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Martin VDO Dotron (Martin_VDO Dotron.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VDO Dotron" ShortName="VDO Dotron" Company="Martin" Version="5">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>e28d69bf-6c37-4282-8903-18470c177f47</Thumbnail>
  <History Date="31-05-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="26-02-18" Author="Nic Morris" Comment="Created from Martin VDO Sceptron (no layout information - made best guess).  Note Atlabase currently missing pixel mode." Version="2" />
  <History Date="06-03-18" Author="Nic Morris" Comment="Added Pixel mode Atlabase ID." Version="3" />
  <History Date="28-11-19" Author="Nic Morris" Comment="Created from Martin VDO Fatron 20, 320mm" Version="4" />
  <History Date="28-12-20" Author="Nic Morris" Comment="Added DMX via P3 modes." Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="27d13a98-bbed-475d-833a-c37d6354079a" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="50~200" />
      <Function ID="3" Name="Open" Display="'Open'" Dmx="201~210" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="211~255" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.fms',0~1000" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect Sel" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Wave" Display="'Wave'" Dmx="1~1" />
      <Function ID="3" Name="Step" Display="'Step'" Dmx="2~2" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="3~3" />
      <Function ID="5" Name="BO Strobe" Display="'BO Strobe'" Dmx="4~4" />
      <Function ID="6" Name="2x Strobe" Display="'2x Strobe'" Dmx="5~5" />
      <Function ID="7" Name="3x Strobe" Display="'3x Strobe'" Dmx="6~6" />
      <Function ID="8" Name="4x Strobe" Display="'4x Strobe'" Dmx="7~7" />
      <Function ID="9" Name="Up/Dn Flash" Display="'Up/Dn Flash'" Dmx="8~8" />
      <Function ID="10" Name="Up/ Flsh/ Dn/ Flsh" Display="'Up/ Flsh/ Dn/ Flsh'" Dmx="9~9" />
      <Function ID="11" Name="Rnd Levels" Display="'Rnd Levels'" Dmx="10~10" />
      <Function ID="12" Name="Pixel Killer" Display="'Pixel Killer'" Dmx="11~11" />
      <Function ID="13" Name="Noise Ovrly" Display="'Noise Ovrly'" Dmx="12~12" />
      <Function ID="14" Name="Build Up/Dn" Display="'Build Up/Dn'" Dmx="13~13" />
      <Function ID="15" Name="In-out Wave" Display="'In-out Wave'" Dmx="14~14" />
      <Function ID="16" Name="In-out Step" Display="'In-out Step'" Dmx="15~15" />
      <Function ID="17" Name="In-out Pulse" Display="'In-out Pulse'" Dmx="16~16" />
      <Function ID="18" Name="Movie Flikr" Display="'Movie Flikr'" Dmx="20~20" />
      <Function ID="19" Name="Electric Arc" Display="'Electric Arc'" Dmx="21~21" />
      <Function ID="20" Name="Atomic Ltning" Display="'Atomic Ltning'" Dmx="22~22" />
      <Function ID="21" Name="Thunderstorm" Display="'Thunderstorm'" Dmx="23~23" />
      <Function ID="22" Name="Rnd Chase" Display="'Rnd Chase'" Dmx="30~30" />
      <Function ID="23" Name="Water Drop" Display="'Water Drop'" Dmx="31~31" />
      <Function ID="24" Name="Rain Wave" Display="'Rain Wave'" Dmx="51~51" />
      <Function ID="25" Name="Rain Step" Display="'Rain Step'" Dmx="52~52" />
      <Function ID="26" Name="Rain Pls" Display="'Rain Pls'" Dmx="53~53" />
      <Function ID="27" Name="RGB Wave" Display="'RGB Wave'" Dmx="54~54" />
      <Function ID="28" Name="RGB Step" Display="'RGB Step'" Dmx="55~55" />
      <Function ID="29" Name="RGB Pls" Display="'RGB Pls'" Dmx="56~56" />
      <Function ID="30" Name="CMY Wave" Display="'CMY Wave'" Dmx="57~57" />
      <Function ID="31" Name="CMY Step" Display="'CMY Step'" Dmx="58~58" />
      <Function ID="32" Name="CTY Pls" Display="'CTY Pls'" Dmx="59~59" />
      <Function ID="33" Name="Rnd Wave" Display="'Rnd Wave'" Dmx="60~60" />
      <Function ID="34" Name="Rnd Step" Display="'Rnd Step'" Dmx="61~61" />
      <Function ID="35" Name="Rnd Pls" Display="'Rnd Pls'" Dmx="62~62" />
      <Function ID="36" Name="Solid" Display="'Solid'" Dmx="69~69" />
      <Function ID="37" Name="Spectrm Shift" Display="'Spectrm Shift'" Dmx="70~70" />
      <Function ID="38" Name="RGB->W Wave" Display="'RGB->W Wave'" Dmx="71~71" />
      <Function ID="39" Name="RGB->W Step" Display="'RGB->W Step'" Dmx="72~72" />
      <Function ID="40" Name="RGB->W Pls" Display="'RGB->W Pls'" Dmx="73~73" />
      <Function ID="41" Name="RGB->W Strobe" Display="'RGB->W Strobe'" Dmx="74~74" />
      <Function ID="42" Name="Norm->W Wave" Display="'Norm->W Wave'" Dmx="75~75" />
      <Function ID="43" Name="Norm->W Step" Display="'Norm->W Step'" Dmx="76~76" />
      <Function ID="44" Name="Norm->W Pls" Display="'Norm->W Pls'" Dmx="77~77" />
      <Function ID="45" Name="Norm->W Strobe" Display="'Norm->W Strobe'" Dmx="78~78" />
      <Function ID="46" Name="RGB->Inv Col Wave" Display="'RGB->Inv Col Wave'" Dmx="87~87" />
      <Function ID="47" Name="RGB->Inv Col Step" Display="'RGB->Inv Col Step'" Dmx="88~88" />
      <Function ID="48" Name="RGB->Inv Col Pls" Display="'RGB->Inv Col Pls'" Dmx="89~89" />
      <Function ID="49" Name="Police Chase" Display="'Police Chase'" Dmx="101~101" />
      <Function ID="50" Name="Nightrider" Display="'Nightrider'" Dmx="102~102" />
      <Function ID="51" Name="Stars" Display="'Stars'" Dmx="103~103" />
      <Function ID="52" Name="Fiber White" Display="'Fiber White'" Dmx="104~104" />
      <Function ID="53" Name="Fiber Mix" Display="'Fiber Mix'" Dmx="105~105" />
      <Function ID="54" Name="Plasma" Display="'Plasma'" Dmx="106~106" />
      <Function ID="55" Name="Starfield" Display="'Starfield'" Dmx="107~107" />
      <Function ID="56" Name="Colourwave" Display="'Colourwave'" Dmx="108~108" />
      <Function ID="57" Name="Noise" Display="'Noise'" Dmx="109~109" />
      <Function ID="58" Name="Snowflakes" Display="'Snowflakes'" Dmx="110~110" />
      <Function ID="59" Name="Rain" Display="'Rain'" Dmx="111~111" />
      <Function ID="60" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect1" Name="Effect Mod" Description="" Group="E">
      <Locate Locate="4:0" PowerOn="4:0" />
      <Function ID="1" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="0~126" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="127~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="129~255" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect_Rot" Name="Effect Sync" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Sync" Display="'No Sync'" Dmx="0~0" />
      <Function ID="2" Name="Offset" Display="'Offset %.f°',10~350" Dmx="1~35" />
      <Function ID="3" Name="Sync" Display="'Sync'" Dmx="36~36" />
      <Function ID="4" Name="Rnd Start" Display="'Rnd Start'" Dmx="101~120" />
      <Function ID="5" Name="Rnd Duration" Display="'Rnd Duration'" Dmx="121~140" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="P3_Switch" Name="P3 Switch" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="DMX Mode" Display="'DMX Mode'" Dmx="0~0" />
      <Function ID="2" Name="Video Mode" Display="'Video Mode'" Dmx="255~255" />
    </Attribute>
  </Control>
  <Mode Name="RGB, 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="d245e7d5-48e7-4951-bee2-e47a301fb34f" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Basic, 10 DMX" Channels="10">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="45375754-dacd-47c8-a1e3-711fc40cba1b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Duration" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Effect1" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Effect_Rot" ChannelOffset="7" Wheel="24" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="P3 Intensity, 1 DMX" Channels="1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="P3 RGB, 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>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="P3 Basic, 5 DMX" Channels="5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="P3 Hybrid, 6 DMX" Channels="6">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="P3_Switch" ChannelOffset="3" Wheel="28" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="P3 PixelMap, 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>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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50VLlAYVrQ6CymdZTLZ2qrbuVKQpGPSTCDKS0tHUcdFXVIhtP919PffenvnnSdpdSJwwREIXomAYTjcuggh+W6U2ab7gGvLH0HMzVFn1P0vJL0Hqdt2um7djpGC+3XRMfZS/e6hz7votcO+n03/baTBtmtV199dcOBhojRdWyj9u2LwRriY3or4zr9ZFA2nYDSlhKJAe5YKA+zPaEHApYapMmqDvhcygR6CSsax4YeAkDhCMQ5MbuDVY1tYYCY1nL+QC16LCLnxH7r122kc+zhAQbGS1lVBdNyrl4V0EtxfgaZRrPdbcyZA641QPeCc6AvgRN/9dWVHF2yaXPD8UccMaX52muvnXvRRRctO5B2ORApAvRBlv59+3///vt/5X/mH89o8FIhd/QPkOJEywkowyG1lyyS5k0Nqk+/vprbxT9SLgDzO++8w9bE4KFDWNGymSynYsMhKFYCOGo9hdRWMiIsAkHqYDSNBVeIbWDVwEm3bdsW7qCRSIB5RnB84Kgj1Gna4rEc6wbXAW7bsnzKC+ewjY7tc6fEoPLS6ZQLxJZjdPOxEIIHyw6vtAaPUMhvP/LIDYkDea5wlomzB9bkFVdcMYnubwaByAQCr4HBYKguEPDXKNsqz2QziHQIDhkyVLWCc40hE7JZNbU0u44zvIMOStFLknGEKsgHF5mqM8CBHiBACgDwnPR2nq34dbIHv2ChUvvACqyqquYB9eGH/4gpNxIzCIfattD7O83NTc/RYP3o/Pnz39rXvRPwvzZw4MC+7777boffTGefzIDEmsQ9aFCEs48tBP1uaX+Cz+9jnQT9IYN0MORnThd/z5gxw81OxTNCghScdTj2McccwzHOOJ9YzvnPz3T6mZ8ZrDMptsA3bdqsNm7YpPr27a969+2joiVRXBxvC71h3UToCC4fcZ2WrUNA+VhOGCj9mM1oJyT+oU/gudPzJcMlyPTgqaeerl58YbkuZ0DPgdpAPfHEk5FBAwctvfXW24745jfPO/dA9HJ/pQjQB1GQ8Xf00cd89d77HiAQSDp8mVYcKDlPtVIlrMgV1VWsKIgRhnOFp32YutI7FP+1115TDVs2s5cc+6JjoKNLhAYAOVpSppXdpy2TSDjigEmQrXQACo4NqzuTtpnmCAbIEgJoQuHhXDGmn2yBpHC9Nr+ouztOSYu7hM3q78WtptJJ3kY6DGp4CFD4sCUSV+g6U/GEAmYPGTrYgqOUrMmd3XmeNBsZVldX982+ffueNHfu3FE0K0EJ0+hf/vKXCOJsETmwjqyvHdt38jMBmPB1OdQNXzMyHh1qJ60w0OVamUp5USiFxIxuEJ4T0YQAaHeGEPDoIGZUs96+ZuQNgXeABpQqGmirevfuPaamtuas8ePH/4jux6ZBo5n0Ygfdx7rt27f/7sUXX7xNBiRqv1f69+9/CgZuuV55Ce0hFmU+YOtr163H/9A2lg7DS6XwbEg3U3F3e6FBwDXjmcGqxbOFTwQ0BwShc8g+ldmYGCD5MdbuwG1wwzJorNm4TjVsbOBz9OrbW1XVam4cV0rDILebbkAnHh/HwN90SLpT995SmTTfF/cfnDsDw0Hxq2/fAQqXUEL9pGHj5tzrs6GvQdXQsEWtWP7Kv5eX3T/hi1/6jwkftQOxCNAfs1x88cXl1PmiNDWbfvrpp9/9zDPPBseOHcuKB8UGB4h3WBmw3JpJ4QGYkjwiwA1rt3lPIwFpmpVfIjjgkUfn3uUkEAC8pTxov379+Tvhg6F4nIBClkaTr4m/k3RvZHhJWi+uQywsAS8Id3akbtvZDp2LeWnHehEg0Ja0lQNwHugpHnBwrejkjlOq1QTnefO+36u6uu/smprq4+rqeo6rqa3tE42WRFLJrLVu3Xq+dzh7kIWGAYeOUyNcvjw3O+vjWYFYjmaaugCYfM+QnTtTzrHsConQASbw+BFxYES+ZEy6HiCQyc3UwwttZDrmUAcjSBZ4KMwOO4sGokq86PNwutYTCQR/+otf/ILbjsC8BTU0CMhdIDZT8U2AFitWX4qd4yPIf5fPojvCX8NyxsxNMgRBCWDwg45OmzaNt4U+y/2bdJv5rMwoH7Gw0R+g+1t27FYDBtTnxEdLRFKGLGfl6JfsK0ZOmgaVYBgOT/hh9AxS0ydJFWuPqUQi5nLQ+B1Nhj4APTLFfAbvv79a7dmza8z111//Ev05paAifEhSBOiPWYYPH77sc5/73NdBSTz33HMMqjp7K84KJTGozJdh6kv/8D1ACxYJnCDYForaTFPwHdu2My8IkN6xZxdvh8wrdJhm6izUWXVURFuc94PyseeerNS29jbeT0AInQqdAceQRAXTkSLXJmAHSXGYVS5A51ucHlh5ANhBjH3AYx5zzJG4jrcJdO6rra2Z1Kdv3aCvfPWbJYihhaP01ZWv8jss45ZmDGgJ5XDCrlWcz7Nq8XP2I0TAyeQszW0zlrb13dT0PPASQDOFnap532UdgOazA0SMn0FH+Z1TmgAtQChOXbyjPkYgaDE3CusYFIaEzUmGHgZVknIMUGhr0Sm0rTtTMKxlU8y2y22awjMGnPukk07i6+SEKNJPXJM4qhGpYdIYnYVZ5juZ8Yxw3Tge/C3Q2379h6my0gqnnbI8E3Nj69nK9wZM7AvDA3z3wPohKhwpdbNZ4duAruCYiTjNoloadbgpDQSNjXs5i1Kc5/ntKM8BtB0cn88+++xk2uaB73znO7MLPqAPQYoA/TEI+NBZs2ZdO2XKlPMJfEp/duvP2UKNJ0hJEkmVTGjQA8CYIMMWgJ1xOU10AnREURR0AvG8w3qEYuEzai7DydfSRBY2+OdghJRNx0sDuFkshDe1kqI10vEynEXW1tZCx6DzkNUJOiKdwXWQpdHWquJOmdAMWR4pum6/FeGOYaczDNBAGeb3MnqqiSvM0DGVYzHhb3CEdtYBTLGclHL5a3/AUnW9eqjZ58xmSzCdSU/dvm371JUrX1d/eKRB7abBrJHuIZXQXLAAGCrppVOgUDR1k2IAEFDRqehyTX6Hg9TndygHJz3d4t+9GNyQ3wRMbKItPwClSRVowMtwrLnN1hgsPF1wiK+AgdyzEm3HUcXWLNnplu0UkGLgsZ3CUtTuhOSBrKZJkukkH6uiokq9uPxlGrya+FrBXcsAiIHYy6wLqPpBQzRlQnoRT2gOHTHNAL4kgRT0AWAqYXadzQpEzAEKn4844ginzotOcsKgIQWypk+f7iabyLHzgV6+d5+vk/qP6oeNBIANDRupfdNqxsxZavfeVvZPKCcRCjMhPGN28iGzkfQAgD102DA1ZfJRbL3zTM/S2/E1M4cecME6kaRrb23kQR4Dv82WfpueyXKSFlnroYDWE6bhvOiQdCbLpXVfenHFOTekb9jzvQu+963uI0L3pQjQH7HcdNNNl82ZM+eyNWvWBB966CHuHK0tcdeRIiAjHV4sVAmHQgiRhKtBOdCpoHxQMnDMcDzhmH379mUnUxt1FGyPTpKhTt3W3EJWcpRDi8SqZPBPJRiEG5v28nXGyJoAwOM9FmtjYEbWVTt9zhLwAZQFoJNkZfiUxw8yAGNqyRHUNlMIDFoa8dhRw/QIMs3kXuhfMKAtPi5fyrynttJ/ee/dZPEnuHOy1U7nR0y3WMYAegwEQkmIaPCDgWxaPtpRmU/BCHUg8bcm8Mh3so0OUbQ4ukGm59JOciyfP+vuBwerjoSQqBSy5LMp1ypOxDPugMxOLDvBXDfuDyDkuOZY0kkjkoG+jSX2Uhs103lsHqTa29qdc3gWveaFQyocinrOypBPhcJBnu7X0uDnozbCQC40hQCpVDvE/WGwlxV0RCclTn3SpEluqB50Egkf+B06id8STtKTgLRpQZuWqZxXB+rr5wN6YcuObWr0mDE8Y9zT2Ow4oj0+mAde2o19K+UV6tTTj+MKeDzz9Jc7VEiAnePQL24jxNobAyWevRN9ytcJvX9v9bvqySef5NlZe4xmrc0tfIwIEgHM8cXWurVp0xYybGLnt7S2vDxv3ryf7wc0dEuKAP0RyVVXXTVp2rRpD8+cOXPAH//4R25wWMC8VFQimzP1FtAUq1mWiNIgZySBKOWmcjNAl5axBSUdB4q4l6xMTL8EdNrbY6TkWU67lk6GV1u7Lj1qxkcLxyz0Bk8Djdq/Ztyz8NA4Fq7H5DJdSwt8s8N1uryqE1MrmYo4B9embm/hQcHt2CmbY6F5UMC1Z72pObBcKIP8lF8N81njNz9X8ZMBzoywkPhwSWWXF0Sqtck7rOKAX8d/SyiibMecqJV2AV+HEPiNanA00KYT7n6WM7jpmF2LLTncdxIzg7QeRLPCpQY8Th/3hpmR5cNza3UHKJMqkL9tGxxr0r2mjKWdYxI5EgkE3UgMCafE32IM4DvQBALiPHg7YXusZ3v1wA59Bl2H68c+oBUkSiNfTEpJ2ksEpbNQtGn3nr3Mt48aN4ZnhdBl/Qw9dGSnpa118FOf+pQaO/YwXjACxwtHQypaUuE6WnN8AgY4a73HMdNu34GxMKW8So0aOY766yb15FN/Ua+++gr3W0wGy6Nhg+bwdI5LE7TFblmwYMEz8+fPf6dzVNh/KQL0hyznn39+kKZ+dx577LHnrlq1ykLKLSwMNDIUV4e45YZliWUo4JzL3eptBDzYAnOsnB7VNaxYwhlzTDEiPWjKVlYadfdD6i4fl5QaysScd0JPbU2HinCdUoeBQcMBIqm1IAqaduo654ecmZaqH4AcCbtTb9AhoCdwDXIPMlNIZ/Ce8iIKshro+LNCYSXvGUt4lPk3RKgU2wBvHd8dcTurALL8Lfy/tI2AuAxKkokZDkdyitJLfWy3bdIxIzLBxwDt8e1ZniF40RIa2HnhAgZ/Gij8CZpRJJ10fA9oTacr0yL0nED/bNzYwryr33CY4eWBpx4kZEDK+rI825eU/bjP7yaXiJjXJKBmJpFIFTo4A/E3BlaAs9RsQblQ2cccsPPDEEXM+wNFtXv3XraeyahRe5p1PWlpD9OBiUiMMaPHcuQIfCh+X5SzHjEjyx+ITf9B/ixKrsEd4OiSg4ESmgVEVGm0ki3yqYcfoZ599jn1ysvL3YJhYtRIv8DxXn7lZf9ZZ525gqzooR9mpbwiQH9IsnTp0vNra2tPOvfcc09Zv359+He/+51bgCYepw6cTHMMsNuBHUH3TVLfS3GaNQEe5uiw+gJ+J5QuoWNwHataT8V0XC6UGiJTTRTAB0+WiRPQO1ED6Uxctcf3qkyyXQWsiEq0ay6PqYIEXQ8BmG0RICRjKhAJqhRN6zKJdp3IkqJzxtv4OpKpdubM/QFwzRl20oCjzmY9ZZfsMqEGAK0pmqI3tdC03LkHAXkekGyv3rAnmiO2BWrF6jE6FfPb5sP3WU68mvN31nNKWYiJVdqSxmkAcOkMzSxinjVnlmbVNUHA2eqYbbEMU+CEfTEXLLK2LrwjVFUaAK1ynW+WZUZ0OGVVLe9+W9t9TEUgMy4/FI5BLg2GKOxSJ/wILB1xEKaBD6VcOX7c2V4oMKHM8mt0YyZSSlaizJwk809mEjgGdAuUmQAig7ZfJy316VOj9uxudM+HWaFYy0ia4nPk1ZCWcxcCaG2o6N+3bt+lNm/ZyiVGExkuucWzLZnBIYEEAxfcDF/8j6+qPr378TEioTDX2sAMxwPbTK6h4PdCHH2OD0JHFfmUGPrevllHl/0qUlLDPDsyd8eMGanuve9uGjhaVDXNfIIolWAM5JYvpH770B9Kzz77zMdp98M63OwBShGgP6DAAUhK9X2ymBfQn9E//OEP7qKp4jlPJjLMp3rWiLc/g41j/UAEAITfdae/jqUJEe4a6wVKB8S5mB5wrBckW0CgdAmHP2YwciIwsK2AQSIZczuRHFufX9MhsJqEHwc9IanDzEcGwy5lIanict/i9JRrN0PZIGIVd2Zd8fPZR8yxCGYGJj8ozif9wuwE1n/Med7aEs0PIZNwVi8mN8P8ps+XdqzOBANpluMBbaZjwCtDMlntZM2/FzOEzASp3HdOlcjZzwQ3JI34nRhqi4v8gC7RpWK30jTc529d8icAACAASURBVPDrYhmbqdwmONtOpIPUvZBZg/m8JVPQ5WydULcEDdLIrNNFklLszIWlCx3HOerr672BK++c+bHOpuC+8TsMGfSZcePH8+ull16i6wgx3SN6kEwgnLROfe6Mf6N7783WstQIkdA5fQ8ez62fWUeqpbtiWdoRD0sagN2jZw/1s5/9jGmX2uoKt60giMbBa/nyFRM2bNw84uqr5793wCc2pAjQH1BOOeWUew8//PDZcCwgpRUWjFAOMvrDEhInoDmlYssLVoFRFUxe6Gg87c4k3FAp2R+Cv5sam7jDyfYARjk+woVMh5YZ9yrUhKRZI45UQpbMOr9Cm+jaGHq6jymeADIve5SxePDBfbuOTcPpaQKFiAdQnT/X/NjbfXV0k8s3RZ8bnLaTeGFLxEhuRIF53JywPDutpHKfPo+O1NDPJ8MvOb9EeOQDdP53kNyptsWRLYW209/RbMP92segBtAuKalWQaTmO45UGaDz47nzn6Xco0QymCnPQp+Z18dhfOEyt6gSjrV58xamObAPwAsx+OZxOpN8JyF0CmCHBKLRY8aq4SNHMjiLtS/nhF4dfdSn1DFHHUt6V8qzDp8vNyzSa0PL9UXkEmHyPD3Kw7I6Dx8036H/ffv2I32Pqv/5/hz185//QjVseF/17OGVUJBY6jVr1qr+/fs9SF9N7PRB7IcUAfoAZcGCBWOmTZv2+LBhw/rdc889bAVgeiiONYCWTojQi6mKwwsCiwvJIQnHmk1m7BxLDiFDoAbARyZTSbaA0xxCZjthaYrjOZGaindYDdgWFq8OAcs43/tdB5heY86nrT0Gzgx7uXFcpIWXlIRd4NZgraMx4MEuLS1zARnUi6YFYCkjCUTTGLLWoO6oytk/kwuqXRvDH0zcyDqHKkBmIpfEyDorvSBTEFabF1HAmzs7e93ZS1lXDmes6RZENGtrnd9R0c9yYNOnnU45t+js67MsD1CUVP1zCveojrMF8xgoKMVL0TA3YvH1g2LatXOXitJA2RhvdPWO