQxXQB1hGrfSV7inlA+AYOFGzxdjj9odxs6Ojp2ZGVl1cbzXWre/+Bu/KXKjZZsPZJu/QKyAEga5Byqc0PUiDZpDjSCNNR8JkvZAGi9QaMkLZKmCBZECc3ZDlYkrerRnKTVpCEQURd9arEYOrK/JGjbFYgApsTo358TN5was9v0548E9KkysqHI2MX1EXhCXs0K5eusqakJkrS7yrAO5ZGzQtJqp2FXV1djRkYsHondQ0oI+kBn58nvbNoqowyAkzNgR86ASs4gZrVmMXgGZEbblBDMGXFZcAPLlo7d4RH5NO39ZZH6zlAHmlrCpxI2ALLO7RJhU1k+qvsi6MchZyDWH5USAR4JSQS8lrlR9BtUKOrrG6QcEoLH4nZyQFExN9rhUoc0pTFAhA2JZvxJ4+VjNTWhbUX1zogYKSlIABn+8403tLNe6LMTiZo5IUdbhoiayx6cpFV9GxH19iOhfYIcA9FBesODP35oaL73BThetLW1rX/llVfkJdP8CbPCQypj9+v2QaudDOk6pKtfnvB/0SRwsef16MQs/Tc09PM0MWe4EGoUkgYkUWvkSDKHFQFz7diOpAEiak7MkqwbomvXbrd7uUZwtsvAVgDdg0Cb3zwhKLsLCyFjaNsMMpMx7IB8SSggkh4d0RBF1gDIh2PEN65c6XC710VZPClICUEHMhzy28vhrcalBi+pI/DqDS9L+AFWxGwFSdh8Wbqt/d2pnT2pI4iA+zTWxgy8/pqDiJkirP5+eDoYhkkyKnaElWaFHg+RMQgQy0Bq5K5p6vif7sCqxC6a/kz3BwwplVM5AFQ44KSkdlGSIZHY1y41aCQH331Dr9igyLk7UXOs4LLHps3H25I0yv1QVQKqw7ofEEeCroQbvjggAq7NU3IyJn8Hy+bm5ooFCxYkfX0PEFdle8KkDDjaOft5ROthv2gJ+EVOUUhzJXJGV54KtHqrejSRM2QHNJ9o4UWQbO06Ba2gEjUB97eZmBmF1uHjIxo5B0wXMIDtDxN/yBcgapBUNGdFuR+bLILHOe8QKHoGB4xU/Z8BImwtkubyBnioc0zpzanShlNE0Jul1kAbiZfUEYicefScKDlHA94HNMyjaS59rLTYf/iAAH6fVy4g+pLtwoEu4W0+JLcwEZ2ZLaT8bEPnpSsMeAvrDQ1+VnFn5fEQu6dGLE0p8jdi504s8x/l40T5ZJ1Y0a2GQ1mfgh1p3MQjaCqn43qzHcyiZBBtIlBJGgAxE1mbueth3bH38QThq3/aOGHEFeOHaifL3REvSDLwa6gnZVmtoBEz8hk4v+ZmGUb2NpUJqDDKytePJ0TPkDWAEDlHr9KgmmizbkErjdpM5lDhyZ8ctYKDtj++e5PQSZr79vNuTg6S6Lg3dCyQJXaK/zMn66HGRBXAXVW12+Vymc+36wGkLEnI5Q2z6Bkgckb0zEX8ZJIzQb6fRTRtRdLkIc0TSUTSSCI2evJkRF1S4BMH83CgOPUkYv3RiCiaSBk6NWo065tbxPaGPbpbnJG1Dz9YE+sgjAZaJ9qxW1nfO8btod4Z5MyNd9BIgFpVPowT3XiArOBg7x9r5GwlYdhJG4WiQLRop9kccUz+bRfhJWrB147RDy8eTRNk9KxF/GSiRCccSv5ifNp3rrviPO3mL22/QDdwYO8X0/BXTQISsB/gmc5WJMFQD51tGjkDpcWdcqIJoJr1g1jRtk21y0C0KNouIqbXx9LcElyHYvMqHg5se0g5h4374OembH3/h6xBUTMnap4cVMmZR8/nBMKPa/BLUB4la1Eia5NkYenQ4TURD/YgUl4HbRc9A142taBHyBmXLmzDUzQtlIoPM5JGNQlqso9TSJrA5Y4SRNrBicN6KzcnaURB2HEQXTc27BP19UbNZ3bkQRoeSScGq+iZ1omb7nNAK4crGHUEEjlzEDkDVF4HUNVGtMg5ERQKvUozR0SP2iiaVkF2pnKdzTrIhB7NNTb7p/vyvT1G0J3NhyRDmFXv0O+G4aqSnA1gdBRavFUQOZuhtDBP214u6depRrtWRKwTeDhxx1rpYQbtiHon2jJU7UR10G24iiAnRRGpRVtVI9HxxbF86BAxfXeoSDa80strkHRr1JbvVCElBJ37rr6hUenAPTYALm0QOVP0nDA5RxP8FZJGIjFzx7CIsjyQNE4SVro0lzushgZQOV5X00EZJYOYUcWBnXB7nR4xE1AfS54NOnQJQ4+k/ew52iNjY+1oTSkhqSM05w3rh0ThkYaDounoAY2oB0ndeUBJrVyGEzVVbnC/ZQDRcywJwVgSgNbQu+VwfdYiiiOi6FhBZv7ks0J+HEDzex/0951l3SLdXYBE+NWS2e8lnesKQ8lXM3JG9KyCyxsg5xZhHsGqRCyj6RJrGcQ+iWitZw9wZtqG0Pv27fNiezhYvkQOKeDbxBik2654k/AoGjDTnoFWxbVOShwgZNk6bzJlKazEzrEpYoEeREoIelVRh16poZEzj5YBrjmrScGEAfKNg6RlmV5VlcjYURshd3BwEyY7cOKmAx7STpbbI47Wt4ltn+4LEbORGOIHaNAMPvhQ/KSsv7UnKKPg80E6Osnm12lPt+FKoCM0i3GdIyAaJh7OEM1TvcLRMeatV5565rYnHv2DtADbd2ifyJUTlH1hRM3Bqzf07sHmHibncOgEFBpqyslafs6YneJto60c1SUnvad3OPLBAKrEgb+r+nVMte557D7svCMAstUkIEHoM9kN4MVRbj+GM4ykuQ5tJm/EkjiMR94AMvMybQnusHf7RLMJ9UTYXAZCWV1TdsinXPhDPT1hTozCvBEuApA3CiOvjMPGYQ0qTiwCSBApIejDro3yL5EzdeRRpyDZhvZIUhB6EhtbI8EztYykBUseAjxxiNHsBEgdAaOig74HadAcZL2Jqo3TJ00WS//yd9lV1oaWX4OY5fsFX6ETcWgn9IvIRGBkYhDNMKhVzssaIDvKSkryt5ePGmcMx3Q35E6ZKEuCMnOz1juPtj+3Z8+eQ6NGjYpaD7VxYtlJjj8HKqgGWq8+CTXmkOxhBjOPbRXJJOfg51ro0QS1HpqaVuxkjr3/XJ4pJsxK+roC9fVNU1BeyT241ZKyI437ReHAgcH7KLHrEpHbnsrrgkCLdYM+6WRUyeyI5eOt3ODgreGQTlTJxMob2hNwRtEOMnxyGxgBTJd2kBxrQ3OuJ2gcFaYw+3USa2PbD2ZSjQ31YnB/feQXghP8tGruy7RJxWSCCtlBoJ+iK9/zXs9XP4eQEoKefXC8eFM8G7wfNNg3ao05OQMRxtnxgqJnEvvVjc7LaRSQJk1nTDWa5l2N1F1Ifwv8OknT+CTS0o42+8Vb1dVBT+AAyz5T5AxDGLT4oousqFAvyu83aKBslhhSOsivRbsHOkuGN5ROLFuvHXINFWPy1zk7R4sSjay1C7D1bo+zwRN6T+vSh2yX0MjZ8mmOmaOnbrhfiOAwTgJFl/ienUPyIppTYo2erUD6MtAgGm2fNwNI2mJSUVjpnV1HIXVJQoNHvmHnzp2esrKyWF0dYsbBrmMyBCVSNp2iLjxhl+5m8oYp4H+hxTiYIVjiDIWQRKaJlNcRuMTBybk7pA/cfcOjS/DX4ws15niNTWI30Ji2jm7e7xG+dn2eIw2SwO+Z73MFg0KyDQ27UqfqDQYUEQDgA1li19m5MxUNKoReMUtSG1E4OdMGS3bVhqDfWz1yFT3aDEgWmpk1UeTMQTW0ZKQPDSxkgUjVGXrijyJlNKnAewEuZiDs6xadLS757i1X5edm7ejo6KjVdoo2r9e7T/38nkaOx72Bu9YReIs3Ou9g1Qn4hP54LNGzFUC+IGX6a/Z8CNaG9ImCmlQA/I4wIIJ1amlpKcpQqpP9eR3uzUEzE6uhvNgnqITMjpyPHvnEMknI27LN7EJTAejg+/bt+0DblpbL7NmyObgB4rU8oGQhrvgwWJb0ZzO3RR54SQ2a7pgEbiR7ei+99IXMzMzP4lytbiElBD14cNkHqvZMUL01bKWNGMg09KElygPGwUxZWrOidEB7f3z+dlZNYlV2p5Lz5sPHZGdgaHCsCMsi82YRfQySXwoWrRSBa9EzlkErsa/A+3s8lsqztQptZ/wUZj7rN9RHPEfdg1bldVbRcyyyhlWEHPm4qhfqv3GLsPeIIKgOdzJRqJ1sYN5vNc0m2fhsc8s4ft+MpIuU+1Yz/pAbCLuINyQOIMfiULfqKIwWXdPruAZNCUIreQPQyNlWcG/s0Ld7d/xocDIjmwUAJ9khbldYIp9HzrLLGDKHTas3MHjChLu7sVoJISUE7a8YIn8UipzNNGe63LAz1w8iHqImgJQLiaS9IZIGiKjZe0qZhZ1lefkfkpmcnGmoQCer6DEr8VEBnY3IuV+/4qR2DiYLI0eNW7V+w3o59hWRiGppGSti1Zt51Myj6digE7aVxEHldnbudkTS2nWC8OzRfxsQdJsjMDq3ByLo3atrT1Mfownq1OoMUPRM1qIqSaOCg3cPygYVG3N+ql82a1gh8uUkHa+Zkhm0162Ktkws1qCygcXhD9s+6rg2+ZhhXgVg0AYPEVGZhc5hyTt4wOaKHctkn1H5oqtf/proa5dcpISgPQ0dYbIGyDlorq99eSJnkGKYYM+JmM5uMfTMWwMHsELSJuRMoBPHmhrr2nQi57q4BsDqXWFEzmQrGatHcypROnH4CvGMmMhlDYqeIQegAInbi0J/LursXvIvdkK2htum5A5NM6rrHYDvgKYVXnJHkXR709HBWljW7fVSMeeiBWueePTxs5HU4nC1mdf8chBZA1n5J0Y8j+SgGUlzeYOTdGQ0HBlhJ0rOxvvbWwWKyOoLdfAFgZMzwAcky795oZNX8GqPChMMRMgcCgeQ/gweGLJowT3R1r0n0Osjr/ilRpi0EY2QrS5H7AhcltHEtl5c5kBdNidpGU0PHRIkZwBlPGYkzSc8hHw2tEs5v35AQnfGztcXo2cgIMSGhdOmHq3eVJNldqkPMkO53lrVLiwBmBFzPGRN0gY1r1jp2BxUbsdL7fWNlQYAABv1SURBVABo62Shil/mYNcx4bOf1JQQxvh8t2tXW7cdYCPPMoTH9BL/cP02UTgo8uQnvaAT+GwePZt5akRrB1dfg+jaTt5w57mjRqBXnFu5968vrRhMV5/ccF9tSDGbWt+lFDmpV3wg6Y+M8XmQLekqXsocjH947fOIr8560VGU90G0de8J9ApBY6PQ2YsTtDyLqVpQLFCXj9CfGbjUQcsiimbmKAQuc3CShsSRlZkpywY5SavQkxR6NlknaX32IKSNjtYOGTkTOffF6BmoGnHK8+KmyY1b777jBe5gB+Ii/RlVDqcYVyaerzZHTEmPhmREzAARM5GyKnPwbkLVyB+RPydpGiSLUsL7f/KbazM7ut5OykpGAUae8eAQJ3U0ZGg7jenyIKAIo/5ugCcTuUG/HZnT8y9W2xO6N5DRKKJYZCz+9s1jB32t8tH7b7xjEQy7nHl6