View Personality

CentoLight Lightblaster 1200WP (CentoLight_Lightblaster 1200WP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Lightblaster 1200WP" ShortName="LB 1200WP" Company="CentoLight" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>15ead3ac-2eda-4115-a292-8bf8dd41935a</Thumbnail>
  <History Date="12-05-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="16-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b2d3c9fa-bd16-42f3-8dd0-473e55a04c6b" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Strobe_Func" Name="Strobe Func" 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 %.f%%',0~100" Dmx="205~255" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="5~54" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="55~104" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="105~154" />
      <Function ID="6" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="155~204" />
    </Attribute>
    <Attribute ID="Strobe_Speed" Name="Strobe Speed" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="5~14" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="15~24" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="25~34" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="35~44" Colour="255,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="45~54" Colour="0,255,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="55~64" Colour="255,0,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="65~74" Colour="255,255,255" />
      <Function ID="9" Name="Skip" Display="'Skip %.f%%',0~100" Dmx="75~199" Colour="255,255,255" />
      <Function ID="10" Name="Random" Display="'Random %.f%%',0~100" Dmx="200~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Macro1" Name="Colour Fade" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Rd - Yel" Display="'Rd - Yel %.f%%',0~100" Dmx="8~39" Colour="255,0,0" />
      <Function ID="3" Name="Yel - Grn" Display="'Yel - Grn %.f%%',0~100" Dmx="40~71" Colour="255,255,0" />
      <Function ID="4" Name="Grn - Cy" Display="'Grn - Cy %.f%%',0~100" Dmx="72~103" Colour="0,255,0" />
      <Function ID="5" Name="Cy - Blu" Display="'Cy - Blu %.f%%',0~100" Dmx="104~135" Colour="0,255,255" />
      <Function ID="6" Name="Blu - Mag" Display="'Blu - Mag %.f%%',0~100" Dmx="136~167" Colour="0,0,255" />
      <Function ID="7" Name="Mag - Rd" Display="'Mag - Rd %.f%%',0~100" Dmx="168~199" Colour="255,0,255" />
      <Function ID="8" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="200~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="5~34" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="35~69" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="70~104" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="105~139" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="140~174" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="175~209" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect 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="Effect_Shade" Name="Effect Shade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect_Red" Name="Effect Red" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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="Effect_Green" Name="Effect Green" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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="Effect_Blue" Name="Effect Blue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Effect_White" Name="Effect White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Effect_Dimmer" Name="Effect Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="BG_Dimmer" Name="BG Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <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="8a9b4947-0411-47bb-8563-d027e3220824" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Strobe_Func" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Strobe_Speed" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18">