2w+JSOBhYVU7/oNC0mk8ep5AH0aMH07naGddQZie1NpAxIYsUVXIKZg/4MhzlPO2tMbVTjpWr9691eAhQ7Cqu5JEJk6Aos/wn8yYcayaeeynSS+R2Rphi1kKbfmYwnLO457O6mT039d3Vt7vudvinFhYuSQSVV//2nnqrjt/RgbZO6pXXZ1TdsF2E2feeefdwxYtWvSNSy655ANHdRQB+gDkuuuuO+vss89+YPny5QEUKoIVIA4vbelm2bLEC84uOL9Mbi6Z1QCZYA7XVpIsqq3POE/tWPlI9+Itrfwdgx1tEwCnhtho5kBjbGFzFEU2yWDEQfaZBHOtsHTFmkJ8MwAmk9HWLT4jVw6AHQh4Fg0XjomU0dSu1J3uimUEHr2ljabRTqRB0gCAHOvV1lCFmhPKsWbk3nO88Ub0Qb6YYW/5YjqwJKpDKpRp9DRqPDjktM8pTM0QirA/5VleXmabnfPu83vXqS0vv+uoyr+uzigZM/HEvHZtscr92M53do6euO+Wc02M0bqYFl7hiohLpfFMzXJSOGhwtqx9T+3NZ57fLvIbwAbhm3W9atnKha5s277FnU3hNyljWjiOWix+eao6jll8ELsbm0lHQurUz5yhVq58he4h6VAlOD/pW8JWp5z8WTV16nRCyCg7RBGrnOYBVw9CNmaBToQG6p5wnTGn/gvO5nd0ALfEPL5xdRiowbPJgAmnKt9/xqkP41yvO6PwZ1RVVakaMnSA+vJXv4ql5lRTMw2UpWGOrxcDBXSN3z/hJ3PmzLlfFtg4UCkC9H4K4pqPO+64K1A7FllOEp1h8qxawT1vtlnFjR1uSSOm1wFocVZZTg1lFFDHNHLnzpTn7bbtnApgoDfwLiVF4dGG9S6heABXyUST6AO3qpeT7o3PEmKEY4BvDgYjbH1KyJ2E5jElg4JHdi6/mZ/AYL6LmAC1L8vNjMgodByTX3b3cV4aDDE99o4vXHk+sEoUh1lxT2YcEuUhz1BKbWI7qaHs0EM0GcmAQ4nTsRL0O6rXoVdb9HuAPpMxG6Ax1UL1uyDe8T1dh4VnD0uUQ7gcaglgJ6GWoJJk9oP2hOMObZI1AL62hoAzupmvjQ0DS7m6iBXU9XqRuVSRGZlhtkuhdsC9opQt+GZcL5KrROeQ7SklSvP57hxqJ8f/qwEPOoUZp88Kq7n/+7/q4Ycf5hmYXBsnXDW3qjPOOFtNPOxwrY9WwG0/MyrDjNTICYGzbdeKNge7rDOjMaXQc+lU6HdQOtCN8847Ty1dtlgn54QibrtgbHziiSfCJ5xwws9oj//Y9wH3LUWA3g8hcF40adKkixHXjFA202o2rRCO0zTa2bT22HmW8RJGsEsqmXGXse/TuxdZRc1sleMcJmeNjS3bOx46I4AVHUnKhqIDiZNHkkgEjITnFhDCOdG5BQwgDBCJNqYwJKVbHIeQLLvZPD64EF+XL/kgUMjKLPRZnp0phY6vsl6SBkcdGGnVZlidOMGkvjYGNPo7Q88hTu8tdIxd9NpK97yBjrWBDrGW7v19et++cePGXXfddVfb/PnzD6NzhKh93lqyZMkBW0eoydKvX79R1FZ4jaRjDqJz1tJ1jCILbPDTTz/N7Yv7gaUKKgGRCkg+kaietvZmbkNYt8yBhkNcdRA6ARDKprxCUIUch4XaQn7Ds8Rq20j9x74YICQOGg5Kd9WbAu3lAWI2D6CzPBOEhYnrmvXpWVzuAD4bn98LjcSgddJJp6kJEyZzBInPCnGEjgnMHo9scYZgftilCbpyDXo2qaOo+DlYljI0b59+DhG5N8wwEbnyhS98Qf3stptVqDJAbRN2z4dnTv3383SN/5n9AAWVigDdDbn00ktrCZgfn0yCKA0zRVacd7BuMllnBLaUwwtncqwJcealHIdMmstqZtXggfVsuQKQa6uqyPpJMECHQwhxKnVWXM5w0odFSg/lQB0NgCvABgkPYoUBbOWc6LxiOWYz2pEFrpn55Ai9O79zMaV4O1td2qlpO9EKEiFhUArOlDE/K8svfACf23ZpDpnSmpynGynhlLI0O5dP0q/5fzIg6WOZFKOe+etkGHCu+AL3W1qGkp0Vqq6uDuCbpO920jNpqa6ubqe/W+ka1tNzepHa7tkrr7xy1f52ngULFrx2IDqUL9dccw0q7S13Xq7cfffdb5L1xVZrB6vfj8iKoJuEgciRPn360f3WMEfMqdxOYSt+3hasUR9XK+T4laznIBZaQgZtiNk+eH66gP0u3kZWf8cz7t27LydAgf/Nx/eMw8gw2DE3m/GckirDfhP8MmTocHoN5QUndEhmhtsZ/oxPf/oEdeSRx9A+YaYydMt7s0cToL31LAvMqkyg1RQ+f8gKa6SckFfLcs9RyIq2HWvcZaud31G87Kgjj6ZBbJv66+OPczw7fDTop+iza9esCy5ZsuxK2nTugegIt/mB7ngoyUknnfQujfq1WBIeSQASouSCMxdsIUXKWjqsx/aqhHlhWz439MymToYAgDRZzsgErKmqVv3790199vRTdqxZu7rftr82qBBZFL4IluzxuXwvbJ9KAh+A8vjxs8AV7ygvr3ifplzr6TwJsjx607VMp85U/dZbb3FGFqwTrmAXgOVY5q2EQpfZFk+6CTIm95lvZfngAJMO4IRrmVNLSXCQ+3RpHV4lumP4mVjBfh3xliPOQt8alADePov5PS5Tmsdfw4rD4AQwGT58eJauYSddy3I6/mtkZf6yq6wuAtv9VYWPXGhgLsEK1y7v70TEwPKHUxYlLwGSAlBtbTHnufhUiNq4pErPhsR3IBE48UQbO5JhWEiZVWlnidyR8+FcsA5BaeDYsJ4lw7NXr94qEU+xTtgFAjaM9BSu4YlSA2xs0PXEkgkVDIe4zb/93e+pXz/4W3fgRtF/hDKOGztRHX3kLAJR3GOAAN/mtPb8xQNMQDapD/fs5u+sRz7HXFAezWFrZ7bf0uGT2t1o0B06FCTXf6BEl/U5e/fup8783DlqzZp11N8aVHV5hWqn50tzNhrc9iI79L9UEaA/Orn99tvvoaloLVYgloxAM7bX5URVLo+VH9JmVoELIO2WgCtMT79+YB81esywl5qbsyef/61v7L3mmuu+9JWvfOW61atX90LZRjiBYF3TNDc5bNjQndU1VVtbW1p//tyOF+585IZ7OhSzX7Ro0XFnnXXWn++4444AavKiY3DNDn+YlVEyFRPZtNtJzcEkX9n1veVOKfMztIQ+MC1ltphsrwOZncnrSIZFbWXZWYZaxFzLwi/8sd/h2SuY+8NUn+6nnZ5HjMB4LZ3vr2Tl3Ulg+6HEnR5soYH/qhkzZvwCJVNl4VMBThHhqmVwhJhx6Ga4pOsfsLx1CPEcBexMZ6/sg0xFUBvYT1b9llK0VZVVnHhV2Cko1K/W/3RCV2EERYNzllVVquUrlnPxfhxfMgW1k85S/foOUqed+llOzrF9fpeOyw9XzP8unz/uwIOrjvEb5mDPcf2AZyn838m9mWLSlnheWJX8Rz+6jtuBfTwB/dxff31VJc2WPnfxxRf/voumLyhFgN6H3HjjjXOmTp36RaE1wP3hJenQJqcbdEZ4sR7NGhayPb5jeoE6Sw+aHg0fOXJ1dY/ary9adNU/5JwXX/zDe+jtnssuu2zQiSeeeAIam0D6yYULF64tdI10Tt+11177H6Qk51MHm0JT4/B3vvMd7gCyPhuOEUvGOFvO5SP9Vo7jUkTANuez7c8B5nzeMn9AEsvM7iQmVvY3z6OLDWVUeYWmJ1AmFbREaVlZLJu2X6Y7fYI2/QsB8asH2Jz/EnLhhRfevnTp0lkEbF+CE1rimnX4ZlLFnYUdzHh4iRcWBx5EBk5vILXdVG+JZ5aBFO+yLWZnwhFLwSQ5B5JVNA9dwA/giG1kNjYRsAv9huWkxkwYr8oJ5EuiUZTqzLGGa2pQxfA/VDiE0qAhXtYhEPAcvJ1Zz5B8MO3q7/zvxJnPC8o6X3MUSFZHkxT0ezgi14W0c5Re/cc//sHUpAygmMVOnDR+CW1aBOgPUwj0Pn/cccddi1oaoDVkyfkc3lmAiPnalOvVRhYfloaCZBiwkpytFyKTuaq6XA0Y0D9NVsUPli1b9uPOzn/llVfCSVUwjvJ73/teeOjQod/p1avXVx588MHRzz33nB+x2Lv27mEOmjsdvWJJdO6UE5MtAKo7ph9LayldwFxKMFrOVJBTtX0S0eBzYk2Ve69mVqCu1CbPwuGbbeEuCHTtjHIW6HK+98AjiGWfaMCCVTyBOm9VVWWitLTsTQKjP5DVdsuHWdPgX0n+53/+5z9vvfXWo++7774hMtCDD+bVSmI6mw9LT6EsrNTs4CJIJTrqhJ+vL8ALDqSTuu19Tpy31KpA+CfTXVkd44tsy1AwoNpa9UCA9pPlviAYNN0M0Lw6IRDXSQ7KgPSlpaWVpvcJNfv/nYdZKHPjz7/wPFvwr77yihpUX88RN6BskqSnp556loqW1/JVZi0vosaM1ihEa5jXUSiCiGPQC8U/OzZG1vL4aviQECWDiEzQIFiphek92/GrFEhskXNjFZZzz/2Seuft1aq5qVFhSUqZ4ax5f+2QuXPnDunMyNqXFAG6gJCVNp2mLL/CihSSISdhZvni8rVO/j+cNVi/DJEaMg3KJLXCozLY+PHjn6MOdxaB836BD11TPYH6hfQ6/bTTThv4+OOPW1hBA9NEiU4oI+XnKauTKAPmwqQvtMfbWQnDF8opjmPG8YpVLTU15HsvNNBcLinj1jCW7VyaQ+mXrAMXcEp4IsoA096JEyfaNTU1W+jHJwh8fnLJJXOXF7r3Q1EaGhqOmTx58gayNINoAzESkICkB0edEIRkIz1ji6tYKqEdyYaTmCN6EK0TCnPdZLcqYRptnHItZ+a5wxHWG4hkpsoMUdL9NVh1LIgkAI1zo5RtnAAZViXW92smK1yvvKMduUlHh3RRKqWmTz+KuVyhs2S21gGglcpJ3c4fJApJfvqJKflwK38DqG22nCU6xOpkD2Nf2gdhj+ee+wV1y09vch2leEZYxOCUU0+6kL76r31ebAEpAnSenH/++ZXf+MY3nnz99dd9cJKAf4PlgimmaTkWUgwoNSwH3tay3aknEgdOPunElsrKyrMWL1781/25HgLy88aOHbu4vr6+6rHHHlNw/iE+GoLOB2CG6PA9b7VmnclXeBkl3i9c6qZtS2y2hAyaERfSCb3i+OkcgOYgCONR5EybuaBMkMOyEDdLU+QUnf81+u0xOt6fyEJ+Ibuv3OBDWOjZbF20aNH/I5C+Y8WKFW6mqgCh8MUdxNLrRkIQ1ZFwanDD+As4oIf9QkFdh1sGYEQkSNSGrJAijkEMpl60h1XQOSiCbWB5QyemH3mk+tWDD2iLG+cB1Ua/SXlanHvMmHG8ZFaHyAxHZ3Ocg8px9hlOu32FaHYleHzmPvI8pY9nnLVweODwGTH4hWLxLU0ZorjSE399XK1Z/ZaLE7gfar+T9+viHCkCdJ6cfPLJz2/btq0EGYLg3ySNVrhbE4DykwBkLUGd1WW73OGMo6a9S+9TaNra7bjZG2+88ZL+/fvPoWNWffe732VeEJan36lCZtbWELoFiQpeLQm9qoZMsxCaV1qqY6Y5KSVY4lrIZoEkiOlkguRzyx4467hWLBpgOnDQqeA4mXTYeLtHTfU62vYB2va++fPnrzLv8corr/xgjfUJl0suueRO0pkvvfTSS58214WEuLOzPCvW+ZCb6uxE30g7y/JYMtCDagAIQ98lOUlSx6ErsJ7lbx0U2TkQStXFT836lFq3dq17fVidBGGlODeOg0Ss1pZ2dcIJx3OaPGKZbeVlduZzzqa4mX1dWM8fVPSMQYcqSpCdE9jRqeC5nnLKqermNe+4GOG0E+LcfftrkBQB2pAbbrjhwiOPPHL0//3f/7kZWQK4EDOSwQRn9rLTaNuOqV0mxWF2PtTDiKfUmBEjVv/6wQfHdKdhFixYMGLQoEFX9OrV63Nr1qwJkxXFU1FYNpUVtbq+gp3hsqSaSxZaASFpXrlEnpYyh6xpDHQKWLGI5pAqZQLuPKi0k7UU88qBmhYyJGV7q28H4Myz9TawvSLhIHdwHBugPHTo0ATC/uinXzY2Ni6bN2/eB0p1PdSlqqpqCAAL7ZdIplQsqQGUMwVVmtEC9AEs1ICTeQiBxSyeAwYynxehox2Fe1QwpCkPtrittGpta+Qd29pbXWsd0RdsESuhvxRvmy/iIMe14XyzZs1St9/+c9W4a7saVj+AnYSwR1tJb886c7aqLO+hho7oSRcZpp3DrL+y3JhcZyGgLuQkLHQtIrxVAWbCZ4Td5Yvbvy0/p4jr7m8xH62PbemVtMygQsurIz6VrOjRo8fxyubagZ7C/cOZfz5tenOnF15AigDtCBxvs2fPvhpJAqA0YE3gJU5B4eJEgfKVRFZLYXDD0u7pJKzxP99+++2ndQXOoDGGDx++gKyKPvRZIQ42HNYJJYGol0Kq17DzUmtNvk4+y7S1pCSqSiKl/Dcy5iQuVlKJxenJnZXAOZv2HJ+edeysJYfVjt2qbjYPGOi4w4YNAyBnCPTfpmPdRc/rNpqWN33UbXWoyPXXX/9fpAv1MBIwK2nlaoUBN90cAMEFtZxFhdMCzpZTRMiY9QhoyQzLDFUjoyBnhRRxDMqAnjKO25ngmNoCV+qiiy5SKIWAdf6wqvfy5dq1EOTVXMJq6tQj1BtvvKmwmj1zzb5cvnl/qYqPWrSBZndwlhd8HM5sBWngCxcu5OQz8SFUV1cvplnRvfvTR4oA7Qgp0h+2b98ekqXjzVWQIW4oToH4S+Fv3XRusnROPvH4n5OcR6+C58N058Ybb/xfAuYLqENUUsOxQksChigqaszK+U1nnKnMUnwdn8HvYVoKgA4FIy7lINaNDDo59UNSSSUVm0zqxnXCWBk+LkLfxqEs5NAh7bTvs/SsvjNnzpxPRPzxP6P06dNn4V133eValBgYEZkjmX0InUMoGkAUHDJEBmBY1emEjm82KTn5LBQW9sUq8JIuLnQeBCF3Ei4mYjoDTV+MhOWVlVaxHmMBWRgGvAYnDR6yGs2Y0aM5Fvr4407Ms5A9K7kz55+pl6Z0B9A5Q7WbjIh7PCNFXGdDGmnknNmoXEAW8TuJanimGID+/ve/8wwFx2xoaCilfjSANisC9P4IdYKHRo0adSKoDTgF8y1niRM1K3MhdRqrbKDCW6w9zunZWListrrKPuqo6T+66cYb5xQ6F9YqpI53+R133HHya6+9FvrpT39KCr3DiaYo4RWYdbVEXRNX6v5oC9angrBmfdpCCvgcfpk6LkA5GI6oiFPUhxUla3MJ0iZQGHFdnxohgBhAUO0OFIntUCWWUzJROghevXrVqZEjR6qevWrh3HuZruDOl19++c4bli3tkCBTlP0XGqAvp+dcRVbryzQF/tUtt9ziZqMsXrz4tK1bt1YKFSWzI+VLs6MtHAxwBA2sZETtxHn2Zjs1VggMoR80SLvJUnh3MlxR/xsCvQYXLDM/gLNYz1IoyvRF5Me/m4M5tgGgY9b2m9/8RvcdsvDXrH+f62gEw0GadfVQ58w+V7W3pVRtTU9ORkHquk5M6khldCdKo5D4XL5YOo+VUxvHFDd926zlUWA7iWKCSNZsZ8EC6KcEDeq4E05Sf//