REWNU0DQ+tY4i8n7vlCOKNeTFZbIpsDiCy2S7mfhoodEIPYOPmEJj7mrqjqPTpv4zd46OlND0CxqNTPcJ4kjIXI2g0m5TBgkSbP7FdqymyJrowGSOQDegYQz8OoYVkV2RTHzFpAzjNglOVNVvT9kOm411LW30K9fv6bDhw8v16LkwzXIV2VFJuDQmLN2kFtOTwHiKa9LDjnj5KBfPUeLmKOBZA4CfEa8wtnhzHT1WAcZt3Yl8Kk6hdnm2ixFh46jW0Ug67jg42YeHAQ0qXADJFWyCEsm5jPPZ2YjqvpvxGozGsuYKOxvswtmPHRf252LGrW1ddUb5kcd2vHToR9DZOgVHDfX3i6tcFGnj3JQs6oNDpk/MiRXGUUb/NPJ8kwAArQhkybd7kyBUZYVUkPQjQGfGTETSH+OCTY1zGGgZdTlzWqj+W2lBZz/aGqiELr6ahZFU7eSKnVg9BUiaJrcjWoNX2FhcC4hxI5sprUNnVi2I/oXTB2KioqOdJYM3+DJqjHNOnE3v1iRrKhZR1RpU8LKk4ODyJmsR+W7OzpPylUNZJKIEUPKuo7W+52HbSauA+godPndQe0ZNdogaVzNcJoNM+sXuvQwhgUkqu+zRIlOuiBwTtJUkkeSh1n0XL0FK4j3sSfp9vb2HbFUJeW6XG9fetXlz/z+0V/Pl+WpbeHbAfGwtBit1/1siKiJnLFNKJCg6BnbqrnJL9ytukf2auY7D5KGkS6NyKOreveMqjXOQu/9UVe4B5ESgnY6HCepE03iBo+I1eoLO6jLqNG1zXtIm0GlmoNH0dIf2mJ+oQrsaOgi9Pl8NpGyX2+WCgh7FukFDD2tbIWoFgkZUqgVHNbkbFfXHBsJJwIqt8MVwFZFzYUOvaeh+dwxPt+NPfX5v3rk4ZF/WbL053/882PzGvbpJ20uaARlDgUUQXN70TAYjSrQhStHe2IutSOSprZwPhhWRSyldcDcytwG2wYqBectXnDlyuo3Z27ZtlmeWqyqO8i3Q5dD3LLMtUmuSqjRSA7QMOLDvTm65QFCCsweJZIGL3FN2l01ozZv0skzIz8xtUi5Bs0lg6h+G3YyhdnzsTpQJehURSZOVn7RBOwo1EWol9vpF6uF/QfJLLXqNRCaWozbfUviUEFzB+UYKKWDcG1Ou5gq9AGuscscsTab0HLxE3WsntKoP2/K2RqMoqnpaGPNh8PH9FCrNzCwsHDnTddfdcHs/7xg3uu/+NkDf31p+bDwgcI68pWLUJrKE0vpY11DkxZF+2Q0bFY+xyekgJBVkjYDSSXRyFl+TnH7C1EXYhhRWNj4wBXX3HXR7bf/XA4uNmYLElSLUSkT+TuDHa9orsIxyKs5CHjuSEu7zCERSeOYxhVyZuUM4aqqWpE/+ZTzCgoKuqeXJQG9VsXRbXK2ek13bQJNaqz5SYWTM+nQarIQPf97SR8ziBotp01GJRVIus2YmEITiomk+zL4UFhV1gCpoZoDkWjRxJ5ci5DerCIe/ZknCO1avoG9/1wuOsbPmO5yuZbH/AEJYGxR0XN/dbifv/S38594+FtPX0JT4QnS+Cpbu0RXNFYQtScrXIcmUKkdiLS0MES0PGpWZQtO0hwkd+AvCD9Wcv7Owqwnx/Xrd1m0MVcqys6e+eDCxVfcuXHtWks9jCQQIuqmtqPBDkIi52YjwuaPIZIWxnBq6ss4PKdS+L77g1/38+V+K9rUl1QhNQS9+kPLcMpSe1aliEKLSKtBOVjjkT8I8Ta9mICTtPzxhQiLouEHTbcltGgGO1e23yM8fr26w9dHKzmAirG5lpO7AVlqp0XQJ5k8hwjWulGF1aYnAG7Ybwaz6BkRvmBSKKo3dP8QESZzUInd29v2i+vtxlAnEXfccUfXXXfddenpkyafvH7D+uMLXO3SprY9oJMQyKYz0D+sBtosgg7q0MbA2BfFouCUFCtEm9JNy4CkYyHnuZW5RyYPdP7wlz//8f8mQnh4zUN33rpi9bv+c8yex4BYMy9oGtJsFkHz4xCWjqUGSZ919XV7hkycdGVGgffVeE8kPYmUEHRdoOsUfj8mK9FYI2hqOEkUcZKz3UgsAk0qJ6gdhXQf7aiNnhZ9ErEIFeMHHCK8h7wPAJ7eRM7coB+QTSotOrl15lB02vOzBzkS9YHm0bMss9PWP49prbxZJVUASW8+fPjmmy+/+lWMTuunkUxmfSjXwckZoARY//6RUTSIeuC06+XtB58+Ku77z8h6Z4CTM5c1SLcmyaP+SGtUz2dgbmXOplnDM+fDu0L7PnF8+3AMnjt9rf+RJeeY9Qm0Gb7QOG6OibbgbEJUTGEivRx2rJG0Vzsbg7T55HoyUioeMlJ87+KLf+/7j9N+kJHrTamVaCzoFYmDa9CokohawWEVPZs9H42s4yRktZIj5tcxHZqAnQN6NDRoTPIGkImGlobKDgDPHT8mN+rctlRjaU3NbIqgVfc6Kq8DMg7Wav8PL/NKPkIyRywTVVSord6InuV654iwEjt97qJJZiwFGFNU9NpPnvjdTdfOX/AAKhPytd0FwxNAMkfaDpqbJh3yi9bCDWJoTug6BlE07yh8dz+CA+a1URJZmaFWcgBEzvR6u+hZi5ybzxrpucLlcnXbWOick6Y/tfvWW+Y++8ySCds+rZVlqj5feLcZ+ZdAlz5GQqGhDHV4TBKMHj2CXjht6mfX33bX/2RkZMSlj6cSKSHoUmeGUOvGeBQNEpSdPJZI4DI4GXq0AbvKEyQYoGGhthKXSnvaDd2uuT5I0rwOGjsGUQoROE949LU6aKC9vfVkbe0nUQStDspFck0n5hB4otDZOUbYTjntNrBvxKY/q/IGgHXHdxBKNyGhsqK8pa2tbSOmeqcS4wqLHvzO//9BxlM/fuzuQ4f8OfmFJRiPJaM/PvIKunRjm35S5ORMMof7/dWiY6xO0CBWuMrxUrtYpI3NDfWxyhotGjmfrZFzUjrvtAh888nHHzflkov/eeKhTv+IjTVrhu9evXO468COEW/XHBje3FR/AoZJUPWL2vBF8wt51+HoinFi0U0XPjRp4DiQc59O/aRG4ujsDGNXVeIwJecwDTr5tpKxAutmlSQkqK52AI1MAkl78bSc7p0t72dqfxEVOfMa5UDZkB2pDmfH2Ij360243d512rdu1SJor5kGTeRsRtRAV8Zm7f8hDTrSACkRHZonC82vmuKp3jADomctim7VoqyvaQfyoThXMClYcNqsn8156oy1iy5Y/KK2P3kzcvvLEjGMIcsQdaIzUCr3JcgeVtUcGE/GBXQiWSLqbQf9QX2aNOZjRhgRampxB19jRdLac62zy7OxraI2pMSD6dOnI+pZ1194140tmqVFRfrj39b+NTc393dku0/e3dQy75Ulz569svrNsnUfbpDPE1lzcr7m3DkbvnnrXVdrJ5BY+sx6HSkh6K7a2h7N61siiVG0HbgvNGwNEUXLEiglrYToGQdTnq9RBDSSooQFkXO00Ue9jOUaOc+JthDIruU97caUT6QxfqKm/dGhkzIlB+3MkThUeUO1HOWYMnVy25kXzjtHI5zq7q1r95CTkVV9xa3X/fDB7//wHtT0yn0oS7eRRpFHg9G8ojeu7A22fvNmlUDN08H5hASVaOdWaiS8X73ScVsur6Ctstyd8m2lXdXgxPn62MKs17sqp2Zec9nioqMdYvz+rrYRm7auHb9r9U5cOhS5DtZ6Z9489yFRV3CbRs6pN8NOEL1ulsQRdJRKRrt3ivCRMfqKXLJA1JKk8zqMgvlwyKJ5A1z6IPRVT45hp5Wtev/d9+fI+meLzsGgVJAQeBSc2BVTNJI2kzcIqlnSyFEVO7597eXXaoSzLKGVSTKmlU393S8CBZKgiaQBsh1tYB2GBEgcABG1GUlz8Mja6jkzaMu3TRnoOE87kfTqtqqoqADx7tf2nld82j407jQ92j58+HB+pgZJ5hW9uYbxo08RdJjVaCJ10D2EWOQNbmP4hTM0yYETsvoYSoFaTEbdBxyBSclZ82QisB9JwoOZOaKEadAoryOQxKFH0bkyiqZqDl5qF73NO7GqnGgRtJ0PNMcJXx/66qUVX79OI+fahFakB1BSknPg/Plz//6nJY+dj/u5xnkc+xO8oKntO5pxUjSSBmKpbeaYOtB5gS/f+3pcL0ohYFXQ2+uQKPoUQVtCdaBLERDRR6vgIHmD69BwzNrDlqFkIZI7ZrEnnzeXNyhLDHBk9Tl97ISRp34mxB8iHoeTHSdpFfBdhv8yR3wm/PagKg61DlrVn838nwk8ev7mXYt25TWWzsvKyupzetMVV3395ueeXTKn2e/PImMgnOybm0KDFDD2Sk5WYURNkTQgqzpiIOlYcd+Fefdq5PxKUt4sjQikiqC3aP9Gx/UKtVElVpLubl00A09eSqtRi3JAs9mEulnLsaDMAZJGjJ2biwNJL6lrEvXyMbJSPG5EhfjNrx98rOVI/Q99Bcn3Hu4Oih1ZMYn5ZhKHWet3Mkk62ogrO2mD42szvlp3XPaEC1x5rj5HzkBBVtaOR5Y+M+FX99zz/Lq3V49EuRhJHdT2raNe2/9aTDsLqbLDysw/HsydnvO2tp/e1q03ScMWKSFox4jhO8WO7UGCRt0zRaamNdCkQ5uRNNCdaDrOcVnRzJ1UYoa8wY3tSdLg/rQADWKlUjvIHdB383M8f/Ll289t6w0UFeVuGlI6SFY2HNS4YAB7jqJoVYMmz2VqXFE7CrtL0rG0doOc7aSNtVvxTfaJ7117/jtDnSee73K5eqVaI1aM9fk23vLf/33ikduzHrh6/vzLmo4ecKsWm9S4kpunf2/TQbJGh2E3Iun2WSOyrkj0xWnEhtTUQU+atKJ22bJZZmRsmGJHqYNWEI/kYTN30A5c3pBGKkK3G+VudqttnOxIEwQkCduU0JJndCK2nanE9IvmvPz0g3+VicJYQMQIoqYo2oykA0cKhCPfmmzp+VgmpHBEI2egruRDcc5xQ1eWe069KjMzs0+TM2HQoEGtg4S45jdPL/3La3997oGljz9xYqv7gKzsoDmFSBjWfZ4h/8KnA0EDETW3I4XcMabMK7a4vhbXOty4MOsn2vYyLxxPI2lICUEfzXI8rpHzRdrNYA6VkzWRc3CiCmAVRacI/IThVTyhQdJm5BxsUjFAVoeqH4BagienQxgIBAJxziNJHc46afrNy0tePlOLojMGmDyvyhtIFKKMjUiSyu5UkrYjZ/58rOQca/3zC427xbkFQzsvGXvtYo1s6mJ6UR9CRb9+y4oXnje1dOKw+x763sM3aPtaRqGnIFjVAci/h/zybzk7/3OS3rwTV6ZxRdObizo6etUn+d8FKSHo7OzsutyF504uOtD0w10r3rpOWCiCIMXdI4bHRtI9mDjEsEhEz2YDY/8Bz5zaHbJr0A6InsN1wRDUyg5coiLpM33xnM+1S+ykFvknE7mZmZ/ddee9c5dteedny5e8jPbAsN/RrMyOSBoAUb+9TY+oxZgQicY68TsaODHLpKCN7myQs5hffvVj2D+TsgK9gOLi4uYFxWfeeOZrVX9+7JE//OyPf/7Df2jXrGGdhiBnVHqoUI39EU1LnFos9Wl537hNmFuZ+8Ws4ZkXaCe0+Eo90kgIKaviwCgb7X/fGiqmv7N7xfJfCAvDBpA0zQYLK7uzImmAiNoqOZhAs0o8gwXgYtc0QF83iprVsTskefDoOWhFmusT8+bP2VpVPvWCuFc0xfDle1+dP2HW8VXlk6e8WfPeN+pW7bpy+7ZNbisd2go8cWjvdmcPNVqORdYgaCeKw97MjHsT+uA+hnyXa9VN1199+vyR5f9z02O/u2/7NpFBJK03sQhLS1JgTJkXO6O28wZqS0f2rxXiY+E4eVx9VsGU9aOK20VpQV6Dp0us6+rqatLI+dOUfrl/Y6S8zM5ZMfKpwYMHbNz3warqwI7aIvLhUE2TgtE0aca207ptqjZUcjYZDkuAxELrwtu7Cf9gjpPqsNi8Awd1m1FjEYqSueUhj6jxeMGgElFeXha44fbb3hwgHAsKC3N63SA8Vvh8ee8tmHDmew2jGr7f5cy84Y9PLrln67ZNTjOS5lE0AALlujSgEm00wrYk5hiqNfDZ5xaIwLyTpt7odHq67zXbhzB0dtWPHq2cumTZxhW3Vy955Xxtd/Sh1XvMMC+y0utLJ5WJE0dNEAERWF/i9NTnezOr8brm5uZPCgsL7fe/npv6lYYFeqUO2l2Y8/GgqtOrXNUZ1XVdnYU0SdeSpCmSTpYebZEoJHI+ZjLi6s1a3e6JSxtE0oieqSoj+F6Kkx1Fz0TcQ0aPEQtvuvCt88fPuNPlcq3o5jfqNRgH9f0XL1784opt7zy+e9XO8SDoaJE016UBtQwvFh05LFqOgZj5Zy8ov/oJpzPnydhf9eWBz+PZPX/CmVfjX6yv0X7HnlylNBJErzWquN3uDe2VU6rEsrff0u4WkK2nZfldIklDNXq2qeDgujMQ1J6N9Zg5fIRMDPKOQSLrpvaOoDmSSsyo0Mgxqjj0YZYDxLTKmY1zLpr/4ECn8+caOTeIfwEUF3o3fPW4iTMyTq2869U11d/BFJJYQARL2nQ07w5Z00yvi4OUObTPaXQGOr6b2KvTSCN16NVOQo2k1w2aOW3mnkf/9CHu8/poiqZlNYUxCzAuko6DnNWOQZAzImdUbPDSOmktyl5HZD2ktclo7/ZJIgZRNzGDdTShQJFG88q9v7/x41Jx/Iy8vLzIoXNfchQUFOBkc+P5J1et3DZqwqOvPfDTAoqiVZnDDCBdiqgBkDWPkqmuurs4oXzC88a6ppFGn0avt3prEeSaodcs/ObuR/72MO6rJA1A5gBRl4GozYi2QiPrTTaJQJC5jebctqI6qDlLvw2DkFujDRJQQKPeQdSOQFdYtcbsk8eJi797y1PLXn3p6+MWTO6zpXTJQEZGxtIhLvfyS26+5fknnlwyhftzxELSBJA1v58oOb/7xj5x6DS9BPKy3NmiPC/voYTeKI00UoxeJ2jA6cz9zbBpleN3ray+1uz59mW6SRZUyTIeTQOIqO3IGcsp5EzEDPCEYLRRVuRcFwt0zVn3SCgvLxNn3vT/fr/s9ZeuXbBgwb80ORNyc3M/X7p06bQ5iy/4/stLnu21SgmU05F/MDBudN5LWlDwYW+tTxppxIM+QdDAM5+uuWHS8LLpXbU7x5L+rBoV4f52Q/qIIGoVSkv3TlbPzN/XzqmOw4qc0fYsPHnaG+lz63ib98DB/eApLL6x+KKbigpzHhyzYIHtZ/yrwTgZ3Tfy6kv/8fyG6p/Wrdr51Xhe3105Q5Izw2U5sz8ryzgx3Z