    <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="1b0616c3-de31-4d80-aa60-6790fe900749" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Strobe_Func" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Strobe_Speed" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Colour_Macro1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Effect" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Effect_Shade" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Effect_Red" ChannelOffset="13" Wheel="70" />
      <Attribute ID="Effect_Green" ChannelOffset="14" Wheel="71" />
      <Attribute ID="Effect_Blue" ChannelOffset="15" Wheel="72" />
      <Attribute ID="Effect_White" ChannelOffset="16" Wheel="100" />
      <Attribute ID="Effect_Dimmer" ChannelOffset="17" Wheel="34" />
      <Attribute ID="BG_Dimmer" ChannelOffset="18" Wheel="35" />
    </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 id="15ead3ac-2eda-4115-a292-8bf8dd41935a">iVBORw0KGgoAAAANSUhEUgAAAWgAAACYCAYAAADJAHN4AAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nOy9C3yV1ZU2vnISknPCLQmIBESNF25eCn4KyGfx9nXUVmttrXXUf2s/qPXf2utYL9Np+/U+daYd+5+2Uyl+tY622kq14rWtN3QQ0IJVDDcBFUiCmAsQkhMgyX8/a++13/Xus08SrbE45fGH5+z3dt6cy/Ou99nPWqust7eXDuAADuAA3sloa2sb2dXwhzkP39d4+rIN66atWf/y6dXVVbzu4NH2ceaRE/Hw2N+9f9zjIw9638rcqNyiv94ZDwxlf+0TOIADOIADGAj27ds3G48lJSVV5t80PO9q7Tp97bbew5+/79a6n/zuV6VY1tbcRTvadtC+zk4aPirL+2azWVq5ajXlKnKn/+IhOp3oFpp89OEvfeXzp/48W/ueH1dVVe34q/1hfeAAQR/AARzA24L2lvYpa5t6hutlGSo7XY9LiAzx9lb/+b6bZXwaHk1UjIeKba+3FRy3oamRujpbqbUtz+Py8ixV11RQLjvSL8vn87TeEPTwUVVUW1VN3bkeQ9idR31w3upvX3l+4+UX/u95n6scXfngW/5H/4U4QNAHcAB/49j1+q6JZSVlw9c07o2uH1f6+2krJ1VXT1vbwuPfL2qgpzesp5OPPNpwKU1btnF91bbXW+ng0dV6NyZeECokBjy2trZVmEWlnV2diGQLXgfLBT3UQXs6M/y83JCpRoYq/TalZhtD4pSlHFVV6WPieSdVV9kIujdvHkdZcm9sa6RqqqIhOeL9b7rjzqPvXbZ80Ze/cdOl048ZeucA37a3BQcI+gAOYD9DV1fXUZlMZphetm/XvtP0eE1jjyGmEh99ji19gB9//7sGPBxuVh4eO7aLRD1cRDrU/Cs1BMrLNFHmO/P+eYkhvF5DfCBMkOSfTUSq0dDUFP17EOGCTDV2d9nx3s4uPiboNK/Wl1AXE6/dJlluXz85Vm/OEjAIP+uWifYsEA16zfqXTUTdij+KGhp2UN2Rh5v97d/YuGlT6YL/79rb//W7/9Kdq8ndFf1D/go4QNAHcABvIXZs21FXRmVDZZwpy9Stbew53G+QKQFbTJNhbcn99PCiRk+0jkAhA5S5qNPvKsQpZIfor9uRJRCLSkNo8g1RYoiq20WrpS56lSNiL5AjSNoSZhcv76XkNXWkK/uDQO155SgaOVfYB5CqEKnATer5i4rIG8W2C7fFe4fX3NK0gS8Enfl8ar+mxkaqO/wI93cQ/WnVn0qvvv5LvzIk3WNI+rdF3qa3FQcI+gD+ppHP5w8z0Wpleuke2rczc/i6bZZYx2Ye4qUP39tQV2Ii02Ub1qptkyh22/Y2hH4jzdMhGIMgQDyxyLQvgMT62lYIGdEfaFAIO+/0Vr1nCaWP06s4qiRrpQEheZBpxq3LOrkgdELw3xnRgcNtQvA+rfH3AH8v3iN9MQJWughdonj5WzZtIh9149wNsfr3RCDvCZbjX0UO/9RrZls5it708kYaW1vr3nN+zTJD0nf8y3dv+D87unbcWFtbmw7932YcIOgD2G+xZcuW3JgxYw7B8+727mronWu2dfO6yQeX0s7t90/r7e1l4fObNz5eEEmZ8WnJeH3q2LjddeRTY4ihPHztkEh05Id1IICQFDRkfWdTnGhlvb71l4gYRBE7fngO48bWRo8tkaPd3urCIdGKNoz3QY4HIsy6iFeOr0lTnu/uauZzzTvClCi6oSnrtx3o+yOvHf6dOtpO/u5E48b6rFkeyhn6XIuts+dKVHdkNW3a8DL/y1X2Unl5FdWMqsZ7MuS8Cy/69sfO/rt/oN7e5R+aO+/nPRU9jwwfPry56AEHCQcI+gDeNLq6uo5wz6hrACall14vPTzTW1KH57WZB/zyh+5tmGbCI/41LX9pbd225h2H4zkmlcwPcbRsp3/U4a0yfoz3vv4Muf34B7xy1ZrotgDWFyNPDSFQaKZy2w5ttJRjTRvZiQ4qkFt6eZ2QcOz5JuQaizwlSg2jSv0aofwBgtURM5wNQp6svRps3JQcQ57n3N+UdX+HECa0Y3/8puT8h1aMYmkiS6lJwRT039cX+oq6BwIdzYfvh3y+WroRsOSB86yxGgtcHq81bKTmxkqacGQdnXzSdFzka8zxz162cf3Z5mK/8+LPXzmrvLw8LbwPMg4Q9N8AYOLPZrP+l1BaWlpl/nkdFLfGJb32Vn3na/f7/R5etHWa+YWnfkHmy6qHh+F/sVve8Pbevk6rf65JrS/tVN/u64gsjLrkx6hJXGb55RZZ9uBXC0hVn0fstj78O9NRaoKCqM3d1oMkWh2BgjQRhcp5gghLOhOy1xNzgnKlNYfnnI42LWkWc0r0ea5F8GZJNPxexC42xS5A+sIGpC9uyeejz+0vIXvRrCF5YBJRXyDdOY64tLT0YPN4gKAPoBCdnZ3jtZy4pqHn9NrSJAr9/aLG0+R5r/kOl7iJqGUvrUN4hF9tKtwpFnnwaxUhntiEVQyyb3jcMNIcyLHCY+rzCWFfTxNWjiO9YjqqkKwQotziC9mDODVJhBGqLPPniH2c/AGLmD9j93fbCDX+HiSTacUvWMUItdpdQ6vVtVQ/F5vbm0V/0Xxf56bP4S+NlvW5hM+LIfadxcUQz/Au6++kfJbZ6mq/r/5udnd3bzOBzV9y+m8YBwj6L8T27duHDaWhw/rfkmjta72nyfOJ5lq8bpt9/sL9C6YbIq3yGqq53Te3V9P1vtte33F0eLwYsQKaNMoHOMtfEJEWiVA1+pvMim2voX/UsUko+YHIDyp2DIFsy7f15s9v6WmlSqgQ2Vz09p4jWR2oZu1x9e0w3jeO+vsg2Pj55GhoRfzv7A99kWlfEb1GqL+GF+PwYqtRzKIWe/2/BAMhfSCMpGO2P0S88vnJckCv89vqY/P/kglIa+vLp85LXhvn+3bLG8A7kqBxyz6kZ8iMdU10Wm3Jg3WrHzhn2ubum/3648+d99zEMfRYeVX5c4ZAXwxnYlesWDFk4sSJI2Vc2lVa19ObWKHWvYbos8RHnOMy95t1Jbz+4XsbwtM5yJCp10ljkSluZ4E9rV2UV7/vrPKUAmteeoUf9Y+kvy8wEJJkto9IVc9u6+dAjGyKR6qU2qc/skU0yj8u84PpcHLg1oYGJlG4CeoNefYUmS+HxyLr/kT5gbYqucSfC9n3FBxa7D1IkCWKcGu2wAY2sPfkrYK21oV3MrI89voDJdL3z5xRsCz0Rst56MfwHOT85PPo6Eh/B/fsyXNGXzHgM9Wft/ho8PnJ5TjruDhPrfwd4Qtq1pJuMqYUORfArQvJuS/Y30V6+9j79nbgHUXQHa931H7py1+6fuaRk/63+VINTb7Mt6RIKvfQ76dMPvrwv3cR6Wu9vfTacv0lLGFjPk9WxQh1IPqdbNcX5BhCgNnqyugNrp6I4semZLJY647FCBS3s8Wi6XC/yUdP4ceQCPBDi2mfxZIWODIhS66AJsxGFamG71B5dQXlzO1/KHdwwDnw39CAPp+BEGn4voXRpRwj5mZ4M683kCi0v21ikXOx7zGgP7elzyzxdw4d6XkzBog1BIhWlofPi0GvC02MMYCsKyuTzzTrMgGFkHvdhdeuVOsU3FJPxjIuCdwmRJSKqOVuKk+W8XkyuIL2C7xjCHr3a7sPXnjLgkfN2zn53mXL/ZdYyEU+DESkILqVq+xtiYncxpj1Y8Jb/RgJazIa6K17mCGVOueudEIBECfcXNQGBWidVEe8xQgK0Xpoym/pSX4siFpDIIrFj1UkAQ19y1+eU+ffR4Taq/626FZFvvyaDPu6DdfbCt7IBFRfiEWpb5V+KhjI5FmKXNVdRwiJVIsRa7F9im0nz0MSjm0zUMTujEDGJZWd/JsVckbk7LfF18xJE524I3LvwVCzfLfZJpPJ2zulfLJdb66aJQvcPWlZLLkgddq7MfN7G5KrMHe0luRxPHz3e8zvBB97tirqTnn9Df3RbxHeEQR91113lXZsbHj03mXPTP6v/3qalx0xbixNO8nKtJs21fO1DxqSpIXCco8MokPGHulTTUPLVN59iCBvSTklNy5VUV4xm5bOkNLbCbmYKD46859vbaW2vCzPUta8TKPLkq13S/P5vF8H4MsjubAl2S4+htZXE2T4nHi3IhFG+NeAgLMRoz8nL7gjpo4zgOgV6CuijPlUNVFpi1fsNWUCT47R322/QGenxTLQBLqGRLECPQC+Q7i9jxFk38iz7xaI7YvPHV8BId+QFEFQ+E7ECDRZH39lbCv7D+T8Yii2v0gXej2ey99iiTXrU7uZYA054z3kQMEdp62tkcbW4iY3y9dzRLfjHXHW1VX5z19QXV2na35YcubfWZ737uwoYa9zZxtYYod5zXLzYnvsc/f/XGUFv9fggeqqxA3jsKqPN2vQ8I4g6Pee9t6Pf+kP10yVH/D//J8n08ZN9j4aH0pDUzUTFutSLh2ViciQLPYRYoZ/sz/S8JYoHMEc037JWvnKDcjxcVVuy7baXxHZByHTrQ1Z/rI93VQYrQI4z+pslb+y6/MWZLPVBRMbQrBDcAEhewERK1mBQyIS4YJsqwdIrv3pDfqiFPP6ig91oI4EHaVq4hwIYhoqEMo4wHPPrPTv8tPmuYeKUt842b4Z9B2RglzLy/taX5xcNaGH5C7jcH+5i0rOKf35hMe0sMuQ3AGwN9sEDB3qeyzkLM95r7Y8NZcnx+1sSUgyQQlXnyvL2e8PSodupk3Uvs+8Tql5hb0lfsuqkTVMvoAn4tQj+XUeTM4JcPzyqpHmHNPffPlen3XewHzdbzX2e4LOZDIlt3z33/4J2llV1Tg2lkOwX6aio+nHTmFtDQhJTfymmN3f1LiRNr2cHFsIVZOrRhY/Ihc+JmSaaK85dZCQD4tNSuilndl0VMu3aMEZpI+ZLOl1B7IpuoVZZsUQ85UW06sFxSYA3yroKBWEKtlt4flJtApoEg0J6K1CMekgtt0bfe03KhNoFCPd8Dmi2aoMz5j6SdPwPZRIfU/wGvy1bu+lfFlCanv2uIudIrrOji5qlts/hfY97juVifwOeop8P7FtuG5f4WaanLEPyJUqza91XwVly3HZ6PKErR9TBB0AFwJcQPCbt9mc6fNo6H0fHVx078HDfk/Qz7yw69TvfvWTh6Gua1WVvfWPRUwg7/B2X9cWgOZUJbYbBVuPIHneF3qddKCPoIvJiDQCdBdJLND9a7KUkO5A+tqUBJN4xXzFxVKA+7rlL4Yi1c8KoLXytojDYjDxZkg5Rr4x0gyX9TdBFiPrYseQiFJHs5XuC4toVuQCmRvIKq+01uuFTFqaW9XxwbpZlgYkQhWA0Lp7bRTavc/cgZW5uZkhvZ788BzAWJ7L2BOpkK9+LuO+ECPtgayLbFM13M117LMheU+leZ867OPQEpDuSNrV3WTJN2vfa47aO7pSUTeAC1V1Vc78FrMpa99AJb3BwH5P0JmSkvMhZ0iEi84IjzyxhCWHWSfN9tux7muIIatu+7uDgin5fKOJdJMfAwiXPyK3aEiuiGhHqkANpeNaeQ18PYScrb8yw2URNWGHxwIGkoAh2hoeixFqsdv8EOFtPwrNSN3dELFo9Z2KmPugmAwg6Ovv1scSq2BlZXWKRAWpZBh8O/YkGq12LkjxH8yHwGYkk2GogRSSrAZHkA5CvJpg47DLhZz9OQzpO1RgEkc5FE2kIam68TDHLiJTaJQNOYr27X2JH/vD2BGl5r3aQbXrP1G4sqv4frU9YyhbVkNLj/4GDalKNmwzd9NeDyd7FyCP2cOrC+Q7YPLBJU/0e6KDgP2eoF+4b8GpiMjAq/xFN+/pruYm2jPKFnrBRBwA8mpttW+u3PbzdJmKOPAcksceJk9Eu/YHg+haEBIqts0WSUsulhL8VkATqX7E36xv+WXmW2t9FmISlce3BwO9dX8rSL9Pn20kOq2qqi7wR+M9rHSTVLJf1r1flW6iKLaPaNb4O3Z0yI+/OIliAkoAIujsALG20Wu9b7xYWhjVFrxWZF1/xNvXsUprSqm7pZuqRtfwsirz/uzdO4GJsxgOXntRQp670+uEOPP7Wqgx8xrVZSbTzBMn0RNLrQHg1Fkn8+OyZ9fy8vEXltPWu/bQEz1P8zqMf3vdC7zNB//5OH785dVP8LoP3Zelpbf08PiSfz2VZl2eoauvP4Ir40nxJxA0ING0/1sr0++RljnWNPXQ9FFv8M17C7DfEzQy6vjKlq1gcuT6rYfbdW1tDSYCbPaTf+KaiHlb/WMriNtOXlWPjWdNSbQ6EPSVbhpmS+lIKkQYrcZuwWLQEyICmRixkQH27VLrB4+s34yuGtsHd0cFntW8u+13xJu12Sj2uYpak8zDnHNXJG4ZjpQ7silCBvR7rqPRELFIUG/f7vRSRI7tgXbatqMlJQnECFOI980QsEZpSRIVDzvYfAdake8eDzUPj8hwMydui247cVQ3rWvuopcfnc8ke3ZJNz3edBATLQgXZApS5WPMmFRApEyySy3JHrugglbN6/IkjPGyafYCgOeTxpbQsrH2dUGyS809avbZGj4mxlvvsq9VfXYJtT6Ufj/wOoK1Tck6G8S12fmeYFJULqDgCExuv5EM2cHEfk3Q7a+3vxskp988KSxTW1fH4yf++KhZ8wodNL6KDn73Gd4NgEhTomWk64phvSJXzZOKgrAoipDoxtVJiqgG/MU2UhWizarnaQixDoRoi+2Pffua4JDl4frYOIwQQsS00oFOwMmtPiC1DGJZhgLJLNQp1/KDka4d/Jrm89vtgkw0AgWKkShIcVhZ4TKLNx6xa6LF8/B1w9cr9txum1PLcixFhBDi1QSMqHWXub2PEamgkFDDY++iTZ0T6axDXqFZs4+kWxfVG7Kt4OfA0iUb+DEZ29/EpHnv5ce1Cx7gdYe95584k7brj2N8dFpjolWQMAj49C8OJZo9ifcRIv3tdcQEDCKtPjshYQ1sC0IWgHDXnk1M/Pz6hmRBuhjjceFd5KNtIXlE4nxxONdG4hgjiqariZ6bspGGVJGPoj929t95SRByqb2j6aKRVSMLzg0YzMzR/rBfE3RJSUmp9ZsaQh47FW1pqMmQ7Zha+0aCiI//HyfQ839aQa0tXUy29ZvqaWrdVCZapFYD3rCOY5pjgbw3vQzHcdZHqprQkvGOPshRyLf4Dz8kxPQ4TuwJker1WX4du67C/U29bBXSt85pFEobfnbfRaEi7GcjjhPWQ0dV+PR0bCN6qej8XHZSztv5u0GybY2N/vyKoaujORXp6YgTRAYC0+uLgTXX7uLbxaLZAaEn5hgvPHZ/kKh7mCL3up1Zysw+jLq3bqExE+x3ublnOI3K7KK6nCUOECifRt0kymx6ykSuu3hZT90pPBaAOJc0HksvPfsIffS8qdQ61ZBh/VomYYxBqr+69WYis37WbDueuOTjHAnPMvtjvKTxZj4m9p02/sOGoO36j5jnz239jd9WA4QrxAm03PgoPXf2mUyOiKbnLjiepQaQKogzd/Z26jzkFNrUs8acC/H4iS2lTKQg8V9ebeUOAM+z11kix/GeOJbsukxCzICQMhN5MI3CsskMe7Forf0lBwQyeX7W+8fRmMnH0Gs3vMikjQt/+DsK61lPrKUn+/+033rs1wTdvu3BY7nCmCOSRqdFgxhEgoCs0di0kbZv5axBNr7zbUxFjnP4AXFnIFITC40lXZkcKB59huv6i0IHEqmG5BxeHNLbJc/1xaA6i0tNRVQiECJFFIr3yksrTjcVrZrn+M3zHlWuXvywbYiW25IJlH2dhVYq3LmEiJFhnCSLk6qNTNPrtR9WI3U7XxaPovtbF0d6okvOodqZk4dttu9LzXDbQKBlVykNMe/o8OG7qXr3eNrQ08TjQ9vt9/TVnjY6NFNliG4ck8n6offSxJMRxY4yBFnLBAsCnjTvAiZYiWqnnDnC/P+9tO57d7sodq4hzRG0yIyFgFsNiWY2WYIBwf7qkZvNsTak/hoh/HD8HO9rCR+v+0r9t5iQsf6VP3yL1rrzwPmAyIHGzEfo5mnPp3RjSB2Pm2UgzVrzPmO9aMwYsxSy5Wn+27EcY/Ou+fMBqde67wgkEImKL55xfkoq0dJJHdWkpBOsgzxC8+z+2A4Xknu+UvjpTl/TSg9Tek4J332RI0MH1ppG6v4fhcH/oGO/JuiHFm3lIkRI2mhtamCyKC8f6ScGBVOnnECPbrmPpQ+Qi3cTK4mCE0GynVbyyKez1DT680tqxMg4Rs5pAq5ILSuUMLJufZc6niZhGxmzd3tfL6di4f2JYefmNnqtbAdJJpUGiG5XsD0IaEewzRuFJjRNiAMnxuRcClBZTmUuA0yfmz622K5S5+S2xXaIXjeNsFcoPAfB7to1lPaa94gJNVNIqEupwY7bHcEa/Jrqef01vRNpcUc7jy/KTKU5vcP42nNVe5sdVw6jF75yAt107U/9vlgmVbURtf79ez5MdxqSZAJG1Eq/ITKE6MeGRAUrJ1fTmlt3+jHWgVglysUYZA/0GOJfYqJnGeOYEh0D60yUTeYf5A8/dsA24ZiaH+Ftx/WMYaIVvRkAWQP5pYkeDdyx/Hd+Yg9EypqzI1KQuJAsiFRIHxN9xzYdb8ZW/oB0IpozEzBe7y57/FCfhlQiKX9anwYR60qB9Q+cY/5/c1q+yOa8Bq2B/SaPLfhavS3YrwlagLTL+vomJjdtSxLgDRx7yDibQ9/RmarjUJAwki9OOppcEyLtKhoRxyboRDYJIYSyKyC9XWqI23WU70BUKBplV2SSX6JGJlhm1P5rTmjCixFv1AoVI8kYKgs6RjFC5a5s76EDO54DXAJNO22EuuWgq+jUCyfSE3etoxNz/0Hl9S97Av11jyUSHrcnhCoEeUPHumQ8bBgtbm/nfYRQF2fUOCBUjKu/cnFqjPWHXt+QItxftyfnDcLWEL0T54V99HqQ650LHGm6KNVKGl0FhHorE+o5ft9bHcEWG3tiLoKjTjzTPnHROySQdDT/3gK5BBp0pvtkH51CAwaSib0aP+kH1B47xuvRC12vbIynTbXfYSFyDUgnIFbRnB8j8lIGlkvEjAsBNGdZh6gaRC4a9I+PtRH6K1Na2GYHOQPzT7Yi5c38uax6MXm/IN29mfotg4l3BkGjYltNBVVV1xY1jSOKBmLFgEJYG5XcuncqIkrINbm17ywgUYEnyhTf5TmLqsDcH6CvmfjYBFL4mgNB0Sg0GKf2eYMkCmypuoqowoQYXUoG6W+cm0ql1aOpu3mdXW7Gp75vHz2xaKcf3/qhsfT1/BYmZYy/ljXjC4k2/Ec3neLIufq7c5gsgWsqJ9KCS0wEuyD9HaiZdwK9Ov/R1LK9fUwaHvfNFfwIQp1DE6n1+sV+Hch16fV3MOGz7tlhLwg4Hh6XdiTH9+MFdiz74BFVZIpFqXoMosQ/eR6usxq0JVUQLiQRTOoBWIcIXY9Bsnd+/eM8nmS2hSRyp7sgTDLbTplKLJfoaH7ikrRcwscyhCsOCZYTHjouNbGnnRUgVES5QqQYP2fIXfTpmTSJWm58yoxLbVQ+LyFZHj9LVrs2751IHSKdyDHZrmeicZFG4DIRqWTEwRnu8wiApMWqCruddfkkv89YBM25B9m3t5OKYL8naE8x2cIEAI1YofNYkW4g397JxLujw5b1LN1jSc+ZBFIZVYXQy9MfZEK6JQXLwwwt3rsfO5XGGyHmKEDMIN+95HpOO+xNb4ZINUWmFereDsvMuHSUvSX25GqWnXreCHrifhPRdNZT6bg59Iczygy5jmBylXH12cfQ9Lkv8r4g4wevLKfK99nXsOND6Rx61ezTxOSNCI3ucX9/tS25/bXsIfRRdb4g05ucHAHM+2U73RD86S0LEsIVQtVjRM+aUEGgQqhXtS93b1Oebu9ZwTKIjKEzv6ruXpiAFV5V5wXIc3mMTfpJ1LpUJA5DqNCCQeQy5om7793N24JERYMWwq2ebfeXSb/VdTv9JOBhwXsj8glPMBIVyCUgd4nmW6f+xkSdB1HGuSUA0aCZOK+zxMnR7bOJz5m3WWpfT8aY+AOEpInimrRM9Il0IpozSFukEnFyYB0uHNeMtesglYy/5Tiqvy/5exFBg3ARPbNZgDuh95Ht4jB06NC493CQsd8TNIDbjpjTIARIuqDklOq20OsqX6C+QF82p4GCTfxKjgiPk5rAKi+MjIeVJ3ar/giYo2FDsjnzZYLtqixfxWOkpm5vsZN1B9UcRuuHPu/3OaFqBmWPt4TScU+Wnq36f5ksge6GxZ5YAYlcsf7ZG4bQ5+9x5GrIGOQKnOGk0FNmNzGZenI1x0jI1W4Dcv3aQ4fQGbSOultRqdERvSN0QHtUZfzE/clX8vP3bLbnhfM1x3jPozbiRptviUZBqEKW0H0BiY5BvJAeZCyEGo4FmmCFiPvSpEUSYQ3aSSQCPV43byxH8CKRYPsSb3NrpNYz35tY2ZQGLQCx6igWJApyl0m91SaCzrjl2Fcm9mQsFwC8xlp6wEsmtOCBAj1aEMolvJ3Z/uUth1FJz4lMkAKWGhwkCQXSRW7LU/TQljGp5BLWnG9IJ5eIHKI1aJEuRINeVm6PKZozXl+kklVFCBbfJ77I35cufwAXB91rn+OOW0uSBySONwjEqPxTYe24eBfhGHp9KaIEUnujonKUiWBbovv1h5CAQ3INpQXRqHf12C9CWWaMJ9pS8x+Idfh4Swgr2pbT0c0T6aALLInln8/zstlz5tCHrriMFs6/jZYsXmzIdxJd+qN5vI0s+/55l9OYa46hda+8Qv9w2RV04rgTaNIVVvr53dO/NeQ4lckXmD7XHD+DH9Y+uvEDE+jzBDK05Es0od/3QJPrU0vG0tJsjydTAOSK5YyeFhNN76Mn5ibrse30RS/6SB2vrce4gAjZM0xk3o2PUkX0OkINJ/iAGKECMY0aEAKFTIKoW8YAImmtST94/R28HHo0fyuvtWQmGi2IpB4AACAASURBVLUezzFR/VVF3keQ7+pHdnqXGKJWjF8qoklj/NKzjjgdEb/UbMchyWIMYveETIl7Qz9quWSp276oXPLrg+jkbuusAEC6Qqr4Tvz42Md9JLv0ljMoa9aHySV8PPZID8wW8Vx9Ethoa1+oT4tH2kfl8ybxJOXOST1UPUDq2F8