HP9ipipWOMGuYyqX51KoOO3UihzxAw5IloDwDBZAkGcUsDgTRCkOP2NKPS1spKccSTXAcp0UWaEk4lD7phONOvuaaa54wzzFv3rw+AwcOvLxfv36fJ6WvhlX93nvvcQOj+HgkHHW96RlbBmTHHeHUprAcS9ks/hMNe+AMRw6Wr5LkmDQBc7yt1XVcmlEoqP9BNlTO/bGyEeCXlZVykRxSpGxtbe3rNGDdQFPWOz/SRjgEhQD43wkE52OhBwyy9Mzvvu6662xqyxhZyluGDBnCpQXEJ6D9CjRAY3BGvHMw4IY9QrKWV6VP+OOkQ2nxgEvniJREneW7UjQp0pQZ4pthPUMklBT7wgKEzuT7W0TyrVkzq1H4aFAyNbzwaxMBVkZ96UtfVitWvKLOPuvfGZgVwNnyVlbPB+fO0rc7A0YRv+vs1rVaUD+mINesnNICVu6Sap1F05nUn98n6eAFng2CS7OWGjhoiBpYX682rl/DNdh37dyDUMYvqU7yGwrJIQ/Qt95664/JevGD2pBMQQklMxXT5Jw5VZoXPfVogkH1g9KTJ0/+0qJFixicf/CDH5RQJ7uod+/eXxk9evQgxFQjewrn0YuQhh3ADbplIVkBlNYPN0THcUzI6tJSqY6df5GQqigvZ2uHI0bSWTfyJJmIq0S7l5auC5yrDl5/qdswePBgNWHCBEyrN9P2t23evPkaGliKlvJHJIMGDbqehGdsaOdVq1bh3SKdwGq/wySEEjywrH4uDjgBMNEhs+KgJLXIZ6E0kEwE3ZZVd6KhMIOzlDuVsrnYFvtzXfG0t+Zlfup0/meIXqA45tbzmDHzWPXq6yvJgCjXCRtr1tK0f4LrN7H3kSVY8HwFzrkvoLY6AebuSqGBwJzR+AOdnNuJosI2p512qrrxhmU8aKCt2trb92u9wkMaoMnSnXH22Wd/+957781J4zYdZRAZtW2n3gYaSEqNQrDP8OHDLbI6Lr7ttttOrampOXLSpElDn3nmGevOO+/klY+xrVi+Et4mzj9z/sWVtvwer4wiRwLM+FsWZcUrQlYUKA+pJdzUFnOX28JqGpmkEYHiVCbCoq8hstp79uyjRo0aZZeXl79Hx/09Xc+jdC0rL7jggqKT7yMWpPHX19f3MpcJMzlirodMAy3eze/FzyCRGCb3KrVesJ/fSQgSMGHwg2Udj7mOYrww6wJHLDHubFnT74gYAWBDCtEb5nfyvXyWQeSLX/yiamppU4MGDuMZG64HfhHqJ05sM6cL5ljPpoOwUChdPkB3Fc2h/Sf7Si/Zt5j0Tf798rl9Xoldqb7o7atn2tOnT1cP/26g2urW1N5WOXfu3PqFCxeu7841HNIATSB6+6uvvupWqDOnk6bV4CqQXzsLYvE2lUwneEkeTmslS/X+++/3k+IdNm7cuMNAh7z33vu8ZiB3LgLRQCjCoVAM8Ox0sJ0FLi03QgKKWxIKudl2ZaVlKuBEZWirg4A76BQqQu5iJq3a21oZlDleG7UanDjUDE9VU9wRcD2RcImq7VGrDjvsMNWzR88Gvz/wEHXCy4tRFx+/II3/lltuWUmD7USZxQiYYkGEGLUph2wx7aSTnThl2agJgYxBv5O2rQf+kIpSG5dX1WirGZxyop355uaWZhUg3YnQwAweOkD6UFpSphCIhwWNsS6m6L4M/mao5b4cdqYwPUIq3at3XzV2wmT1wK8eVPiC17AkvZ446UjS33IyFnQxJLMqognSkEKWsmV87mybfEG4oelCtB3AluPp2uY65bvDvjkDABMi/Ak2FSYXjP8oisQOSCNQy5LiVDbf/8knnapu/8XP+Fjr161XM2cdfQz9uL7jGTvKIQvQV1111RQa5YfdfffdrvVgRmmYBVI8pVHsmInF2tiBZ/nJKknEyVJoVtmkXqQVIUVlpaSEvAKEdhhYUD6/Xv4p6xxIj+4+TiYJh/SKKFzPmCzk0mgpT22h2Kin4F1fmlPJZUoLL30y7q2cbVr/ODzAHFwiWS2xPn36vFNRUfFnAvNl8+dfvvMgPPKiGLJ69eqjvvCFLyx/8803xyLqAZYs6A4sJxZ0KqJpCixCBkGC9S2TTLm1NCBYMJY/p7ySrt6LDVT2K9TU1qqQP8ActuhOVWUPjrYA8CQTKXc2yJEiDofdmXOwkEhSVpYGlLP/7fPq6aefZS4WYXVIIYdV3rfvQLqeoLNclT+Hd86XrsB3n/vkXa65pZ237b7ureM5jJluVowszK6tAiF3+sVv1wAAIABJREFUUso1rY6ZMUPdf989/FwxwyGcwYKyv+z0xIYcsgA9YcKEe55//nm2ns0iSGI5iDWRn5gijhn8CStFhzv5uFNJRTHUM+jdqx+HpSFFV1hfnzElkgQSrcBRl76oQJZXIOiGUsVSXh0QRGSk0l6VPDh6kk4oFV+fL6VKohE1ZOgQNX7c+NZgMHQbAfKPly5duv4gPOKi7EOWLFmCcIlxixcvvvDwww+/dsWKFT604RYCzTfeXKW8zMGgS3dJzRSh3oRnhpg1K6RwVTptOLqz2vssx5JVWbC/ZAliX1SfkxTvziznQnSHcOC9+/RVI0YMV6+99qYSRzeOi5mbbJ8fsWHWf8kH7PxU7ELX1K0wO2cbnQZvd/h+f8Vd3FYqQlqqAEgrh7Lyc4lV+KF0O/mndPc8hxxAL1y48Cgazb88ZcqUkVgLDfSAJJkIQJvB/BAoNMc3O8vbs+fch8pfraoRAf7UMqhUh+QNOAHxOwLUEcKEWNC9ZGFz4XlnmSm2lAmIwQECoMWCRuOlsVp2a5tXPS/jLT2lA4e81G47lXHX4kPnHTNulDpswsSX6+rq1mzYsPIbV1zx85aD+rCL0qXMmTPnRwsWLHiaOvCzL7zwQgCrc0hBfa2Hac9XoZSThFTiAjb0yKyRIqVEeQYV8KxEvxNIJoAioXWSmg2Ruiz7I3JdAHlcW339YALn19zQVLwQ1w+HpC4rq2t8ywo8QtEcSDjdwRQ358HxBfj9nV8/+vSIESMUauk4Pobh3T3PJx6gyUI5o2fPnheTpRyh6f7gkSNHViJ4HNM7WM9SH9fNmsvLEvSceTbzTvFYSq/UnU6qeGuTsjMaPNszOhoC6c4oOBOLt6odO7eoPmRRlJaWsPNPOlRZuIQs3RKmN9giok6YSGrLvL2NrPC2mNtxsunW3IL6UuReaS8yKmiNnzA+S/f2GG3/rfnzr9hw0B52UQ5I5s+f/9KNN9549emnnz7/4T/+0f1e66DWQwFO6ASmySyZlAqhAFZYD+4hjr7Qq48LvSaFs6QYPeJxfaEIGRaNTJ+1w5HMWXIhVVNdp2Lt1BewP3hZuwDXi+O6ibHUL3xaI9NKlzideNgU9d57qxXKbQKMAc5jRo/npdtA+7l9y/IsYrH8TbF8BYuE5m7ThZNQ37AOs5O5hOae8xaYPQCxba9t2M+PmuluoQ5datfb2E8z2kkqWlLGK9u0t7d123D6xAH0smXLLiAQnBSNRk+hRq8YMGBA+He/+x2vwC2jHkZzZF5JBqC7IKoRQgMLRWKOGaAzqMQV42kjFF6Wuu/hWM3oOHin8zHfhuJG6EjRaCM7bsC5wWJmq9nStS14DUDU8bAzrhceoXtIJBFOHKuvyPRTam/gulC6dOrUqTGy2n9PA803Fy1aVLSW/4WFdOXx7du3zwfFAL+GZH4mk9kcHYUInRGOBDlaJ+lQEs2tLTyFB0b4A0GmzkCbhZwIIAnBA3AnHf3iBBZ8H9ZWOdMbws865zPPzctAuglNGqS0FennioV1db3UW2+9zZuWlOisVljVuiCSn4siiYiD8GCIWV73g4nllGi1OUHIctY2NAVtUllZraZNn6aef/4ZPM/Lunv0fymApqngKALXL5MyP0NTw0fwHRJNbr755iV9+vT5TwLhYO/evcsxxXrppZdYscUSNVe/RsYTpnjC7YrlbFarg5ijK+JIZfrIq5w0t9B3KbaKcTw4eSCgNsA9i7LzklWVNWzpuBxiJuutBYhMsGzavdZEIubm/oszURIAcP0oZ9ivX7+1tM3lV1555T0fcxMU5SMSGmj/89FHH80p5wodKi8v5e8k4QhgzLWVoRtZi/0gEgutLJ1wIY7AlpSO8MH3cBAiyxRTbeioTM9tZz/osNR/tpy0aDc23yglw/Ajxe5xnUq5A8jnzjxTvf76617mLR0XSU8MytrD7vYvs491J/lkv4HceRYStWGGKyrnb6EH5V727/By3VnHYYhvg51eOwy7o48+BhZ0nGZMv+nuef7pAZos4m+T1Tll5syZX/zhD38Y/NWvfvUQgWwvFLpYv359j3nz5tnr1q0Lgk+WWONYTDvroCQ1NbX0cFJMOyBjChbF8ccfz/yuONtMcBYRhQE4StwzXsLfaUsjy8CMFUE4xA2psvGEaiNLO1pWzlmG+CxKLudDHqgG44Su2Zs208oxYGSZo8M0r0/PXmry5Mmw+N+nc99F291w+eWXF63lT5CQ4TFk/PjxX0Wtb62HlkNP6MQjod8wQNvIGJXY40yaLGitO7CIbRfE9P6W5YEaZxYim5SsvQS9w/hFDRYUycJ2sKwl9hklZE1QUzlWpgY9SQLhrFT6vYosxJqanmrPnleVXj0+qqqqajmbzueUExULulBCiin7SobpFiVhxD/nXPk+jpu/vxAYlurcys6vaCk1rjtsp/TKSjW11dnq6qpru74BT/4pABohbwSEtfQaMmbMmDk0Zd947rnnzsJvZEX0JOvicHoYFjjjcePGnfn0008jPdtVXFgE+A0AXUbAWFPdk2sCgGfetvVdVVlV7lrPiKqAJWsqPkQSBITicJNTbK+uswA5eOTGxgDXsxAveA0B6VYaALjecnklH29vYzM3DEAYlbxkMMgmUm5mmI7MiLsDAixtWDPweg8ePHgn3f+DZAUtoGdUDI37hEqPHj2+tmrVqhCHtzklLjWvaTmGp5diDJElp9jpXFKqSit01E/SCbd0Y5pDAaZALKcuSynNIm2y5OBctu0kAXwKLDLrnKSM63PZOQDtN41LcNMILbNkQYcU13A5/riT1dr3G1TAr/lwLFLcp+8gFQiV6gVgfR7vnF9KtLOMXfnbOHW3ANr25VI0kK4KLJlhd1Y3ALpQXRJpFz37NX5Tinn+iupq30UrXrryh13egScHHaB/8pOfzL/gggsuN0dU1CegG/XTb5dPmzbth++88074/vvvFweJT5Zxl6w+cMoANVjJO3YQWO9p5r8RVWH5bPp+B1u6AFbEBct+ZiC+0AjCt8lIKCOj1CUQSgQc9o6d23gbXE9/sh4GDBzIFrpMOcH9IfUVy7ADuN1ayw5As6c+m3bDjnAfp59+uk3WzD9oIPkWTYXeOjitUpSPU0gvtqLMLesaChplvSm3mcgiRoPol2T+yTuAGMueCdiwTwM661AZ8I2gH+B4qUTG1WXopoTW7UvEapY+IzNCXMuUKVPU88+/xNtJ9Ab6SKEwObPGRmfW6f447zrbNj9cr9DfZk2RHK69i+N1BGiNE1JIqZAAY66eOBErqzyyzxMZclABetmyZd/92te+xuAMrux3v/vdTysrK8cQ+Pb79a9/nX7//fcVihjB6pUaGRJSJGUVzQeMaVrPHj1JCVvYqtZr7ukSnLI6MegIOYYJ0uZxBLDlYQtII/NKOocZkypWCxyAEhKF3zBIxI36um6FvKRXjAlp18cdP0sdddRRaQJ6lDw9f968eUVr+RASAs7vNjQ0OFaYToIQMDDrfkPMKCMzrt6k0MxZIfpEAPWjlS5ji74EEWDFttDlWHtynzxv7jV4dWpw7uqqWgZ+HWqnQz7RF/r17evuK1azdnYbsdScLZlLxexvFbuCNInqnNJAiVaJoDKfw754aMvqeJ58y99NrfdbBSNQsD1Z0Z9V/yoATY04Bjf0zDPPrN26dduLI0eO/tqmhk3hV155kWOB05k0WaBxp3ShzWmrSVACqSTzymbsp0yZwImVRMOc5tra2kxWbNCt6AWQLi+rpP2zXP5Y2iO/IUWhcuoCWM5ab4hnRjnHsF5sVRIKWpsbVU1VhQ6Va2nla49GQjyFzKQSzPelHEeg3+HIjph6hJo5a0YbNdxtL7zwwhyz3GRRPlmyYMGCMTRgzyB9eZP08A1JsZ87d271pImTh6ewAnvW4oiKbF6op0m1QcxCXgIMHRxgBkUHnYuUV6hkJu2mNEvsMydjYbbos3gxCM1hSLSY3RFocB6lE1/AcqAfDR8+Um3evEkhtNnHJXDDanD9MDesLr8If45TMI+LNq1a+VveP0iktJyPS/RyaryTxWj7VMpZld5yHPMm9emeO+/khbhxN3GFY7ztvN/1ykd1PfvM2J/rPqgATaP5b9va2s4j67NXa0vbuffcfa/LSYm1aa4kLVZvOp1k/te0GiQrCgrHDRHQ8cVtbQn+Toq4IBI0ncq4lgpElEiU3FxRGKI7AA0E6axjVetsKIkGgbQ2N6l0MqEaNm7k2QAsCMRE6zrLdL50kutF470XWfGf+tSnttPvV3/729++8SA9/qJ8THLVVVdNHTly5IsPPvigBZoNy5ctW/pj0p/ythHDR+15/fU3LaQEsz5jUQY7FyBMwM0HMuijOJjzo49MQK+qqdaFkZxjC+eM6+G+4wKKrUtw5tKoOQOEcLNIfkkQQH/2s2eov/3tb5p7DqCwV0T171+vuDKzVbh0qCmFvs+PU94fi7ozWoVrltBhwkEvHht1ciymJ/T2WZU7QOzr3LnfO+F1RpF/bzvndwLo/v0GD+n2jaiDANAowzl27NjbI5HIWVu2bAnRdB5To1I0JlYAkfhPiICz1AZwQ5DsNDsnxHHiAXeaPdHCj0EE3EFzADiFR9ZhNh15MA3uAXc1YXOVbNlWN4zFabGIdxaFlyxD0+IR5cA5EX53/PHHv0MDxg8uvfTSP328T74oB0sGDx68+Cc/+YmFKCLog98XFv0gvVelMCCwaCu+i9Eg39LWmlN2wNQliGllSg0N09mWY3U6nzHbwzGh1xIWh99gSLS2wcjIAzXVMQQtJ2HKGRDq6nq6x+aqi5Ew+3nQ3wSUGaCt3OiN/Ovr7H1fUohyyLfWIWZ/Dgew6EWgwz5c7yaT6DrczjYWAsi5FsGHLFvKhS4f19uv/8Aw9f2eV199dbdozI8VoBcvXvyZ00477Te///3vQyhYj9hk0A6bNm1SO3fsVn369MtZP88EXzONFQWLEINsWtD5NXGlhKIAPs6VU2hGVsI26hmYwC5OQlk4Vjgo05qRugbSSeRdRMAa2/Xo0aNp2rRpMy6//PI3Pq7nXZR/DiE9qwL3KzWWBSBlkVExHPhFFl1pWSkDnISCinEiL4kYMIE6nwIRkTIAYuRA4DQ0S9+yIWIWY1Ne9Ig5MJghZDLLHU6zwTfeeIP7AW9D03vMHPVGhaMyCgG0/F3o877E3E47250Ucty7c71S+4bv2ae3k910GLgeRLBYRoajtfZ9zkKOTTmeLVZ0J5ePfaccPu3Fa6655sKLL774t13d38cC0IsWLTqurq7u32fOnPmNpUuXckgcIi4k7hKODIy6KA6EaRhG9fKqSjeygpUynfGsijwLWkDWtKTddxrRECOaatXhce1koUSScZVWejqZ47BwBB3IXNYmbjSayzVxy9p8jeKsNL3AUAaJ/EAHGT58+ENLliwpgvMhKGQ5X3T66ac/tmLFCs5oRfx8tDTMQJi1yWhI6ZreyOpDjLxN3QJ9REDYpN2gl6YjzSyqL4lXUgNaZoCojCgr6kAXG2mw4Epzkahqj2M9eh9bgALGTvyITom2HKzhd+G4dZldlC896aST1XK6LwA0h/1FqS/37cOhbijl6S8AtHL9Ji3THSnE+5rv5qKulvN8UGY1hHUb4RjkpeI4V91FVJ/Pcpz9PhUJ2ewnSmfNGXY++axULhtuO9gg9+HTL6PGu7cMh5ZhQ0cPfvXlV+6jj5Gu7vkjAejZs2f7x48fP4YA8VgaTc8eNWrUzGeffdaH9fcQkgaB0iCiwlv7LK1aW9o5+gKv5vZWLpPIURNQ3LRJZ6RcDjofpPNfaSdTCsqPWsnxRJw/c/nGAtOZ/FGc14FTOngfrJubWcXB/LmWChRUvOjYD/w0vps4cSJSs5d8FM+6KP/8ctFFFz2+cOHCI88+++xvkJExkfRi/MqVK0OI5ceyUAHUca6ocI2K/HKfot+S8i/ALWUIsK30I3cFFSc0FNl0CDfFSvECiJJ1GC6JqgRC9KC7zrV6i1QIZWJ59ZP52IodawECZPaz1NW51wmQjpZGJeTBWTvzwNYV7EwKHivPgSj+I16FKAhw1qVXUdDI58RIZ23HIerWHwUNhGXEkCORdI7XNffsGXeW8Z6/n844lP161PakAbg5vGDBghHz58/f56LLHxpAkwIeQ1bwfw8ePPjMr3/960FYw5i6vfDCC/zCZ4Atpj+yQohYqbKQJR4qQoEguxr3sDWN7Tl+OJl2t4UFXQiYzaWqvMxAZwrogLvU0NCWiSbuzSL9YnnIZ3mHwuassM11DFIdwvOkji8+47oRezpu3Librr766mJM8yEsc+fOfYHeXpC/L7vssgFf/vKXX/vOf3+3ei8ZLWL1AuRKnIV/xXeRXwZXQNisHSNp2hCxtkPO4g9STpTBHO/O/gLwYoWboXuFRAAb+g16A8lUzz33nEsfQDAY6KgnbdG6HLS/43H5/ErlhNnl0x7m9ZiUi8mDu1sjyMrvy6E0/AFw0DYvtgHr2ed4QN2j2noA8gEz0sqtv6MNra7bVWdsdr0dxK1IGNKrsJeVRGfSnx8dQM+ZM6d02rRpz7a1t49LptL+vz/9tPrNQ79lixerPYRDYeZ7BgwYyEWAMIoI6MHpJoqj+WICvJRXh7mcRmcUwo/HY6qirEIJSaa3T7tZfGJVmyCbT/RbrFSaa8NAgfOKZdxxxNN/S8cwp5dYGNZdngjnMdZ9A30CQJb4Z8jxxx/fXF9f/82lS5f+6oM856J88uTKK69suOuuu3y8fqBC+YAY63qsPc0lbOFs477Afo6wmwCVcnU9yyGlEBOYRaRvwBqH/wUoVFGOehutHConOm3WosmX/GQO2wm7g+WMWS4+t7S0OsfSRsmAAYNyqIaPS3hGEdD3FCYADCCPASsQ+TMuOPv5nbdWXriF88a4neWywZGSiGpva++aizbPvx/XinaDU7g91jyoq20PGKDnzZvXa8aMGW898ufHa15/Y5Uzmvk5lhMNm0y20nctDFoALObOEKbmV47TI8ULmQrAYr90OuuGylUHy1VtdYXOhmqPqxZ6YFA0nY2nM/C8mrmSduotJy/it4x4ZvoMcBZrXk9x/E46Z9aJ+/TrUTXrc60TdA6IGXNqG9a7JASAvkFkBw1aCmFVS5YsOTqruZGiFCVHaNA+n/pFZXl5mdq2cztnnKIcAJajioZ1rXD4abCuZGusTTXuTmsOOqKTQMK8FFoJg4g4xE0LU5yJ2A6fyaZUvXv0Vis3LVeWjUVdS/k6hKcWS3dfdIRTbN61vkeNHq1Wv7dWBWCI+YJcj6O8tAf3IXP2KmKG3HXFPXeHmzavmQ0pDGYov+rX8c66RpOfrwflT8E9Byy/U25UDqLfeMVRH/0eVPRsAmQswqFru4NgvmSt3Lvz5YUl5icYqbzfevSoUZs2N/fq6h4PCKAXLFgwbNasWStvvvnm0m07dxNYysoCGW4osTxlugCqAg1WHi1RMbJ+2ZsNHjmdcCMnANDRaBkDHbZtbWtSe/bs5igPWBeppBduhKL12axXuH7fGUC5jQiABzcMIC304CTqQv7GPgBouU53EHCiSrCNZBAiG3D69Ol/om0uuvrqq9+57rrrDuTxFuUTLATMXybd+zrNrGaAHgA1wX4Z0jt2NhMggDcGRSgLBUu0BwAhnkqqnTt2sIUI4AmFIypC25WQ8SJRImaiBXSXddYxoJJO/HPInUEqtxRpZ2nXZgKMrrBXzhY0p5j7LJcbh6P/YIjPcmKcnVkBuGbNN3vRFXom7IRX2JqTNgVOQoAsvkZN7WAwzdFiSnmRXR+WoI169Oiptm7bVN3VtgcE0DR1f3nZsmWl27dvV+3xpGpqbnEWXU0xp4vpftRRGDQoLGg8uO1bNquy0qhTOwA1azWRr6dvIdXc1KqQ8so0RKJN6VJ+HnUh1ARWKNCRHIWVSgDZ8+56ywGJBQ1w5QZ1i257HJ/HxXlKXkrX3RZPurxX0ol7HjNmjDrnnHN20X63/eEPf5h/xRVXFLMBi5IjWMV7xIgRd1dXVx9RV1cXQTz01q1bWR9hgFiOE1s5FALoP5lZmsJRTWQWAozRr0AJokBSjAwO1CIHaAPcAb686LBjaUPfteHjZSCWOMAtfLbplISYSS/mWp0VBM7b6Npnn3OOG6UEQX+iQcfdX5yYpiWcbzkXSijpTPbJjSsv38BnOcWKlAPOzIUrveiuT8ehWAXGIWzr49m2Bu8AD3a5pVU7G8Byj1OYLso/V21tD1xPl1zQfgM0Wc0LKyqqKjY1bFaNNMq3xWMM0OCYUV5w2PBRDGi6cYKquaWNpmiNNA1Sqt+A/mpTwybm1UBRaL4nqnbt3kvg3MxUhquUXMjVecK2Hg0TNN2LREK8ryhbvmLJQzIdHubKwVjBGMAK5SqLlrr76GPpcBgc38c5sXqpK+bESTH3NrUoTgik34cOGaymHXHO+6T437700ksfxzGoI+7v4yzKJ1yWLFlyyZQph1/ZsGmTv2HzFgYKDO6Yxb33/hrV7tRpMVjRHDH5X1RFRO8GKCO1JBSKkG7Coi3j40pGbXsrzTrbMPNsVYMHD+X+gxXdd+7cwcdC+c8A7ZdBdi2H+nnTcTO5iq9LvkMGLsooYFWQ+Ba1YeNGDfqwPIPaKMNLH8dzEHov754OJKqjUD8v9Jzc4zN0aM6ZgwGsPE6j0KEsHcOM7cPhIJeESGXSXtlSq2NiW87ulmzSFUBbHOtu21bTPjdU+wnQF198cfk5n58958ILL6JROaba6NXc3sj1l1Hic8LEw5WPkBjcGYf4BMK8mGptnz6qta1RtbTHVP+Bg9hKRr56LEFW6LYd2gOd1is7eAppcUaODsS0uSodCpUnU3HOo8fDk5sVMS3n/IB4N33bmUrCqoAj0s4Y9Q2Q6OkTL3HW5fagiLAcSmlwGNC3d3bYsGEPkHVyyXXXXbdhf55fUQ4t+eUvf/nE3r17P73o2sWcQoyZpJS9BUBv2LCelzpjPe2k0+eAga1rM8s3iVg7v9pamtyEFBhH5aVVKpVOqbDjswGXCs7z/dXvMNCWRKI808WLIxhkiatsbp/yatHoaCefFVB1PfuqtWvXolSBeuqpp1S0RN8PsmTZke6E4slx8vuiedz9kfwsSfksRpo7A8Zgw4ODjne2ZDVXS2BWR5h0BHtgTFYn1/j8vJ6jH/F5iKCxM8w5e2GPhTMJdUy1Ul0BNNOo9KxoMH2tq/veL4AePHjwtY899rgfgAqOrJ0rtbWrstIKNWHCYaq5sVFt2dzAljU70SwEfadUaUkPNWbMZBUqydCUrhnHUe+/v5qzAWW0Tjmhc4XvSB6CLpYvoXj5UojayI8XldAlSZLJCd1R3khvJgjwiEfWATrYqFGjGm688cYv7M9zK8qhKaQz41E6F+UA4k6YqJlkghdi/ROJEl0fPB7nRAk7k+0ASPuaNktYabtRORHA1J/0lR2Efr3cmtApwVDQ/V6ciYGgFBvzVgnPOTe9YPUh7HUI9d/Nmzfn3E9fp3KdKbkA3XHFbvP6uwLtfVEguSCd4cHEu3axajubo3jCFImD4zYXffIz6GKA+zBjuWVW3tLS9Neutt0vgCbL8Yxbn7jNXQEbygDeprqmRiF1G4udZsnC9dtp5oV8lqYn2pv3qldeehrg5sZlAux27truHltu36yD6z542wNuyZgq1KD74p7lO7DOeu0/vUJKJBByt2WrQmXd4+SndUM56T4Hzps3b9xVV121an+eXVEOSbGYSiNwDKZyQ0LFkc59iNTOXZIN8fZOiCf2xUtKFkC64jfdGWhW66w+n1PHxulHOvzV7/Y1XadCuennEgUSchaZkOMO6D+AZ55V1dVMpYiPSeK3IVJO1CyQ1JklvV8Psgt6QwYpqWiJkp8FQq+7PAeeg8RdYVFmUDU+n7PCzD6CEQDkhVZT6ex64a9bsGBBl5nF+wXQNTU1fVA3Aw06fPhw7UCgaQSyoUBzgMNNx5Ba7dSbzSD8hKY8WPg0k1TvvLNKDR8xmqM+evbsQ1Z4IzV0Ui+bYxQuknobHPoiTkKHksY7uLgSpxgLxOScLc326++dsKAc0HZGcgwymAWEevRwRgcCchuPw3biOLFyN1I/Mw5w6yQaUlCL9n2KztUr22VllaIcyvL666+fRvL7lStf6/PGqjdZz8Q/k82GHfAMqlQ6w+VpYallLZ3h5guGVJSMh0i0zD0eSu0iWUqMlBQZQ1grk4HDzktBthSX/UwkUjzV37NnJ6c6w8LkxWadfiX+GdCLiArhJakcvw8iq7BCCqb46HujR4/gpLP6wYO4fg47GKlrJOk+yitrlD8YzYmt7o7kg/b+AHi+5e1m+coDcFakUc4zNQtC7fuaHKchfUa4XtaJVHGZDWOMtGS1dIPD7/r4HKVDF9Wvy227DdBI377ggguskkgJjaSD3AIvMVKaZCqtpxJ05UmHI+NlcxCFweyb4rkGwureffctNWLEWLV3z14Oal+9erUqEDLpfKF5YcnIlIx2sUIkHC4HnPGQDIDmddlso96GJYs4ptWevXt5IU3J3AI/p2vcar5bb4ci5CnaDhXIdNWxN998s8f3v//9m+ho3+ru8yvKoSfz58/HEiN9Fy1a9IUzz/zc0rfffttav359HekPR14wWAd8Kkz6ZxZC0ivHO0WZfV6YV4AAF+uSYpuyikp2VuspeEYlE2RpcySVrsdRyqGfGAgSZMFH1Xur3+XwVB05Rd+nvcL5Or4/o4FJCS0YdK3pTIa+I4t0UP1A9djjf6aZ9HEKdUVg9af4XFHqH6X0Kudkm+7EVJtSyMl/ICIWdDarBxeOmXO5Z0lI6w6AerS1j7MObTdJR6lc/6JPHdi1phA33A3pNkCfcMIJt2KlbIz0iIF0g9uDXlqzNLY45BAK53NSqXl0UWn2BG/atE4NHDhYhTMBBkdeebgLkeNCYF2tGiIOAAAgAElEQVRDCaWEoOkMNFypTsx01uGWc8PpIJheIgaVs4/cmhteWJ9YAnwevy60gs8DBgwAn/fNxYsXr5szZ87i7j7Dohyacskll6AwDl4ccjd16tTzaRZ2/IYNG0auWbu2fMPmjaxnAGzMOhGZIYANkbUyIWY0A9dWSkoyVbmqdOLx0SfKyitUS7sOS8VSatu3bHLpPk7VTnvRGpLQInkFUqrATGJxrD535ulZi7aqranlWbCuP9Pm1mR3Q98k/M2ISf4gYlrdZuElCQnEgMVrEGBlE47R7t5xJZU9K2tCKm/GLbV48q9f7gvY0CX9xIEI+jHQdXY9UqhuAvTSpUu/EQqFvn7fffeptWvWUSPo4vihcEhVVFWqYSNGqEoa0RsaNhaMTXZHYoTHKZRXbFSNTbtZAZEwAqAE8HclrsPPl7dszj5EA673UCWpBoJsRiTRSA2QIJbBcQ4pyurW2WVHe9rtSPRurVmz5lrqcF9LpVJTr7nmmuJK20XpUq688kpE/lzivKBf/iuuuvyqaGnpl5pbmmtfffX1yIoVr7n8br4IYOpIgBAbSEwtcrXHOAMlopySqb3KH9J1pwHQcBBiYsngy6CZW9/cNHbM8rui/+gf7Ifp0YNjrnFt+B78OCI40D+6y8F+1KL7LmDwwK4nyxhBx0ln3doeunjUh3eNKaRNd0O6BdDjx4+/FllxWCMw3tqkEnTjpAaqvjSrzpk9Q/38rsdo+jNW1dX0VOtb9jCfnM36OY0aBLsAXSAbZEcFFGrvrp0E6jVuozI5b6U51IVrXFgOVeKEt0iWECsPRkXLW44q61AaOu+HRlRjcDItZ94egE2KzNYBzTISBPYS0YFIDXfxWEsXVBGL2krBDg/S9jSNsrLM4+FaaNo6cvr06Q1z586dvHDhwrXdeZ5FKYqIUwrABezb77hjeXNz7PD169dzyVGZ3UEvzWp0rJes2lnNl8LJZ4cZk5IE0pFgxF0Ao6qSLFzMZGnDcCCsUlmv3nP+DFTA2isSpgG7vr6eAwH8TsF/qZkD6d+/P++TX6Asx4L2d6Q8upOokrONUm6hJzOV2i1C5GBJCjV/aJbtRw/OgrbE6GHrUDilHYF2HjwyLQIfl207Dj86V0gDszh0deiv8NxOXQ83vnofiTRZO6fyJV9jMtm1Raq6AdD0APo89thjNQirARWBk2VRFSqTUFMmjFPzL5mtXnr6SbXi7VfUqMOOVJXl/dTOnVvoetvpyjJMHMsoLKs5QLDSNUZ1fA+ao62l8KrCUpFLPN980UiY76Z/Lt+PZ1rGEAnuN8PpClkCJu3BUSTINiJlR2THCy+8UHnEEUe8e+21137xoosueqBbF1aUohSQvY2NESm+BcOhzekn6DtmFUhdxU1HGZgRTxABdQFzM1U55FR5QzauCXDiLMwPA9SceBrlctWK5ctZ32UhAa6vQ/viWrH4MfqR1Os4mMJ9PGOxA5UNuQ9o2XvrnZpJPDank3d3Jp8v8Xg82fVW3bOg//3ll1/WqaRQjGRG9S7xqQTh3v89/Yr61Mz/VKvXNqrWuFJvvrlCTRg3ScUTLaqxKc7F8jEaiRKYjY6bREILwBcA3d6qeS1ZTZstZ5+zFI2zrLwbLuekfYtzzxQ8q0LBFR4/pRUTx0Rqfog93QkXsGWVFDMtVRrA5KV1OJ4efFCDgKyLAB3zV0uXLr2AntXpV1999e7uNEBRimIKAWdE6tFIf5A+gBfAGvqJeuqgOEQEjCEmB4zjwM/Cn8EvO+tzIglM9FssYdFz0X3TMkXZ3E1kpKHEKHhosbKra2rZOtYRTrGOEVUqN6GkM+Nnf3jpfGs7P+sRfRMVL7MZ+j7gd/J7bJ1Cj3Ru2ypo39lK4qk9Htr8teP57Q7X0j3hBT/i3dmyOwDtw3I9aBQ0yLe+do5avfJ5tfy97aqVjN4X3mkjQznE5ZwsK6UmHz5aZV5KqBZqrFSKrGgLVq/FtIetbM+Bp1ButJ3JdwmFg4h1y4WJHIuZRzBLwDLLPHJObrybyNLJ47C92rmwfnE8TNm+cd556kfLfszfyfcC1jylNBJXMPWBgiMTUa98QX+3YaBIqEg4wuUhS0vL1MqVr00fPnzYNrKml5E1Pac7jVCUoohk7WxYL93