6cxpcGfYagcTC3trZWfV67E+2jtk5BnKgj6qUJGjlHI2XAjJj9Y/VSPM9n+nJ2kTMfKApyhsyBqSOYZzd98ZyWGcdN+UZRQc6zdt/nXx1ut/uj4pbMOY6Jw57e/d6uedFkjmThstzZG7U/tRVjcnc42sdU57a2vpyTk9PnfE7SSMMKfYagAa/Xu6/09OmX1L29/Dnc53q0FagUj24DVjMO1bpmK3IGMeMvEbXYvj9sGTJIIt9nipph8whiBm64/bZDo/LyF/b2NI6+Aowtam5uvvZV4TjhsPjEvFsiThhVH0bTRKDW0Tmmdmh+3ltZXY5av9+/w5i2wV5QlIyPTSONlKFPETSQccLIvw9zOu7ZtaI6qo0hkntA5g6dSEka4foyIZqUESRjAxQ9fzw4vOGRkzNFzHJ57S+R8/SL5tQMy/JUauT8pW0h7glAl559UuUF//XcoVWnHHcgO/ordOhEnKttS8cmR+fo9QPyj67r8BdU4zJLO6nvj3iBU35WMlc9jTR6BX2OoIGazM77ysvLT9/xxuszrKJoHg0Hb5u0Z4OQpzkdthozRc3qfZAzJlgTuLUokTMsOAEsh3+V375w39wTp1V5PJ40OZsgx+3eeOOs2TeurH3iR2u3DvBpRC0fL+qs2F4xJl9ov1LD4Nxh67qaChuyct3rPQFnw7Fjx9bt2bPn0KhRo0K1i703RziNNFKGPknQOBDby8puFm+8vs5K4jBrxSaoZBwtAcjJme6r5MyB6Jm05j11+8RgT0gynzF66v9q5Pwv1T6cbIz1+X430HHZ0wvHeWT7GqY3adssvHWQOa9lZ2djn0jlKqaRRp9AnyRowO12r3dVVa3oWLbsDBDx66OHirnKgFU8Bszasjt42wyowc1ZYd5NjWh5y/bIq2RhETmT7kwAOeN5NK186xc/fr21qf63RX1sGkpfhNEi/qXxHkkjjd5AnyVooHTo8N/+KjtwhjDI98Vs80jYjpwBNErw5B/Ab8cKPi0FETQZ13uGDYHu/Jec5pYrSkv73jSUNNJI48uJPk3QB3yev2vR7+cawRYn4/04IVtGzgbsRllRYlCOfirJb73jzrv/q19+7sPJWMc00kgjDUKfJmiM9rlh0eKzfvPL+1/TIl5ZThFv1KsCvsWAmb5sJmXwxpNQK7eQycEzFs9569yvTL8uMzNzS7dWKo000kjDBH2aoAF3f++66xdd+c2Hqt98sOb99wejJtlsdh98iMk0noMesyJm0o8J6tBXAOZHfOirRs5Hr7/11u+PLSp6oNtfMI000kjDAn2eoIGMihFLvz5g3qsFFy4avc3ZOS/g2jxv0+am4btX7XRmHKz1gHzxD+SLNkSVhLdYVGMQ1NpmgPyd5WQUhwhWbSy66cIXzz7+9Guys7P3Wr5hGmmkkUYS8KUgaECOzBJizVjtnxCTbx03QYjDIw/naxiL5486AyN2H2k65dd33/s9iop5dKxqyhyqnMHN9+FIh+h5cOmgQ3ffefetvvzc3/bUd0wjjTTS4PjSELQZioqKEBqvwm3ti6waKJyvTL9ozsjdq3fOw2NadO3QImsnj6gxeRvjqWiGINqzYXSkyhoEkPMVt15XM3t85bwct/vjnv5OaaSRRhqELzVBq0Bt7fzTZi0ke0m/31/mcrmGOZ3OEQ3N/uEHxEfDP9nSNHzFkpdnFGuk/b2LL35u0MxpP8fzW440DP9k24fjA8JRWLdq54zt2zZJ7fqSm295ztF17HKNnNM1u2mkkUZK8X+if0Tm+SIFTgAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>