SVAT7PUG/EWiJw7/RQU1k7pzANWjL+8rMZSDC1RlYwzMjveUPvmsQb7aqig46p4oWP/gYKrTQnPfN5PUg1uVbn6YZ40/mKBbkevtVC3jZp076e5r0j5Y4P3f+Z+jUOkMUPzjDvgh+yYZnrv/2l5losQ9w0Bo7IYXjgIyH7bZf7omHJTetbR8ZRm2v2Gh63+7u1N/S1thKpUeOZuKETMDkbIjzqSUTqTXrIldDjhgzWbtIFhHrex6dmMgZ5Mj0/kZFpk10xm3JazG5LoJM4uqDmO0gW3hydRozXl8D0Xp3MwWySZmXTezFAxo0sZ3tu73ciNwQrN0fGjTIEeTZOnQrzdo9lTXqWdCQHQPKWEfOQuIa2J922/c8nPRDw4hXTfQ9KzOO9Wm9r2jUIpnENGoc+yjRnwNCLYhaQ02abDSs9ejEM30KPwqhiy8aka8knTCKjFkumfobO3ZyCc0jT9IYbzvS/E0vKA36OnuI8G4I0Bl98EQLOWP52rMrUkQqmjMiY2QQijwCjzReAxr0puVreNJREEoncnytTwPlFfih13B0jLvsEWNw6/czXpfK3IU1t601VoRsYIVuBgH7PUFbm1x12j7XByQJg99s1ebeH89ZkPc1W3YOZQ2JhmeffALb+UCkTKyb/0wXzbTEuvY7K+gnz/yYptB0uvLuJDZafP8yfgSJgjjPOeF/eXLGmOUG87sXcsZxKBOfEFzniJb3WZykoSNaBvm2j2/h5wAIe9/r3Z7MEXED8+t/SnSZPd7Y9jM9cZ6BtgB9kauOXM122CalRQOaXJ0uLSQuZAqyx/ESTXqLJWo3IXjjB6BJ20M8+uGpfDvK0oq5AICcfWTvzgdjTD5Bg4bXGHa2cc+cS3TMD/ypQJN+0DzCOgfHBqaUhEA5GjbrbwjIWCJqmfRrWbDO3N0MZevc0g77voNgIVtg3PhbS+7iHpH1WqMGcMxQQtGadLFJP0A7J2RSTzRoTjwxJAxSBWlCo0bkO0Um/b7+lCdnjCFrQO6IjQUY03j3qMZCzgCie61BS+SKx2XT7DaSwYfoOEWyZEkWEohsr4nU+6BVwgm21Rp0gV3vxLQneu5zx/O2sOeJBv2bBcvp338x0mcJQ3/e+dr9vB0CurSdtWiFyP6dB4OE/Z6g30izx4Hsz2nETg/ODbFSh9jOdDKE9kcySW5OjsEEewF5WcKjq4OOfd3pjo5gEUmDiNfSCso35FlxEWIlzHuZ8e9eu4PqL7A/9tU9a/k4yy9IMqawzU8W/5jomWQRLhi0tYPKhpbaaDmXEDP/LWY5NGiB/4a5yJkRTviRjWJBrhy5mu1kDIA4sf+jHxrLZCrkajXocjrnpyO8TBKSK7a/kSbQdCeDcBSvzgnkjfVWFtnJj4jsNUQ2ETWRI9tj7vBJISJViMTB4+vX+Um/gWrUMYiEIokmxTRpsdLFNOkfDbOfx2ITmZeMejg1CUjBpKAmb5EeimEJa9DJepnkEw0awP7wRVfXfsvLJRgXs/TZaP6S5Jguun+F63C0pDzQgK7DoYsdic8Z4LRvl2giY+jR4leWlHG25J1rPxNt3+P3ItCgRTopBtztwGIn7ed+eMctdOMttkNLuriYRd61zNpfsN8TtMCnJ78BFOtIAoirom7cSPPTG0vrNmxK+YPldgjkysRq8GzDClo1P4mamCSDqPUny35OUy5Y4ifrsI0mTgCRdtnwLn9S+3ZV0PrhbnLPkG3Z6FI6evfxLJ0gOkbtST3hZzXod/mx6NTfv20+j0WTZg1apJQLDuLIdeXPag3R7fNka90VJXTiNTYCTpHrIntKGAOsETvo2gmAv8V1MokmV0zw4TVlPXoYQZNmh4YbwwFy4pK9PgqH1MGTklqTVrJJGJ16G1sRxDRqrUkDehJPiFbGeC1IKMC6S8x76jRqSCbXICo3FwPWm2kiPfGZbUTfJa9fi0SCR1mmERIs2+aa6xMnhSJnnfkHrXrtpo9bvRpwk4CA1NvQNj7IJS+p19XuEQASCSSUUJPm98ZF9pvXjKLOQ04u0KBBpLDagXSFOMXpge8Xvi8SSfPEHeDGWLc0qIguETKIG+vEvgepRGvQYt8D8PpYJunkLJX0/C9zVfhPrlKJPInJxyYF1ST5LUSY5v3XxDuGoAcCEOqW6pEFSSq2W0mWOl0lOekyDHlj00sb+bme6EMkjfTxRxvvTx1/+UtPs0TBYC7v8OQrUewUmsSR9Qk0g5bvfppmTHhXilhHd9bQ9z/+NZ7M++6Xv83a9admfpzOu+kCP7kHMv76k9/0UTj2m1B+BM254gw/1tIJjkOJVZej+CVmgZAzA9Gys6qBcIVsJXK1TguKRq74kZyxsMlpxzX0nkcNucJWHGrSnZY8QbKaXKEhcyStNGghfxmDpLubg0lbRPsV5DVr9k232khKolcQHibwfHRLacKFg2LWgiZelvikre1OJvRmOR1ZJggnLkhrzvJ6gol8PLv/YrOvvPVCwMu+t8OP5XxiGrRErZ5gg3GBkyIYg3DDFG4+PzfxB1KdJccxOO/aC1IWPqnbkUTvc0303ujHx136tLlYfDBVp2Pzv9jX0CQrGXwhyRaDeKRjxY9A+CByrBO7HhCz67GT5NnEe419Y3U5ABRXA776hdP4EckqiK7bVi5xWbZJ1GxbyCX7nnVe7ZtzE7wFeMcQdN8NLi1wZcSVD9qxtE2S97lEdf7OFgnGtfti+JFV9KHyS2n75Aba/mAbSw+YAAT5rRpdz8SKCcBPv/tinpxD1IrI+LpLLudxTIP+7peJ6m//s5/MYyIdan/eQsYiS8hYoMuf4mIgk4bYDhE0liHax7lBOsHYSylA1xc4KoXGyzKCRK6eXO2PmCPXhZBBdnr9+YzfKP0ZboqeInmv4p82xOrJFMd1mjNelycBzXqMAUTO2BaRO2QPvhBUiAadRPvYZtetkFH28SShzuqja+1F0o+dwwKA5vggWUIGYc77JaV80scpTRrrQc5ak37y746gIffYMaJkkTS0rQ9gqx810a/bE5+01qgBidyHB2+bECogUSwQSzQR18fs2kZPmtCoRR4BMNYaNIojxSx8rF/Xfyt1LhLNY9/FKy8vqNPx0Jbv0KmHkM8g1CSrM/qEZDmBZNpk3haRLfuZn03cGz4jUD4vJZVo37PWoHH8i09MoniJqKUWtK6u9+lP3kYtgfdWJgnlN8WT/dmk6Yfo0CqSfoH+SnjHEHRl5KoYQ1PjJtqmPI9MyOYNzzuCxvOWjrSVRqJnrUVzxOqcFQvpNlp9v41MEZVOMvExuzaIPBlj3WJa5o8ZEqwQaQgQKS4suBkEwbLNbvfxnlyZfHdV0GPPLKFnr1rh91u44W7afNVGKmnppRUZK07zpKBCSkqhL6jI1dndxJMMTTok12a3zJEpk2tDMsEHSBQMMkWW3xkLyZIrTwAOceRqI3eMEZkjspYxwBcHspo0orJT8/vS0bWCdgqIQ4KCLD8ZgwzFZeGlD+ebLqZZQ8ZApKwTVQ69Z2NKOhHy1pKJHKOYjS+UTP7pXc8aUm5JZfaJpIAo9le3Uipq1YkmPKabo+8P5A92XgTLdOKJTAJa6eJb3laXWPica8RdFNap6B7wiSiKVGN6NIDtpBg/EJvokzocQvhYh0p44okOa21IXQ5Aovitd1EUnS2dBf0tUcvk1Eg8PKI6XmoUgd2IMefGX+BtwDuGoPNvQrcXaUOea6AXGw3J9Zsgom1sMVTd2U7rPvKKjVy7OujmHfcYpkzWI/oGwQMg3325QrfFwvrbaeEFt/t9VneuNBeEysThYYhlNa1keQWTf4AQb29NCZfiwHJ4pQWQQWbPmcnRu3WdUCG5piLZMpYvEnIdwV5lO57gyDUhW9zSVi5a5b3U+CH1Ra64rYWcYmWPiYndz1wculsTTVq81LggWB18p9ek5ZwkUUU0aElUQQSrEXNVaFIV6GV6EtBP8rngQDRoIVw9xjZaMtHjOSZKx4VB9Of3vHuCCSdf8Zl94SRgqA3rKFYST5ZuIiZdVK57SU36gbxlTMoDHcolQJhmLpG7hrbwIWp/4c4xfZKsFDSK1eVALWjRp2WiD9DJJl46KQJ4orU+rR0dEj3rqH7njh6uBY1Kl8giRBU7ck49IW/kI9RV2M9aTxAieu58E3XE30q8Ywi6mCwR2ZL/z501yF4BQdK9LorGWkTjthdboWYmMseWpg2GSDeyRAFZgnIdPAFYdlkSpUKTZl06uaP2kbW06oY0sn6xmoioqKRdW81VGW22Ms5tMT6YABxvZQ4skwnA88dc7CP6z10wl6UQJKqIBo3tQMYCHEfGrEVfbMkVbgtEoohcMf5a1k0SYoLO6dBA6KZg3VmRKzIHGewIGUHDP7rHkGhCrvZ41lsNqcNmAbqsQEz43T+VzugRu19TolHLpGAzFZC9ToSRsp5AqpQn2QgWOu85u09KJaJoDRrrr+mdwQQqXmZZP8tcP1uHb7WFlAz5ap80tn9y2XJq/8NWdmNA49aaNSQTxPDso+61dTy0hAL84cnNVJczUa0j3EVClMpJAWJESdFFdLc/ttagsd5qyy5JJSDYWB0PXaBfF+Pn74iz7IWWPpFPWj5zNR1myO3sQ7qphiPZUnrMkaxMArZeaMcgztwX07e8ojuLBxr1o216N9FjP9idROHzXLQt9j3liZY60aJPaz1apBPRo32Uf7TlAPTYWWruQi/51MtUXX0Poc9pPl+8ubGeKKyorugnY2LwsN8TtPig3yjgg251k4I59yhSBzzViKA7zQcwTNUKEnJGZ4WdnV20vu15nnzbV2XJdMb4d/ltMQEIt4VErZyYsvnP9KmTPq6cE3NZtxaiROS8fWsTXfmY9U5fQp/gbS69bZ4/rsggOksQ5/D+mTNSBjAhdAFIX4CIGbIIHv1EoSNXRBkcyXauo26a6iPXhFxtogqPXeTqE1XITgBCN668vyE1SUiZMv86ojN76cRFyX7Sj8jJJi4xhShJOb+/xtv74DDBhQEEj4uJTUHfzBq0kG9YeU40aCFvO07yDESTFh91qEFDowbBYv1iSib5ZD0klCFmDJ/00kwDF2YCT4hGTe457RpKN2QKJRRges56KZa6KDeEzvKLOSlkjEk//rxdmrj3NasOKFK3Q4/xmojGMRb5RBDWBhGUPDLfXEyIHtryMTqVM/jKfZcTRM6QeXVG321BRh8evbtiGnFhJNTekOJH0jZLJ5vAoieaND+fkUgnxUqY6rocuHAsdYoPSkXAxSGVLvFLz7f3egZEQFdNVT6gE3IGZzxfn89OO/av4+rY7wn6L0FhoreFZA+xzFFuSTlMz4YT44pxV7I+vH1OQ4FtDT5ljmqvOCNxUmy2BFDM7AVSzW59c+1zUNwF2rfWpvFcImxDY2npJNPNyTRll0ljz7sTd4Ug4q6IRa4+snbbiRtEJgsT73SNl0kgezABm32tTFLramvY7RHJIz2cz8cQNzTsJJK3XupZlx9Kp+SbXOQ82paovCd9brrSHCCJKnq9RNhCsKJBS0QbatReg1YSCm8XfLLFbH2iY0tEL/uJT1oI2JNqkShWsvsQVfPf4jRoaMU8SUjkE0/IPQdkHINo0EBo2WN5xJUaXap90UouacycU1AMSUhVotdQkwZAtIhyxQeNCBodVmJ2PeuJplQbLanLAXlEPNFWDimsyxGWMBWZE62u4J5CJxX8np5+comJorui22r8w2cv+o7Z97JL/+HTXy0tLV1Y9M0dBPy3JmhA69AJ7A8OMkestRIIfEK5TAhS2g3xFwBkisJG0K0xuciEaq4gP73gR7we3mm265llKy5T9r1OKpRXTLRe1pZ8uSCV9JWostx1VuaMPxAuOMJNCAJYVjpuondTSOSakKstBYr9fT2PT9j9rZd6QipF3HupVfEjdml04dZ2YlLIRl0wQOASyUM2QbSv9z/tO2t5DA06rDwnSSdASKixynMA9gkrzAmOzIyN2vZCyQTQY5FMtAZ90fXkbXwXP/NFzgTUk34hocaiWCZzUqRaa6NprnTnJgElozCWeLI0mogSt+yFpU3l9aFxox+hRK8g2cebJqsMvudTmjPGSV2OnlTT16V0Bke/oUc6BCb6NPC90SVNw7ocYtdjpwiOeXTSNQWk/NU146i+bK75gG/m0qPU2MYlHHpcH0eJoDVQUOnGW26BSH3XhLK5O6vPNmFCb/e/TztmxLM0yPhvT9AaJSJ1ZLNOgx44IBlgIlAnqjzxpwdp+3x3+wvt2Xz35y76ovniJ/st/u1jiS4NmO/Kx355PZUtShJVMAEok38ApBMh1xW03CWqvIsjeLH4hdIJILIIpA04OmQMLL/YZg3Cqrb0Fuu4ENkAmP6J5BQ5ySBdPjnlncYPI5zMwY/M6taBjt2zjiNprXFL4orU/8DFgh0gztrH7+1dTXRGReI2gYOEE1UcdEEkkK88l3VakxYiDscgVJngA8JxzCeN1PJZx9yR0qRnXd/ux6JBC0RCEU264aT7KHNuetJPCFFHsQxdfS6Y9AsLId0aTAAKRIOWMqak5BJt4fO1OSLRvNWgv09/v6aVnrpNNOihdNtdpxA1rfWff6z4fgwgWdagTQStE1G0HBIW4Af6Kmka2vcAIXLdwAOY+t4HafO96XOC9xkokupN5dUV9NPf/Y7ynXeOoNvoo9lc9pJHFt13Sq4mtyy6w1uEvwmCFsGf33xD0vBUs7xhUFpuG5+mC/cTN59deP7d7JbgKLYrtK0ZKqrKW1/zhB025Zq62SInKeCcqHKULZYEGx7b4HDHNmemPwYnqpz0aS+dIFFFTwhm52dT8oq2+AFS40O0a4yRVj5ha1B432nQgI1c8eUdnSJbIdBzfvoqcXlQV0zJR8Juwg+69VPXOG25ucX6pplgW5yVb2xCyFqTBpwmzXKIjMntqzRqL5tA3nAp6T4Fnchb2ICwvZRUmgu7n8S6oSATUPumsY0U3QeOC2p3fOPfHqeWQJNeGkwCis0u1KSvInuHMz0gWX4eFEaKJaBojzQgUW3YMDasJa0157BBLC4AEp2HYw3u4XdvAz3TNINmuoL7ImUIyYqbQnukhWQ16dJ1ToPe8nQBqfomsJTutqLbaEXtejcUts1C1P7czT/iCUE+3pF/x4/4OxBNw5Lb9noL30GPqe0peL/5tQxfNDc2UWVlHdddE5eHicrLfrPgZ1/56DWfHVQP3juCoN9ICcBsH3Y8iaBFgwZE4ohp0DPIZgHCKrd+9POGOC/w5nbou8gSvPR36ZKf151nE1UA6NSSqALMnj+HjyWJK9DCFpsbM53xp2UJDdG2F38xHdqKv1omCTFGlL15/KupYkqsQRvCHP7R0QlxIgll4VRLri5RJYlSd0YjV9at78fdXhIpe2SsBi2yCfupaapPRLGJKi1eJmFN+v5kAtBmLNpDScq5+KQxfvwfJ9FphkL2fnmzea2pha9PrvYCkSdg74OG5OC6o3DE7QojkfJJh75oKdYv4LGyUBZo0spHHUJH8CWjbGEXrUHL81CDTieioPjJ3HRiiiHgzKikYWyslrSMteYsY4BdHWY7kUs4k9Asl1Zc9kLycVq853zK94zwE31S/EhP9MX0Z4EmWSHzRHN+wU/syVjsenSure0Rs+s9cONT5ji2il9YfgBAy7QhQ1o5pfvGO+403486jqY3vbyRGhtbTaDWSSMrK4umdsOkgA5JJ580nS6c9D0+v+fvWyCr39fZ2Tkul8sNWjGldwRBv1WQCLo/4MMME1XWu4pyQqaYfMM2IYScY+AoN58Q6VrXq05r3NCRd+3Oe+mEK9XtqqB/vuMWGv5k1uvMiKLxT6QRRO9whPC5uWV6PUPcFOKu0MhZwtOatJAtNGbJ8BN3BVemu19r0KjnYaNmKeiPSBwRr4x5UnChjZjwY9IEDPjIPpOOqiSShwcWEfVst1j8yDqNesg9SdEjVJ4TjVpn/mGCMKzlESLml45p0nqc8kVT4nuWDESRSO78+sMpQo5N6sWiWEA3kOXEE6KUBr1WadBIREmNdW3oIBEFTg9Bsr+FuEl6Gptpg0s