k40gKny+VA5bC+8KyrqwI6ay4vGMA4GUaHgoFdYlRSyebaDDOzRcQ4JRKkhDX9+J8xqCARBosSScJL9inZ89eSmrfoxRDwL//5X0+zCQQEYTEgUPOBrJMgVpOmVHmlzuJvGAA5yQhy9s2Z03SD+c62UBMJrqOjFDd5KAl6whTm1vv+6OzBJRucJ48WToGs7m5Xd16211q7LhxqrSyRCUyMQ5N4zGN1xHMcLEX4aEtO06NinCjKNMW6ZQH0lBSf8Dvhrf4XCy2eCUUGTXZMjdunL/Lm3KY67oNHToUK5ys6tu377mVFRUXfvOb3/zy9ddf766OLEDNwsVnpCSW5tZshDYpxHrTqB/TSpoIpVUolnSKKpWrho1bAtHS8A+vueaa/6Lfn6NrvfsHP/jBL7vzrIvyry0+3wLf/PlqGIHk6HA4PDIcLhkaCPgHpFJJpL9GSBfDqWTWT3pG3SBrc6QBKRTpSZb0N9va1tK7paWJrT5YyH5/wu1/QkVA2FnIRpFyZqg2W8WSKMJ9kn7Xi8I203cp7qPBQAjV0TkJwxQZAEzDx6RMELkF44UjTbJeHZzamjrqMxnHkIGx5c0+8yMtzOQvEeGVOz7Hjt9JskhniS9mqnombak0YQhqhfAKVFkkACE02tbVI/KwlqM2sk6yWlYbgrbtUaL6OX84XkK0VXt7rMs6HJDuAPQOWJsANsRvopEKBWQzz0U3gLq2sLgxBUOEhJmJZIo0sMRt8lQu6S3nA4dGNp/JN/aFFKIg5N1sODn+iSeeuGXcuHFfv+KKK/7s7P+1vz751Ol/+cvY2jVr1rh8tHl/brF+niKS9ZLVVj3Xf7W9erq4D+zLVfJoYMHAQwMaqjGdMGrUqBNuuummy/bu3fvFefPmLe/GMy/KP5nMnTu3mqbxk6PR6Chq8/6kD9WkZ6H/396XAFhRXWnfqrf0vkIDDQiKgCCCoIIG98RxkuhkMxONfzKJcX6XcRI1oBHBaY1sGpU4mYzG0eTPuESzZzRkohKDRgwuERQE2ffuphvovfstVfXf79w6VfdVv+5+3TSISR18vn7v1XJr++653z3nOxKER0jQGhuN5h0vwa/gp09PNdo7OikUra6ujqjBlpYmAkmbJWot05uMUyNCVZgYv+1v3C8KZCefl1ekvNakmcENB1XV9PucQ+h0SgEe784dO1T5KRfAVYRXZnKIzmMHvWc8O5iwxDuebd5Hl+tR8xxRb54wdyTZLJsQUjbtjWyfezoXMOX9RlTemhNRx+wGH3Rvi0MjcwJym0vrGZ7mfDbM623fvRvh5KFcluwToGUjHn/ooYfOv1qaBDa6QD0l0FFvKG8AcF64cDxs6k2qz0vRjJgZNwbNTBtmt33x8j5Znz39VfcCzjrrrOSpp5668L777rtbXwaZgIsXL/7UTTd+49Vv3HgTfcdgq+t48KRM5g541OgH+7PWNLyieFxN1GACZePGjVhj4tChQ19ftmzZHrnbn7e1tT1WU1MTposfQwYxMOlYzJIgPEtet1PkvTBavo+Vn6snT54cx7XFvQ1tDUyYYw6FtS+6OtPeJHawsrzthpeymUbcq9iTTCZIWpe1xZNpORLr6BIjqwvo/ulK+BrPMF0/g7alxSqrYbntJ7m4v6OdcC4wIsVz5jjZwSQIMrxPeM04bmwLQM2GNsARwzva35Nl83a9bagNddt/NoA2elimt/ZjtB2x2ZlzCz5bdsbzzHwyz195Zcas7h2ivu+BAzSyL5O1uSyXE8Vx/fXX//Ozzz579uzZsyfJ94zfEMLiGHQG5CFGkSAtD7BVSGgWBbE8OaxQ1YqRXEK9rLxRTAI2w60Mhl7NEqaRSf4bLrVB3wn/YvDN6ietZJ4kPnHo1c8555z0uHHjfvzyyy9fL8E5q06z9IxWPfTQD5YtXbzw5kULF6mUdegmmGmaUECpLcNyVChfRNOzNU2vEosSt1EJMehZkPaZSCu1vs5kWhS0d5GoemfHPlFf1zi6tKz0pqFDhtz04He/Z8uHpqWgIG+H9EZW1NbWfmfhwoX12doZWnaDZyuBrEp6m8dJIBkv74uqdNpptu1Uq+xYCw0jUmyaRrlpRoZFIuYQed+VObZVEo3FyqTHVJpMJQrlEDtf/h6tGjHSABC17Afw7hb7amsp4w+SoDRJh/TqtF8Pk70rAoK0P+yn+QqtSKhKUHBU+CjWS+l1NFOK+hPuXAmSsCT4K4/UFIUFxSLRlSJdCYuy/fykkm4RBIaqNxiNma6mtKD7DrKjVG7OnctRmbZa+7Tt6M8g3+sV5UMp83fyyZNERWWp2F+v5r/h4ZPkaTSPeGio3WU8wz0A80A5557A3Ps98Ju6Lmpi0OZjwvEbDkV5qIVd6tJR5ysNmQrIjKbsXosY5HIsnpOYpbJMOm3t7ut4YTkz+tI7bMlWhcQx1HCJoFYCrSGv1CUfv1S0tqRE4/5DpDzCU4TudKpfBdCIuFVXTMGJ7t5J5oNhjQ7vJPpVT7LRLPhu/Pjx9rnnnvszCdJX33vvve19Hdv111/7zUceeST+tauuuuGxR3/khjAJF3hpTpgiBrmclz4TnfmQOPQf0TMph1Lgu5ISpM0OeRPHvPCn5uYW0SBBoKCgwIxGI+W2k5o+ZMiQ6cXFxTcvXbq0Xi53QC6HHnaXPKatEhzWtba2rkEdu1yv14fN5syZU1BaWlotr9lI+Rohz/Mw+V4lAXZINGpWRMxYuTzTpfJclEgPqFiClwRfkX/KlFMrpWdrNDU1SyBLk5wAPF32SPHO1BWHSHI0D7QtHK3T5d95LgJDeB5R6QUdgsCoe1k6OMH08EyYXgWIvDnii/0JcEWYOtS2osJ8Gkkis5C9OyyDwqzw4oPhcLj5MOmO50meM6pCpI6lS6i4XZOoDsM2vMgGbqN+T3Pbua0VFUPEzp1bpdfXSclm4LDxG0aHUbqvo9RuOpQcwPhwJgWz0SH6b/rffO5toi3UqNw23KSzAGjid3SySsbYUA5kDxRrf46F5wOClkh05pQzkRNAS69uhgS8WRBKCfJVcIdNW/akEsSKC9Vs6a9++msx5dTTaZJC5870RlP6NWs00+9W4GbLPMggRxb0oLHe8OHDHek1PyvB7avLli3LieNhu+aaa/71P//j4Ty5/j+/8YaiiXnoaLtXV9eB5RslWxxkcOICw1vEnaLdHHPN4Xx5efKVH6WhsvzOlKBULbdXLZc9BbPxmOSprq6mMKdHH30Uk0n1cpvttgrT6ZLvHfLVKJffJwFltwSTbXIfOyVIHZDbOXDPPfe09lfUCborcuRRLNuDV57cZ5HcPl558tjy5HshXnL7cXipcpUCuUxc/oZXvvwbsbwx+crH8hGEI0icwfKyKXnyPSpfJs5vSUnJCVVVVcedf/75BvOwoA9aWzpES3MziWmlUorfR/QA3nX6gJXegsCnV8LWgYivG9FXyMJzhXB4eX3bekhmcH0exfHkne61dXtGtPuCQZWfieD9bqM4haFKs5UUY9moNwdCE4Bymfq6OqpfqIsS6eGrVDmoM6HCxRxO6jBpHeH4k4owncoLzu0wfYIQOpz7YSOGUOQVnA2sQxW83XX1Cbq+vE7dlKPWv1C1bts3MmSi1Hn3ntnMkni6Fy5cASWK1kjb5FDZeiFew9CW9bfAXw14JCDXb29vzYnezAmg/+3f/m3ta6+9lpI9Zoy/45vcNuXQyYqiTxXfve8WsW/XHrHw3idpmZSd9G7mblyOoQTMs8VgwjwPIyCzyHUO+TusP3369PSUKVOek5+vk8A8YIrgX/71uv/70EMPxydOnPhPv/rVr8iD0i3oFenf6aZ7+upvB1F53sPDD6h6wE3KnuTJGBwfv2OiCX8jq8zdllzMrOasMg5J5Dpx/JAB1MeOHUufJahDOJ6aZahpaDRcPreOJdeVDpxjy33FAajyPYLtSYD2ts2yspjwRXv0a6IfY7aJWhh7qziXTAkwsASBloFQDU2jNDwFBUD0gJ3MoBW4HXxv8XeZ590HTv2883UzoxGKt9drTeoPdE/x9DCeL+EY/eDvwXV4Yk3fLh+DPpTGCBR8sdK28dXvvDabEcrm0zsL/b7Di6Ks1Bo0ac8hd1EPSM2M88BtCrZPlw7t7Oh0axuq3zESxH3GERuUVzDAhJCBAF1f/K/tjtTp/HqCU+pZ47hceMmppHvNcV/SMj1XatL33ROnnothHqClpaVPqVFYTgAND0w+6I9ddtll1yHdEw8sN9K05c0STQp5G4iX31wnzM5G+Vee9EziKtlE7sJG2Rg7ItKOo9LATYPiJfXZX77R9ZnqbBwQ9/gApRNOOCFx8sknP7p27dqbH3jggUGpBXj99dd95Uc/+lHRJz75d5f9/ve/l+1KU9A7hgaOyFQA0y+Sx2kJN4TH9VJU3KVwY4TkenJbmKwBry3S6mYxDF+X13DPjf5Q4k7Ddrz7QRueRt3MMNOsJ2+GEgjcWo40SqHqxgROhvzNkPs2g7KUFJ2STmVUhqYH0QULI630vakaslAjApW+Kr9zouo4GaBdEV4Fnlxg1x1qMjerCC/3vDFACYou8K65oxrH1IDtliPD9Ui77bRdygwnJuKN0hwS6WKvjLhXcH626106XOFdHnjaj49Xg15FIXDnBO+VGwpuGP2bf81NZrToumC0yNvSk5yymT7q43vJ079wFSBxzhDDHIsWyOsblw91O9ELLEav34N6p+R5sO5EIDh1bAtcayTqP+4AKrW+e2/SsZnusRsekIO96OpqFc0th8Ts484S27fvyDgOfXTijUwCQK3aJATHbDPo98fT7s0oP0EbATCmEJbIz2mFOnQPRCzDpU0d1zlIkHKlfyL0Nvsdfbd9Zhk5wzjLEPNq2tIZyzQ377fvv//+zlyOLWcO+pprrrnhueee++I555xT9vLLL/uztgQuKm75vx//rchzIqKyapwaNnZhGR8M1ASF7JkNpWKnH6h+EvTJF76QPKSE3KcE5uZhw4Y9KIH0rlWrVg26JvNVV131+YcffvjJSy+99EpUxEBSADR79Uo3urdGp0E7lcwXBodXnmmeuLqYaplUFh3dnjKvgr24Lw3pe5L6cFMfWmfbXvAhZ1MTu1r8KiaiDMfjMB1beOCr+HcnY5v6PoLHlhHh43D2Viafq3ub3raE6yEZhgfEpltuiTo8JwAewgVk/wKQuBCbFw0kFJB43qXOq1JsbFA+Qa+153jXoS/w0UeJ+ne0H5wTwVSLTR4ziSa1+544ltWfkWz7Ik0JuXwXhY1mGalnHgYZHBE9fpmPqbSslL5rb+/wUryxX1bZG0ywHWxTYYzy/LqhjdRZOf7oxXYncAfOive45x5/aW5u6sh1KzkDNLzopUuXXrl48eLfzp07V6xevZqGYYaZEipsJ0JRHMlIoRh23EjR0tZIkxTcTqqXFkOxSuU5M5dImrLu0NbLINQkDvE3QnnGjx+PiizvlpeX/9uiRYt+jeUfe+yxXJvfb7vuuuv+z7333vus7Jie+PGPfxxpbWsTHYl0NzFy34PIBOIgJ8deA0ynbZR3bgceDN84pKo3SkVvi65ExkPUHsMiNc4/GxDy9SgsrqRroPjetGg8sF9dIwCdlXS9WEH8XcTwq0Drx+yNuLTj1OkBm3QOsleB1ofj+ihLP9d8rGif5QI9g4nekWF0opTJnIw2qnkGxQB5ERK2NvzH/jPaYXYT3OHfcgErBlY+H3oFb9qG8OkTjIBM19vVn42erqtKbIm6FEzazeD1aRm6Vw0747zo7dLPNT6TJIPsJEiLh71fO3NeKDgq0KsYqXX8cVt/eeqBmO6k6JO0pgvQ+nnU29mbV5ytFmHmMrmZBOjGXJftb9HY5Y888sj3v/GNb1x9zz335G/fvl00Ne+nnh7eRr4E21EnjhJ2tFX23F0iaiLQvpNuLEo/jaiT0emGLSFWmrRp3eSOdFIBIEAbClnSU66X72slOLzd0dHxnaOtb3Hrrbc+DYU66VG/9sSTT5n2oWYaXqvqF1bfG8jB1MPIIKABP787DJyZn3uyIC2kbjrPafe2ow/Xu9+TDEyqgsfQEWXCkMPslkMtFB0AZqZySBXx3vG4irPdu3cPeXtYHgV2EUkBwKPnAaMpShaKKsDwdujQg08RLvlRCURKCpP1u0EFxVy+NUoTU9xBqeEoVRdhUNYkZNOW6lh49BFx049x7pCdx16y/gCrmNle6mJq14skKNFWYXqjB0XnDNwP8zseQ1U2oYgL4R0z6IlUOuEeT0SjgXo3cijcdgHoc9SsJ+MRLJ5XtAF8OCYLqYqL4ZBnr1Msx6LRyE7rTKIDltgfPGtuac45GqvfifOIdrjrrrv++6tf/epv6+rqhr7wwgsU8oODLy+vEPFYASWzdLV2iJb2ZpFIqbTwtkSrvNgx0heAB40JQoA2C/3TMFTeDDNmzNh54YUX1knQXnTHHXc822eDjrDdfvvtry9cuPCMr/zTl/+wfv368hUrVlBpoqStRFVUSqj0VESAAs+ged3KLllMKX9l0bf2PrsTorbtyq/6XrHpRvDoYAOqxQd1pl8UD+zvE+n2SRe4u0cbeFlX7hC/rGIETRAWl1aJhv17SQO2XV7f4sISuUSRGDWiQiQ6InRNxxw/Xhx/wmjxx5Uvyoe5TZw4biJNMOK3Aw21VGQYESlqUlQps9Xu2yfGjp0gl28Sh5rqJSiXioqqoSKZaBGdrc00NoN8rS9Nq7xqTs/vTCOsrov4eLQ6z4xSAoiyiHudmO5w5xTc88Nx9eR9g4u3lBA+0Re2il2mTgydjXA9daHilU3Dl6gUNlfuUXth2qqnSUM98gHvrNrY1pSQ25MjFSHbX2CJZKqDPoMbjJh5tF2eSLaS0sNO2x59kzb87aPziuHY07ZL+cjzJ18GxOzBl+fAkes0gD8xrybUHENu3cyXnVU0K+/O4M7t0TnowTaWIA2aN/LRPOWsHZsjsmYt8xxHLt4xX8vsy6rnyZHPHLjp5qbmv/R9VMr6r2wivFI+VRK4zv/MZz7z9ZEjR162detWSw4BIr/4+a89GgC6FHl2oVvhQIWWAZRVeFkeLQOApuKUyS4aRk+YMOHj0nPdOJB2HSlbsGDB29ddd92w884776XjjjvubER4tLSokC/ETVJoTj8diL6GV8HPzLfahv87PTLuIsE03+C29YgHtUyeDyZC99AzJ3sIxBLt4oQxo5SCWnSqWLPmLTF79mzKKkMG3YQJEynk6oILLhCvrX6LZvchDbBt2zaxT4IvwgQhGm/SzXmIrje2ffr0c6nkWdXQmDjl5FPF7r1bRVxi0GnTZ4v3t24XJ82YLg7U7xObNqxXabju0BngFHMnR6nsWcoUkyedIkdzTaKqapjYIUd21eXloqFBju5SFsWzMxBbtk+/MI/LkSVp+VtaG+LTw+Y+oJatRomO5U7a4oRFbF+rwfIpAyV70DNtxV4n2s+yohzNEpVeKiQPwPubSfl8mEn/fnAvFEf8dCaS2oRmgHZzAREjiox7SF+mh++DNBdXUME7tqnOhepUjMC2sm3zgzJvElTobcxsVy6e/2CODtCe9vbWFbkuPyCAZpPAtVK+rZQe9SlIW77vvvu+dtVVX/mPp556uoA0nju7pEeibni6mG5Nc32Sg72BqVMmJUaOGFHz7//+78cUOLM9/PDDuNPPefDBB2+9/vrrF/3ylz+Pbtu+VcBRSyLrKOVPZuZiwQckCKjBG1yV3ZIPolaOCKeT41CDesE6p6yHsXGiBqJqsAtV19H3MBUwCxGLRz2vLhbNF+nONtGU6hSFRYVi8uTJBM6goqqqygiEsR3EyaPbKCsvI5AGaM884yNi7dq1tG9IVa55+y/USaPCe0NjrQTVRqKMWtuavU773XffFUVlVbIdedL7bqORF7xIHYwYGImnFVEqQlxX1yg7TUtUDqtWiRRllaL5wAEaJTCfblt2N2DWaSGEJ0I/A6CJ7U+cOFHU19eLAnmsZRVVYuu2reL0008Xq1e/JpcdQzTP22+/TedqypQppL+BjoE96J4ebowoRo0aRfTQKaecIlatWkXn8PSZZ4rX33hTOAkJ1laUPHf2tkkoyJW4RfuoApAGzhn3D827ahEWIlMaIXOwpkV/uKYXf1WVx9WIpauL+ezu8xe6ZeO3j6b5zxQ+OVkBOlfgHTSANki/xJGOy//musphATQba0rMnTv3h5dffvmP//ELn3tYes3//PNf/FJAlxqJBqR05agePSU9FTzA06aenh4ytPI3RQUFDy1evPil/iZUfBB244033jt//vzHPvKRs39x3vnnnb98+XJRV1snIlHFhSqtXeEFytPFtZk3VeZEtMN0PWPvI0cG0Neo5eYP6ylCAHoKpuIoAc7gaDk2nOsqBr1pBUS2B2yKk2R+1qSHDf4ZtocyZuCKIxG/w0kneSLNIg6+K6VoKYqPPgRgzZfrRSgV+lBzi3jrjVbRIQE9PxYXDbV7xbDKcoox3bJpEwEauEy0o6F+t8jPg0fRJTq7muk0peXpOve8j4jGA01iz75doqSiVILiJuGkE9TGhPQuI6YbXYGUZQfKr6b406uvUvm0uHTBC0rLxCuvvCLkiEfs3b1bmJYS5LIoEidFdIiqhu2H6uERHCq9b9OMSlCeLDZs3CBHBy1iT12tqB4+Vm63QHqsrWLMmONFrbzegDwkNqDw8LgTx5M0QcPBgyqkEtfHUmJfJsLxDD/2FgZWuK2jSzhyX/GCQrF1xw4Rkydif0ODaGptFciw7bK6aLl0otONxHBI4wXnHZ3bO++8454HHTx0Xg2gxCGLJiaG60gAACAASURBVFExGZEtAczJFr3D3yMUraS0WHbaEaJ2It7kbW4gHJwkHKjR+ln2ZzqOFrip7gv9sdIPNQi22drvLdMPYKYUA351a7ftSmJYYtvm92tdZy8nGxSA1u2ZZ57BPfp/lyxZ8tTVX/vKAumxzZQeUQkmjRBALz0yu6qqalNlZeV3v/3tb/8Xg/LChQsHuylHzNzJyguQYfmpf/jMUw0NDZMQegiuNT8e89KFFaUAecNMgLa0WybozeimCu9meipOCtoClvdAJbRIBKaO2Kviv2k/tqniYE2eQNN4OZW7QjQCPNBk0vAy9AigU35sqSGBO16QT96zJyJluCF68sjiMTyIlsgDRyqPq625yQNzZO2lZCeGewHylenOhLsfW6xZ+7YEWrW/Z376lOqQMLpCwk57k4i754yPTX/Q0ijn1NEqPfO42Ltvt2jvSojTZpxK+hWlJUWifu8Bb9SGiTZ0NJnZZY7r1U8W23fukUP5VnH22eeKV/70ghwFdoiikjLZkRSJ7e9uFhdccL54WYI/OjDEKaMtbZp2Rn5hgTAPSfCyBcef07m1tQlI5AMUS8BraDxI4Ic4eFAr+HXjhveo5iduCjtKsxdqQhdsizsaRS6CR3mI3obvlntv6Z5zd4DO5u3q5zeZSrgZnq00SYz9cAjg0Z4azEoZUWx9JlfsTyUHAJqD19XGsnYaTCX1r10MztkA2pe62Ldvz+/6s91BB2i2efPmvSTf8ELIWmzChAknyAek/e67797Ly9x5551HavdHxcBNy7fJ0vs/59JLL10qb5BZa9asiYFXpdhpN10Y4YZpy/I8AFtkhkgFuWe1WGb3n41XDobwceox00boEL0wM6HCyzyg1V5p8jCT3mSZ7j2pcDM/aSYqPeykBFkALoVOupluHo+bVr8RHYFMtg4Vj0+dloNJr5Tn1VuJTj+LT4J3kqpgKEEhOk5tsiphZcpZ6hNZqm2m2LtjqwI66YHu2b5VnRd4r7blJUXB9ElV77jkedqw/l1x8MAhFbnQckgURvOEkeoSOza/J6IR2eEk2sWql/8o7GRC5MtT0lC7x52Qs7y6dZ0o9urOsXJoHAASnR6M2mClxKGGOkqQwIgS2sx4j0InWO4XIYcYycQlyqf0yS3hh4cRHWRlUhOZ95Egr96fKM6MtuBF+wp5Y2qDJQr8EET3HgncK/o9GqTugmZoANmXJ270AKb6b/qzkZNpnVzw+/6a2mf29RzB7ROivr52aX+2e8QAWjfXpd90NPb1Qdjtt9/+J/l2Dv7et2/fP0ydOvUGOZS/QHo6ea+//rpoaWn2JqkoW8/ye/pssZf8nUqt7Zn10ZNYGOiYO2Rda75pTSMmuH4d78Pbl7DIw9MnE2kdL2Ej5vHeUQkkZkJ1BOiE9Pbr8c+0DYwe0hz+lhY0v2Ya3ujCdDr9STbv4IVHDdEDTzQGMgGzDG1doI0IN4NQCBVE5dJClPniJo6w4JFwY4J1uQDmWZOdXaIgpmiD1kMNAnHZBRh12B2yE5NeNkTuU7JjQnZm1HQzKmXb5d95XEkE8cVxFJUwyFNXYGb45wBgnmilyAPQfPn5xWL48CpRWTmks6S0pL24qMQaPWp01bPPPWfmRZDynalBg46G5XBNs5cJL8cF6UCn7t9ffIr8rLugeZSYoULsANQccudfLH/ZbIDcG/AGf+vPspm/qQ5oIFzxYPHLDp/wbOa2ffOWzU01NTVb+rPdowLQf0t26623IjSQwgO/853vfO7iiy++prm56aza2toyxI1jOJxnCw8waIjv+A8hQty4x6UQrh48bZhtuBU1PCDFTYphfPcbJdjBe2FFnheh8W78MLih3hEzrb6yAZSdFM4GXQcrkC3pH4PjaSFw1hbAynIbod4Ab75kpkfhuV6nwaFJlrr5jYwkAbUdLBcR/n78TEIFYLi7HcQny3ZHTRUqx0kqXKGZ9meabiKKSglWwKfikQ2X66dOzEl6HRBiqyG1SVElErhKSyspIgOv/PwCd8JWRaukUpaVF89LmhGz3badpvx4dF9+YeEOuZONcpTzxu7dv1758MPLPV7ymZ/85N0N498/BZOvCM3yRLssaJSkRF5hocrKddIaRQUuNkLnlaGMsy1pXSdThS8bB83GYMiTsuhYMCmMYyLtGIO5b5/oDYbZ9eZJZwPwbr8F6QKD5Xzde6qbt9pzZ6VHPg9SUZR+mpIR2L59ywohLujXmiFAH0G75ZZbfinf8BJ33HHH2DPPPOsm+bBdKj+Oa2xsNAHYCPz3QsBoqGwJjyZT8ztkFs3iC4+mUJ6vuk1J6yRIjQQs6Kn3Zz6WtY2VRyVc3tT3urKltGf11LVhsG/udihU0f2NH0AdNDLK1tNR0xDe/VFhhamOPxZhfRJNGMnlriNRCP3EPI+UvX0FvIImCeGlYsIROshy1AGFqhYJTLVFxQVGcVFRrLCoSAJuPJlOWwcsy6lLpdKvd3R0PC+v4754PA4xqxPkNusk+O7KTd97fsan5tbWlRUVFafs3bs3U/gfmZqOS514J8Y/Tz74dKc8ul+L7N41n6/gehwlxGF7uA8pA7gHr7E7CGcH6B4/d0NSx+0PjCzeas/3PCtvfLCmhKrq6vbe1981Q4A+Snb33XfvlG834yUf+Mg999xz5aRJk66SN/7MgwcPFkoPxUR414EDDeRls/qb7Q6PAYxULDftV56B6JStJaXonk9PNtCQqGxUDGfv8e/6u77dIDeZrQ0KQP1JQBIGEk73h1uoh5dHDqbhx2zDs4/H4qKiopKiRUaMGJGqrKw0CwoKALIHJcDsd4x0h5VOpKOxeNJKpSTOGHHpTTuyTWnZCXYajtkmAXdTMtn1h7a2rjeWLFmSU+04zTCBfFiVcuRo64EJEybcANlbXVJVtpBoKk9kzIwKFqTKZnzuiQqy/HRntp5AWb8+OuXlgbnNgkqWR0dlo1wG27Ldg/1dR9UYHeyW9d2GHTu3d9TU1Py5v+uGAP0BmK2eqsfdF9miRYsuGjVq1KWxmDlR/jzacuzhjmWVptLp/I0bN9AQs6mpVbS1JL0HxjKofHuG/kZf1pMk5OFycdyGbMPcvjwmesBdisMTdbKVl6yWd0MOacJKxW8j7AtxxCXFxU5RcXFHUWFxozy2HfL3dxMJa8Xrr7/+uyeffLLnOkzHsCWTydaqqipLdtIRFbbJcwOWSHR0UhSM7HyoliFolO6jktyMO7a+gI/nNeBFI0NTjZhUcYNjwT891g3na+vW91877/wz+71uCNDHiM2fP/9F+fZitt9Aj5xw/MSz5EM6Qz5Ip0ajsZMKCwuO37Vrl4FhMGJxodebtpTgOHui/MhxnHTEzJyc5HfH8WehfWU6NaxV0RmuuJO7Rap87obred4TsgNRhCCmKmxg3fz8PFEsPVmEsOW5IYDw/pD0ocR00o588NNFRcXpaCRup9N2OpHoOiRB6ZDcR4dc1oFWtVwPIv+J/Pz8VrnPvfK1Tb7Wy1Vf06OCPuz2wAMPfE12OndMmTIF15bOYbrroJLDTCcpnCwWV5Osu/dsF8OqRwjMW9rsuepYCdC2U0puVj7lpB9jyf7KyMePImJH6d3GpC8A2PG1S0gK1/HD1pKOotDQMTjuHAXAnWgXtMmdrLVJ0rXn49NTxt0dce+rfRf4nIMR1657yf0QLjqi5kYiGaYln9GGZwayiRCgPwTm0iN4eRd53rx5ZdKGDxs27OTy8vIvyZv/BAlqMVQ/kcCWL0EO4vsW4s7lwwRhfqCsdLjtFL/kd9JBTyfl30n3c1q+bAl+JOivR2TI7XJllXwJuBVymXJHVVSRX0dsCZ7YT1p+3ymX6ZQPb6N8bWhtbV3e2dn5l02bNh1sa2sjlxjKhN/73vfSdm/j878hu//++780duzYZdXV1UPXrFlD5xwe68yZMynDUGnd2JR9iMgZDnnTq6D0ZojXRnJOLiWcejJdnxwJP5GYkmwN/ee+7eDBA5Yc0f1wIOuGAP0hNZcbxQvhi7/+gJvTb3vwwQc/6CZ8oIayYrNmzbp29OjRCyQwVyNdXC+tBSCsqKgQl1xyicdB4ztUiIdAGTh2ZHBaWfo4FbboeDoZTH9g5MO/6+GbtO2IH5tPETMa7WG4SU1Yn6QBDC4TlvTm6gzDj7MeCN3C5odXDlx1znazeM1e2qHz7LnMwQzI3JPz9pq/LHcT+PptIUCHFtpRtIULF84cN27cf11xxRVT5ajCBDBn84IBIAyomDDmcDfom0AvhDhh0mW2tPgWF2CFH1fOERjslfv70r1pVSTV/yQ83ptoLDjPEtDbWltEUVEhSb8mE50inULYYRY1xIAdLmj3ZQ43mtvfy6AiI5NQ/76XKJae99rH6IUibGyxq3bPTTlsMKuFAB1aaEfB7rrrrvEnnXTST6ZNm3YGxKMQqaOHnQUnevEZnC8oDSpb5The9iZAGuCN32lC1cMJjm3P9A5ZPF/PInU0gHbD0v3PTsQL+8T+WtsOKVnXthbRfBAJNiUkK5zoaKeoCJYbDVow6zVojpOblGdf5hiZUBnpDaCzdCTB77x4696MeoHenGJ0epbYtm1jy+KampwqeGezEKBDC+0I29KlS88dOnToyt/85jcGABdcMigKZBJCPyUIzgAMAGJtbS1JfLJmOoA6TYUPYgScLNXbm3Eau05BBH/vyfvF99h+1K1lyEqIFP5pJcTBQwddqiAgDZAl5j34t9q56PabtnM3qfTw6BL9OHNeL+BlD6QN1PlEDLF+3bt3fuLij/V7fbYQoEML7QjbyJEjb58/f76ByT0u9QbQU3KtVVTAAGFzAG6kVAP0AOQQlEI2ITxnvdYkvE5UI2JeujfDOshuZMAMeruGG2kQWKsbpwxQVjRLytXJFiTLCtDOK/CLPwcBmvehlyXz9y26Lae3O/hdv8zJzDVUm8ltW9k6sX7umraxadOGg3O/edOyfq0csBCgQwvtCFtbW9ub1dXVHwetoWtzA6yRTbp561YCMMQ0l5aUiuHDhhFQg8JgUGdtFRiWhQcOTzpbjLlesxGfwWGzpjQBqitLy79T+rbjp+AbbvUY0wR/DUokCr0pt3CB6y/LZTrkdhPJLhGXbYVuCWtg92RB0O3Ne+9pnWxmOH1D7+GCbn8M6oSmSIld27f9VoiBe8+wEKBDC+0Im/SEf3TFFVfc8vTTT+ehHBzLwsKDBmwkrbQnpIRanlslYLOny9l/GSJUQk0cAqSzWdAT9cX2uzxaROe6DTfiwfEi3d0kIUqESpOSn5pENInwtRwlS4X3g4cOiGLp+StOuw9vXjWof3RDLgAt+tbYcFg7gdc5ggCtRiApOcKov/9wtxQCdGihHWGrqanZNmfOnIrLLrvsoZaWls/s3bu3bN26dcQpAyfiEVW5Bua4ldFhAFSerNOrv+A7eNTwsgG2wYm2YGo9R3LA9Kr0PYWX8fqsAoioDd6GGS0kKdREp4oIAQ0zavSYbgV4eTv8TgJTWZJQGLSPdnJJb3IILJY1EFMdoiG2bN7SuWDBgrUDbJ5nIUCHFtpRsPvvvx/C2F/F38gMnTZt2i1lZWX/8oNHHjHaOju0yuI+qDEVwd4zx0nzpCIAOldjOoTqHiJDMaDL0ZNRQdtYhGpKAowtJy3GnHCcOHSwhWpN7t/f4IF5tnV5JHBkPdZjy1qamzEKWj4Y2woBOrTQjrIhM3TZsmWbpCdtAHgL8/JFowS/TlQckuCJ6A5wxqR1oYlNAbD1CTiLYptTvmqf7XSrOMPvHMmh11/0J+gAnhFfFQ/SnobjcdZdSVtUDqkUHXu7yANev26D+OxnPycMMyK2bVknTPEx4aRNqiHJmuQwFvXyBJskuCMsz5O6tX2tlqBHGwT8jEITdkDp0DhC3jdS0ZWObZ+Lonwa/kEtsa5+F2pTzhmMJoQAHVpoR9mQrHLSSSct++53v0s1HkF1IFKD07hReJYlTxGBwaF0elV2WJo0nn1mlX3UbN4qtqdz2t0smO3hGvY3YnQ1VUqHMBe46mEjR4pZZ54pfvKTn8j2W5S0EjXjVCfB7jVpJZjccRhe9SBtpu+d5JCQoi3f0dEuvefNm115hsO2EKBDC+0o2oIFC6pnzZr1yve//32Tw94Awoh35lA0rogDoOZSZhw3jReMQNBRpdTY+4y4Qvq8jh6Gh88AepaxzVQ1RLybqXnUyrhsGmptonAtV5C/+mtfE88995xHu0ArZOyYEm9dPo6MsmL4l11IMasFq/rwMXvKh+LIpWjbtgJlU5Vf9Cr+GFnawkaFnGVbVqxYIVpbm749WG0JATq00I6inXjiib9YtGhRHkCPwRjhd5yGHfQ+GcQR/QHJWRjWA/9cWl4mSsvKCMSolFq658w2juSAcbJMprmeooZ32De45/Khw6l9F110kXjrzTfF9m3bRXNTs5rglKC/fv16Mea4ExV9IkyPkz42eefevOGBt9e2U+Ltt98SXZ1tDTULFjwx4A0FLATo0EI7iiY94RGoogNuF14yp2vzxJ8eVpZNNxvGoI5X3b5aAl4IK8G7htcL0OSCxbwNACY4bKwDOqVMArvv4TrEtxpehrOKYmCJ0bY9e2jb+Nzc3CI2bdhIet0U2SH3t3PnTsGytXpb9bBA5o6xD/besxUwDlo2Tzq4j6D1GhHCvHJWi9BIwoviMALp8D0Uu6A5ApEQLz7/P2LatGmP9rzz/lsI0KGFdhRt+/btt37xi1/82ZNPPkmACXoDBtAEYHMSC4fUBdOVgxNqXNeysbGRqAaAH8AUGtx4AbzxO9YDeDNtEUzF7sn4d7Rt5cqVatLQFW9icEJGIYC/rDSvmw/am/aFHu4XXDZb53S0PHKOmc5ld5RtKd9X/mGFGDNmzO927dp192C2JQTo0EI7inbLLbf8fMmSJZdee+21z7z66qtF7733HoExF5yFeUkrEgjhwXLcs+5NZqsByYp1oE+YQoFnDZoCwApwBjUCDx7bBoD3lskXzPgjoHfbxxOX+C4SjVMHUVRYSsUaOLRO96IpYzEAxNmAObhv/fiyfX8kzNsXB7j0sAy/DhzYn2hpab6ppqbm4cFuSwjQoYV2lG3evHm/lQBWet9999184YUXXiHBdNJbb71VvGPHDvJE4fXiBRAEVwzAA8ACGDsTXeRtQyyfhtyBcDqYDnzgrhENAuNtwgD8mHjkqI6gboa+HSrY62ASUqCon0ikkiIaj6m651FFV9TW7hVjx56ACsZUxQUyqI4dQW/ia4hEzIz96OF+fU34cTp3TkKgOuC71cFzK83ll1nrc7sopOxYonbfno4//vH3Jw9W1EbQQoAOLbQPwGyFgve7L3HDDTdUnHHGGV+UwH3DO++8czI8a/ZaVUFWKlkuCktLfPpDgjTKYTGfzdmGuueK9UB9jB49mpbheGhMFPK2YTpIsvfLZnJhYglelgQlpKbnye8iEohNobzjdevfFTNnzpLfRSm+GUqcDkVymBn70OOi2XLxillSNZeI50yPHG23MiIwejY7swcwumdoej/J89BQv7fzTytWTL178ZEBZ1gI0KGFdgzY97//fYRo/Ofjjz/+9eXLl3u8MdeTJMCVL4CjRx9IgI66v1F9QNv2QvSYzwZoA4xBb+A71gEBxcHp4nrEBd5BtYAiYaF/mM4B65VfHFWiUOxDbUzprVcNzaP1vJhtBmVbr33pTxAGE2u4DVkpDcfpNr2XK+XRE5XT2/pZ10HbZNsPHmy0Xlr54vSaxQPXes7FQoAOLbRjxO65556LJGBOAjiyB8weMYGtbYmIBFhwx8RDp9IEFkoJL88LycPfLBEKEOZtMBgCpHlSktPFdaU8AHp3aVDDU75LWnYGiCr6IkrhduefNyJDWjTz5QN9T5OHQV66Jy4622+9WVaeW22kX+s47rH9+bVXb6upqdmUcwMGaCFAhxbaMWLjx49/YtmyZZ43DNPFkpAs0iq9VAblIgnUJcUlxFMzZcBiSgySLMLEYXbsIXPmIqqzcIgfTOlDI+kikuHx8jYw0Rdx0qK9uVXut0QQyQG6I2qJ1998RZx51mnCMEvksoWyDWnpQRNTLRDr4KQBzKZH2eidglfphSkQV1jJr5PYPfSwe7KIS0kYerZkds+5/+JMat+WnRTbtrx3YO7cG+/r5wYGZCFAhxbaMWASmL8hwWg4MgpJ+U2CKyWfuACkR25YLgC3tLSKluYWEvVHaB3kS1n0n0Gd1+FK4Nge0xyI5uBsw+7eohsf3c3UdBs6Ccf288xVuF+n2LTpfTFt6mnk7TuWBEHLT1w5epZranY/DLQ6uPe8uNi+Y3vZ4O8gu4UAHVpox4CNGDHipgceeMAT5te9SoAbwFT/jo3BFXoeeNXX16ssQwnUHAfN9AcAmkEay8CDJt64qirANaPOYPd9wTiFnKmTKCIzDL/24bvvviumAqARaheJ+Sp9roiSnrzC7ed3/WUr9z1rqnefSS39SCnPxVRlGXXsK15cId55593obbfdVrJ06dLWwd1TdwsBOrTQjgGTQBplsSS8YACEYARELgb6Ai8GZYA0Qu0A2vC08RsAmr1o0BwM9KBEUqmeQ82Yh06nHZpoLMoDheKD5b59e0Vzc5MoLakkZTfDMoQlMmsucsr5sW+O947r8Lvf/VY8/fRTYnh1pTiuethk+cPrR7oFH5YzFVpof9W2c+fOW6688sqnn3jiCa/iiT7JRyF0SAoRKvQZRINjmt2yDYOTaCwZilA7JJOMHDmSPGuu6AJ9D4A0Ur9Z4AilrgzDV3ELSpcaJiYFHZFKo1ai9NJjfuHaZKpT/OUvr4tzz7lQtjci4iKfJEZNy6FM6oz4Z9HdK+ZXFJoeWIi97f540pbvQht0LN07nN4E+z1u3AHFpOoyrl/3jvjFz/6fiMrtjR1VbcuRx2GL8ediIUCHFtoxYHPnzn3mrrvuOiBB+jHpSY/Ztm2beP/99z3RfpWckvZAm1O89cKu2ZJAYDqYQXR/0qRJyvstKqLEGIA0Ctdmy06EBeOimSrhtkSiMW+/eL3xxhtEcwypyBN2xKJYaNqeZejOtjBdGiPr5J/oOdswuGxf0Rz9SRPXJyr5M2LSf/jDH3nzABMnTvyfG2+8MZHTBg/TQoAOLbRjxGpqal6Ub2NvvfXWotmzZ3/jzDPPvLylpWXK2rVroxAk0uOcYQBoADe/64JLOtDwZ544RBgfsgjZi8bEJDIL86n4a3d+m/9mY2U8bIsnMv3kE4fkOl988UXx+csup4xHT1AfHLobXaI+akJKGhDTfrMBNP3neOt7bROZwK+bWmZgOh5o39tr/iIeffRRikix5LHKa9ImO88r+r2xAVoI0KGFdozZvffe2y7flrgvsXTp0s9/+tOffuIHP/hBHjhigA4AFaDMmYEssMRiRvTZQriZisZQgKcmHPfu3Ss93Km0DLxobAuTi+PGjXMlQwWFuBFw8hbcGGv1k+GJMDH94vPKBtEjW7ZsEnv27BSjR4+ldGvDyCMFPCFfNrbjqPRrahWA3XYriUswNyKZHrK7WZUk4h6NSt9WPzhZ0rN9Vb7eefsgr686DYeqv2zdsln81w9+IFKoWiM3VVVV5ZSVlX3i7rvvPireMywE6NBCO8bttttu+/m11177FHhkipxwIzPg/UIMCaCLCUb2aLEMQCWhUSJJl8tGdIQlf9uzZ48YNWqUB/agOeBZg4t2hMpaZOiKOCIjVE4XbUqmbE/XQ3nCJgFyNOaIVa+9JP7xH78otwUuPCY9UEsVxRV5lLMNYAbwGQTWDLhK98MxFbR68d1uvVni1ZG67VheJ+KKz3WzXNK7uwM0DjYp/rz6VfHzp38q7HSSvP6CwgJxxhln3HvnnXf+aSDXcKAWAnRooR3jNmfOnILVq1cT0csTf+COGZQBYuCQuTwWABn1DbtSyYx4aE79xu8IyUN4HTxygDJAFh0AAXQvadE65YF1k1bSy0hkvpzDAXfu2kX87cmTp0okTIp84rIzJzZ17Y8gt5z57rfDccG8N4U7R1upp8zFjOXdEQKWXb78t+LXv/mF7JgMFest7eSTJ2+Q4Hxbrxs5AhYCdGihHeM2bNiw85m2AIXBxsp0+A6TigAYBtwhErArios8CgIAjOUBRAByJ5X2klbgicMDRkw0tJ0rq4aqOGTXWKhIL2EFo+IA0uHtSiiQxmfmh6kt0Zh44YUXxKiRY0R5WUykTJXZyACtZw9mxEBTJIlfNACWga+Bqi898cvZUseDxpOsDNCrVr0mfvWrXxNtYgqV8ShHKalozDw/p4s1yBYCdGihHeMmwXnX1Vdf3fXEE0/kA2hZ1B/AzACjF4UFyAJsQXPE43kSsEslyFRKIC6gBBSs57ga0+wxV1ZWeqW1KiorRDwW8xI0EGoWzAZkMC2QTrMt95NOdAonPy6XURrTEYmiFiYIY7Z46iePiy9/6Z+EYVZI4JPLRPKIw7Asw4vV5pGA701TQKEHrBHDpUBcnHW0duTq8eumaBqDKA3bxnEfEk8+8WPx3vp3hGko3RBbpEX1yJHizLNm/cu8efMaBu+K5m4hQIcW2jFuNTU1782fP3/Mtdde+3xra+v0V199VUA7GmDNoXcwjpn2Qu/kv5QE44b9DaK+rp6AEIAMOgSUBF4Aa6YmkMgC4K+rrRPHHXccTdhR0VS3HR5YakJKEQmohQUqK7Grs0MCacwvGBtRqnZdXZ1i7TtvizNOP5PAPhYD+KK8lNXNy80m0ERmpT1QZunVXr1jw1eAZiVAEVgOqdsA5/3y/KDCzZbNG0j7mmmN/Pw8Mfvsj/z01ltvHdQyVv2xEKBDC+1DYIsWLYIHN2PBggXDP/rRj/6r/Pvstra26S0tLRUbNmxAKS2PC+bJQj3KAgagwmQgPGyAHKgOrhbOf2N5xEpjGXDUbEEg1T1SLjBAMdGmqtTiLecus3r1arlMnpg29VTaNy1jqogJa0YglQAACVFJREFU9C96dqFejSWjaIALuqxzna0tWoMpkUdvf/DV0dEu3ln3tnjh+efFvn21VGwgavrH+JHZszdJcL78MC7bYVsI0KGF9iGyhQsX1su3O/izBO6LLr744k/W1tbe/Oabb3q6HABi5qvBX+NvpkRgLCuKyUb8Da96zJgx5GEDaAHSAG3W8+AJNF6XjcGOtT2wL9aY1tXoQMGs/ONK6dGnxemnn04dQXFRVH6fue2ejAsDGFqFFqYwGKyz0xju364HzZOlOEcr/vCCWP36Kyrhx0m6JbkidPx///cXt5qmc8YAL9OgWQjQoYX2Ibb58+cjueXFn/3sZ19dtWpVBRJaoK2BCioARaRxcyIKe9VcQoszEQFsSAMHEAOk+fu6ujpkzYl0CvKfMR8AM6pdq39xCbSJiPLcOUuRIpsd5b2nLVtEYxHx2p//JIYMLaeUcxi8dsWdg5ZRPDpTKBm1F5XeaNZK4D1V/tb1qqkNaJsE3+3bd4jnnntO7K+H15xWhQ8cAL8lLCMtZpw21Soqzj+rpqbmiIsh9WUhQIcW2l+BrVmz5qRPfepT35SA9RnpAU58//33zbfeessrc8UxzwBQPURPp0LgdQPwsCxAEskrmzdvFhPGT84AS84MDIbCgcOGZwqAJtojL+5FXCjANUhS4/nnfy9OPvlkcdqMWZRsA5AuLCh2JwZFxja9z27ZqkiW2OaeUtT5Nxwbjhe0zerX/yxWr/6z4umR1Sh87WhIpE6aNNE58cQTP3vHHXe8N9BrMZgWAnRoof0VmMtRz8NLgmlkyZIln581a9ZXJQhftH79+qj0rilCA57tiBEjPOACWANQ8WJhJXjc8MJhoDrAb0vQ6lH6kyclAcrgs5HwQh1DPKay/xyWGFVJKNjvunXrREtzh5g5cya1YeiQYbJtpZ40qg7+ii6xiYJgOkR/6W2C6Zw7gBmdBmRQwYM3NTeQp4zoDX0SEetMmzpNjJ8w7isSnJ890tcrVwsBOrTQ/srMRmiCEM+4L7F48eJzrr322nkShM7es2dP2cqVKyndGzHQCK8D78yx0gBqvMODhkQpwKux4ZD0puuIlshIGAnEMsPAP8MjZn67FNsQjuexyr7DDdszxa5dO0ma9LTTT5OedEKUFJe7CTeFtBxPBirxJBUWB+sNoNUoQaW7t7W1y+PcI1778yqxedNm6pyQhm5Zvtds2wZ9njbtVDFj+tQHb/rmTY8f8QvUDwsBOrTQ/srt9ttvR3ryJfh73rx5ZZdccsl5hYWFXxg2bNgXNm7cGAdg7969mwAbIAaQZH0NRHIgkQWAvnnLRjH+xAkUjRFUt9M9ai5nRZOGEiThFcP7dShnHH2HI9JWkpZpbU+LP7z0v6Jq6AgxccIUUVdfLEG+QO53hBg+bDgBPm07jf0grC/iSaFytiBPfibkO3jmhsY6ymAExdPR2SLy8iMinm+KlNUuHXFHRBymayRYO0nxsYs+ZldXV9+5cdPGpR/A5enVQoAOLbS/IVuyZEmzfHvWfX0Z3vXll19+hfR2z5dAOPmll16KSNAmUATNAa0P1opGaa2t27aKSSdNyTohx6ANYAcfDZAHxwwgpqxHohIysxFBd2BbjY0Norb2D+TRH3/88aJ+f53YtCmP6h7iu/LyCvqbBZBIK8RGiJ5S8mtobKT2bZDAvGXr+0SllFeUi4KCPGHZKc8bty2b6h2y1/+FL3zBkr99cs6cOc8frWvQHwsBOrTQ/obN9a5JAEgCdeTiiy/+uvSwP9fQ0DBGAt6oXbt2RTG5BkBDZEh7ewclyUjv2xNI0o2L1QKcAazgvcFHU1p5YUFgstHwNTCERaWqmpr2i7XvNMptxEVBfiFVbwHdoVT7VHo7XuQxJ5KipaWZ2tQs35G5CG+/rEyuJ5e3LVRC96VX0RlQhqPcHzqQ884/54D0vi+oqalZd9RPfI4WAnRooYVG9swzz4B/+K77Ilu6dOknJSBe09XV9bH169cXI7KjrKxc7Nm9WySSnWJk9SjipbPFMQMIQW9gohF0B0AzjklA2/E1ooU7uWe40qDuu2UlRVtbkhzmdCqNEAtPjc9xl0NHUFRcRNRHZSXXcZXetVzeJq0Rm6qTC1vpVGO/DoXRTRfTpk17ZdXNf7rwGfsZq1vDjyELATq00ELr0W677bbl8g0vTDbOlvYt6RGfLz3asueff15s375LVJRXkresTxayJ43vqqurKWQPk4aWBFnEZxM+u8JKPrhzFh/93/PEY/GYiGsheEZUfu/YWoy0Wt7zzFUtLSXkz3LSjqAiWqedNsOZMmXy4htv/PoC+Tpi522wLATo0EILLSe7/fbbV8m3T+PvBQsWVJ977rlXnv0R+xzHMP5uf31jEZJkYKzFwbw0J8AgfA/eNCb18F0kmslj65mKoEKwPELk8HdxXgFNGILCQA3atO1LlnYLyXMFmNT+LaotOGP6DHHCuOPXdXa2f/bmm2/ecrTO2eFaCNChhRZav23hwoW18u1+9yWWLXtw7syZZ1zX1tpaEYnGKltbW8SWLVuJg2YD7wtPG0COMDjLBeps4XL4HZmMXKBApCz6GyCNKEJLdBdZ4s/wuhGPrYrhFouPf+LvU/K3b3zrW996+OidocGxEKBDCy20w7abb77xPvmGF002zpw58/PTZ5xyZTQaO1d6wmZHe3vZwUOHiIsuKS0kkEZ6uWWrKI5YNF8Yquy3iJgx0dTcKJE2KfJj0tOOGFRJ3LKTCNCjfJcIKA9Pc9RWHIb8L4oqLyYU9NrEhR89zxk7dsyztbW1X1q6dOkHnrY9EAsBOrTQQhtUcycbvUQZ2P333/+l0aNHnSjBeGwkEpl+0UUfO6mioqJwxYoVlOHX0Z6g8lemG7UBSdJoJEK61KoIgEOTfjTxF4kKp3sZQhGJRsRJEyeIU089tVnuZ7nsABbceOON247agR8BCwE6tNBCO+I2Z86cJ4LfLVy4cMYpp5zyzdmzZ3+8vn7/0K1btwnp7VK9RCTLFBTkk5dtuBEbXJmcChYK06sgM3zECDF9+qkpCfhrE4lEzdy5c5d/AId4RCwE6NBCC+0DsQULFrwt376Mv2+77baS8vLS46dOnXJHPB4fL8HX6uzsPFBSUnJWU1NT2RtvvEFiR9AROf74caJq6HB42U3tHW0vHDp08JGampoXP+DDOSL2/wFjJX9d5+6jLAAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>