8sRl9YfGjcKIvyegb/wObEZiQbrKfrQ1tX6u/lHFt14OXmruDN9m2Wala0Oc6aWR8su/mDZvo5Zde5Do8uIMWmRPBmTSVhV8awFgCQ2yLCcVtr3+SDl5rvxfcBgvooPMpR/9R9IT/Quz3BM31m91//QFvcOvYI3xpQbmeSm49R9Cqaaz2QocSR6yzgkSxbGN7vZs2V200zxPS1unVIjkUJKpku1nGwLZCnjbCTQBNevWD5CvVQVZZvXsllbUlZDszN4sqTsv5/cNElVA6+dwF5CvXnTI7NuHX6CNdEOeJ14z2ZAs3xcqza2n6XHvriR/Ug3Sotdr1B+eThu7I9r6enXyRWNtkXR1s9+sZy8Wa9D4gfyZvJ5tAJsGkpCBMQtHAcvikaXeVj2hDDRrrtU9aF+cPJ/1CyYRcvek5vRMLUsvteLHvZwhf9avzbVYjAIkEMaTIEaJBS9Qq1eegKR8VVJ8TN0eMcEMNOiRZgUgnokmvc2VNBSKPQHOGtU6ie4xrzB3faEfA06ZmCjL6dPEj9CeUMSb6Qs2ZrXKEyLjca9BCuhKRi31PPM1S0lTX6QidI2LPQzcX8423rx8piASIzCnQ9eR3dzVzVL3bbXLElKlsdRVAImGSLiH86P52CRpg//IAElW4vqshZm5v02r1o+jx3O9asgkFTNKjbMpn+9Cg3rKJYn/85B2U3ZGlJfWLeXLPV6q7LHFbhDp1mKgi7orsHJeEQssLKtWhxgc0Z3wBkJmIZXPOOd13VAH5gpxFOsFxtJSCbVCrOlUsycFOEh5ia0Ir2NoZiWyh9V6QK5Np6KV2ZBvzUnP7K5cF6CvVtSaTgjwp2aMmAbVODfS0pHVrX9/DLro0k/xtIFxdeQ7yBYr1x7qhSLcT7aPWPmkZC5mHEBuf9lGLrS+mSSOJBf5h3UCWLlJ1lrUGHZAutGVdfS4E+6KDDijcnWXTUwUadJiYAmD9xMDCJxcBaM7PqddiDdo8gvhaHzrDrOtJZfQBYcW5VJ0OFekKmUpDWIGMNelqHVo80SKVIAKXtlm6hCnWHbngeMpOS9q/CaSKJTu4AoLWEMlD5ND61StSQRt45k+r/kTHnzvv/GkDawzzpvCOIGgQLQgaV7WhFaP63LapsTHVfywECvbn+2o71rGHcpUVrOmi+4mG6LwgVEwATslMooPmVPEEIEqR2oy/C1IZf6HbAseQxBTY7T52x9OpRBWpXAdy5dM0QQwmHueO/ACP0WkljLhjyLe1+UQVe6H5Ai9Hxh/Xd3YTfnBTWG3YklRS9nOnn/DTZUaRBcjFk4Q8Ee26tHG/jSF6Jnc36SeROS9zZIua0ja7sFA2AcTeJ5F80mQ2KaQgBCxF9QFk9oVdvTWkY7dAa9SiSYtGzYTq6kkDElmLa0QXSwIKJBOVTBdLM5f06dBZQUHiydog8UQnohR0QDkTjV4p2iA2Ngmoa0ejGFIxeQTEvXbExyjTZKJIN9EXFj/SXbiFZEOwjuw6qAjJAlqD3nD2I+yR1pqz2PXQBPa3ro0WpBNpmxWrrgfsG/IqN0ZG8GX7fybNm5GoJiQtiSqpz4c6fPTdtKXBBHbphLkOs+75+xbkjp34qZllZWWD4uZ4RxD0G0M8apYJQluCNL6NNGYFptZNpetmXu79yiDf06fO9h1VQN7YRhJVVn25nlPQfOuqAOK22LUh+RGzXn1H4bab96AEanIc+KMRSR/7nam0cLTtqCKJKgBH8YulTvQMK6VUdac6qoCgPQmLDdCTa1mS+Rdm/bl6HZZckzFUb61BAzLBJ/U7ZBLQa9IcVVvCxo/tD+brJ4kzSZPZdD0NjbCtkmjQUhgJY3RD0YQrGrV0QwH02Gf5OU06tOqFQGQt2w3EJy2ZjmLrw7ht5QuOgEfQYePnMvkV06SLadQC3QGFG8a6RrCzHOFKXWjdMFbcI2HtaEFMHuF2Wi7r00e1zyYatHTaDutyhLWhARBvqi7HLYmDAskmN5toe6br5xCmiIe+Z23PI0o7R5Ye/Q2fqYbfdvuO4mYD8UprQBqVAmqIvKurqpnI5c68ZlQ1Sx2XZTJIMf7bJGikZdubjTzt6aw2EXR/exTqkpgcLFFyR3n5wCovyYQfiHXfg0mPP5B0kqFnISU/+wK2WT9qXVIW1AEXAJ26DelkuYm+IXUw2ZrjQtaQ0qSyjU5UAbQDxEsp7riLHw0q07Umkaol2zK/Hll9NlGFXOR6KA1fssc6MAy5Pv6PI1lX5GJJNNonG3CxJHOcVLcUh1xNYYF/lklI7H21XjYBUinnZCN7jMUnHbabipX21BGtJlvdHQXErjVp3pcKbXtSuwOa8qELGgpSywEtmWiJJCR6IcnzXITMPmX3nCUJci2vMHZRLWvFkahW9u9Lk5ZlOoUc0fDHjn3KkrUZa5+0pJQzVK1o6Oe6QayQIvcnPLvCa8QcvS5IxgCkEUTFwJshXZ7wm3ey90RLpB72H0xtPyV5fd2MI4S0uwoB3rBRt5VD4fwYW1vrS0bgHwouPb86P2faMZXzowf5C7HfEzTQ0dHJRbWrq8xjV//kypOFSi8ScpaPaKDdWSTjDwDhgVQl3RqkCa/0wd+p4qiW5Y9O62PWkEQV77bYbVOw5ZiARMCyHhr2CVUn+36E2A7eaNSm5mNGElW0Bg3vNC4GOlFl8YNNdOqFI9iqhuI0kqgiZT8hawAonoQfHKdYqyw+60m2z+GmxCq6dQAAIABJREFUkB+Z7pYixYx8ZTrX8PWpJXPotO+8kqpMxxN+PjGlyU9ApooliVdadV0RDLRjN6JqrVEL4Rb4ondPTY1DMHlX2onim3oe9ZN+xVLLQxufpJqjoeyoMykV1QIojKTrQgPhxF/Y9kpnHBaTS9ZGLHwYf+Q9p5mtTvO1onHTpC15um5HKJeAnPH5i0aMMSLm2ESfL8i/pZSyTWtTE326l6En5VCTdpA2Wlp/BsRJoutwILMRF4nPjjbfrPE/pH2VrzLR4ZcMy1zYhzQW1MXQ2NhoOCjLd+EgaUip4Jra0geOIbpwQMd4o3hHEDSAK+DujpEUuRMpgJ6NBSSCltocA5lwBPmiVyCyAjFBiNoWmAAU/RekuZ6ep/X1biJiaCRqRVF/l6gCiNtCt6bCNldMvTKVqAI3hq5MBycIF0tyFwutQfdXDlUDkTPINYlUraXOp1hnbBIK/ZR8T0KQop7wA3FyeyznpQ6JUyYFGc7OJwWWGKka0xNTBfzjkX2NKoOaOEnE0sYkmEn0aGlHJXjyA+a9/21yekKgQrAgay2RLHXjAp+0SCYuWvaTfkQFGrVfFtQwDzuHSxduSbOWDihhx5OBdECBBg25RGo892XhA7RdTxDW6ZAJRTyiqNKa9aW0x0Smy9ysmESqGKfqcigNWgobaQ80IAWNgLBsqU4ZF7teX220RHPW1fTgIsH5DB26nXYkzcU9bHkHG7JVOddAzLmlgSi6rm6qz4UAz+Dfw/c2tH10cp+7vmns1wR99vvH0U33VlNbq/UmIvKVnPm+oCNoSd30Mkd+YEkv0rYK4HRrKk1lAIreqzuqYFk6an0sFdnGCvZTT2XUbdEXtJSi22IJpIASIukEXyhIsU6sa1LSqz6dlMLn57L+lCadKp6UqudBqlgSxSf8DFlL2VMmfqdj+4L+LrKXMqjaJy0TPxKNCimDDGXcYshZE+67TSR/u/NJS3cU7ZsGQokkrN3h+x0WaRohEoYujpTOdEy7SJb/8VmVeEJ0p3NdhE6KMPEklogi/QtBWyDV1a4jSjjpF9aO1u6RMG08rNOBiwci9erq86PJJmFtaMDW6TjIky7kipTm7CJlXRtaSBeQCFlDz0HoFHGJ2sU5wn7suybRtkm/pt07DzIR82Z/9yzRc93OLD1X5kT1rI36BpIQt2IlLv74HdvfFuTS82bO2Njvjm8S+zVBAyiyvWZ9jrZvXWEi3zxlOwdWejSsBw0wSeOjcjwZrQndYS63lRU0bHcNnf/zD/pKdSBAdlK4KJbJd07Wd1SJIZUk4iBOEL0PyB3ujEWftMkCeC20tIKkwRY/6qa5i55P1/iAJq1IWXRqLaWk3B4V30unWBckplBArvarkZDrXq9B77tvJJWdu4P3kSxA/LAkSxEaNOoFn0av+ONgvZZJvCbdY1POAatJl/Ex4PCAzIIxXuOpJcSEjgsLyBL1mpfuHl+0WBLGeBSvtHRHAbAMmrKUJNWatI5yJUoHwYaEK+uLSSbig9YtuWIII1kZi6zAXmWnUS9xRZZ0dp/0L1ykEk0YmnAdKYedv8OyploeAURSgT7de+YVtNZ8P8VNAbKEPCFuCi4+oEj3gRvtc3FXQIPeetcprDkDsSawIN2Fd1mphO1zd51cUIfDu0OWWrlDR+24WEinF9GgEUHvURG0FEarGd5NpXuti0MX6ZfJwmJkXXd4kpyGGh8IBt917rz+bVVvEvs9QUOER4/B+vrV1InqoOVJGxt5g0JoiUMXP0H03ZeLg+FcHDg2oFtX9ZUlCEAK0VmBQpISOfOEX09FWqfOdPusQI2Fm26nstdc95QI0cMXLRDvtK4hrTVo21GliUrHzVEp1mUFKdZak9aV6DCzfsrstZ5cMUHI2YW/sY6P1ofGcjQjkTWItrp+gpdJ4pXpXnG9EdclsklzUiwJKeKyf3dDPUfrWkrZtWsoVWcKu6GEWX4AyBoEa4vr28g4rCctZFz9lYs94QKWcBPpApmAhx7Tt0/6JqWJa1uf1qCXuhZTQrgFUa0h3LWjHvAkG2rUmlw12eri/NIwViYBeb2rDf2RIpY9yBm6rKlo3PBB737wLCKnUsgchHwfhGQBfNac4UdJ70LRoKUYEqBTxEG0YUU78TxjvW6jpetwhM4RXU3vEx+2VSIR5Ypd7qCRI+mTW4+x35NyO2eiHRwgZhmHeRRHHHkMPwrvgGfQhLZi7J57aJC6gO/XBP3QvQ3cxHHb61X0wfPPYWIGUaN4CWwz1eOQVDI1IOm8lzjCN5jN5310URByxgcKq9vCIN0aZUEhffh0azUByLJDpjC9Gvvtam7jJrR4bicAZyTdUmi515xFJsEY3mpMSCE5BhCylWa00h8R46+dly8o4K/BEoqt7Z7UVFaRqwYiZZCvVKIDuWJSUcgVJIzGrbrxLPuZQc5SLOn+qYl32vVBPCPT5F5T+aRRz8OlnPP+gbUPYAnElUFlTfou8pY1/gxU+6kwq08mCYXE5/2ynV5AcaRr6300HKsnfVNEo/aa9DF3FGjS4hjRqeVhRC+Zj3CLwMkfFkfS0N1PQk16ltOkpU4HSpeigFJYSzpsGCvFkHSHlhChZS9sGPvzhs9TXaT4kW4QKyTbV21oQE/2hU1gxRONSHzhufY3rNtoiVTC0bhzeui2WYLDJtfQpvodtLu3k3MbZm4/mGa128/1j8NeJtpD0aqWOnqGvQ7bHHZYHR17TJJxKYHjiDHvezxXlRu0jiv7NUFDg55/ZzLGG4KrF3QgXBFbG3ZQfX4Fp3djHVBeXuUj6GjpQOhNapawonIUE321iaw3NjTxBwlwogqsbKhm54gVk4LQpSVRRU8Aiu5783k/8JE2ElU+NfPjiki/wsvDbimiUeNRZAnsMwbe6R3ZlHaNiF5fACTCD/VtnMuJ3zmhIFEFZCuRK7ICpX6GVKYDOZ6RqkxHNusQ5JmaFHzdyiS837okUSU31ckmo1P1PGyxpIkq6URqdaS7pWhNGtBNZfGjrLxrHRUDyLU1kCkA0aRhkZvoCFl36AaB6sJIQqi6Q3do2ws1aV1XOpZa7iUSE3jeTL/k9GpxSoQdUWRyLnRSzJl+C71Qb90MTKbjiZ0bS22xtqhcItE5JBKQORCvDX2J36+gVrSL7FEYSf/NoR6NFGvRoKUuh1SVQ7QrckhYl0NSxkU6gZTB0fHlye9XJv4ArTmzDm7Cel0LWiYxP/3PN9HmmTcndzGV9oJ+0/gXqWyP4YE9nalsQm6J5zgDzyGHckKLIelRlTlfQkLWozpeRVXFf9IgYr8m6N4SGh+SLKLjE6afwKmX0KS3bzWRcn6jT/EeP24cFzyJGc+LAVvW1tXxREJbm42wdaKKuC10bYuwUp2QrZAzCDkkUomasS7s+h2DVKoD2U744hHeZodoHUkoJ1zlJjEhnZiLyAolnXg7n4ucoUFzR5WFNSl3RYhUyndOV6IbzTUzpH4HandIayqMLdHb3aS+h67nwZXoXMH9gUAieQG3L3IJDTIpCMRKe0o3FJ2IwpOA8+t9+rIm3LBDtyAkWIEmXOlxqDXoghZc1yZkx+M//jL6N/MkYECy2lmxeOXl7IPmv9t34XY9CQMJJCx+tC7UqCktjyAClwtDTIMG1i9MMvqObbKdt4V0c4du9z5nfFb5q9OZhLY2xhm+AD/I9FjUJtSd2lWKOJPtuScn3VqW2n6Ekr0o/QiBlCe6x3aExTHuWnstB2vHGZrD9wPzDn8atpfIxbuanLlmtPntC0lbr3OSGt4IXmhr9VKJ81XvbG9vv2fEiBEF7+1bhbeFoPfs2TNxb/veCbu2PTBdlv1+UQNd8sUrHisry/0p3L65uXn4vu2P/eqb//bE+1qa7a8+JF2kXaLpY1muhCUEABOCrWZZrYmo30iJUjk+Xz2V00ZrzlPyU1LtrGK6sIYQMFLAZ945kTOOuIaHAbfHcgCR6lZVPiklmADUmjSA9G+dmYoIX/dHFOkEUogt8m81aB/Jwk2hU6xTxZNqfQH/FLk6DRq3k5xdqCYtRZNGJB0r6A97ny7gj8p2Mgaxe3eJi+RxLlxBz42nw/Cg0sklSo6V9kQ3FCDaoZvSBBvzSYNgdaKKlkRCwg0RSiZ6LLU66Ewhv74TT1JRbsQnLbWhsZwte5uSsZDsra4YUqxWdEqDNheH6tlrUxa9pYE8cp/6u0Rbls9Wqsp98MLjUuuSTtul3MuQ63I40r3Z1cqQfoTanif9CWWd+KDDWtAAnlt7XuKJxnfwmpt/RLu6m+hDB+WZWPd17vXlhSUBZVjOVa3DHwlGNnfY3liQtxH2SHOXLcSMO2xIoJU1I+nD8z7xu9yIXDyn/S3CoBK0uVrOuvr6L91krmJQ15ldcJuAmhp7WvEHl9CHP/OJCblcbove776bb//N8g3rzsLVD8VKNm14mbo6mvlqJrcceKwaPY6zgHaZ9xUkDT/jQDzOISpy1Uz+yBTSkEQVyQAEyZ532AVMsCBNXamOdWpHthIpYwyinLsouX1GpBvW0gAxQzbhNO1I8SRcDOCV1sWTJO2cYXvQpqL5E56fkXT15iL/cbJNUqyLF0/y5Eo7/Zjh6nlgkpC7fgOGUMWB4et53D+1oKPKGbqzm3aXOHALLpyDk12826QzXVtZbrkxRvF96dAthAsrHbYXguWId369J1906NY+6WUb0ncVQrBi4wsJWGx9vnYHUZ82PmjQR7l9lwZOi1ibqVidjtgYhZKI3pua9AMmFrHsxaATYWK1ovP7vtNHAX7LUzLxp90V/r1VxY+0PKLrcvTniU63zSpPtc0qhk7q9bU4wB1VI9Np34iacffd6u6eeQ0yBd3N+0Hjq6iq2tb3AU/IJGHpsNJv0yBjUAn6Nwt+9n+ffnLJlLYi1YnQQuZDc+eeSjm6XS8vcX018CbA1vL8n5KZ8HaXstlu+KB98wY6ZMJ4fgNBzG2w4WXt7UpnU2EEjTcXH4ZO9cYHhwsAo7LcnEoJDS3J2Y4qJmrVtTJ+svjHNP/dP/U+ZNTIQJ3osMi+6MFSAlQm/NAOCwWWrrzNMqpMCkriCoBehCKdyAQgIMWTPkRWpw6b08ZqU8fgydZp0NB9Lfnajt1S9pPlD5nwi5X9lEp0nfU+chYkk4Bku6FUq8nIjNakx6asevEC/skYmO7yd4Rwrbd5oyXcyN8bWufg4oDMoTt0pwjV1WIPCRaa9O3tVg6JTQLq2h3YRtfpwNhH8LvN94buLZj0i1WfO4ybwKYTT8Iot1jdDq4V7Sx6sVrRVh5xk5SRaD0FVQFPIJFtMU80Il3pciLJJpLhJ8kmsQL84onmv2eqncCLeaJFDpGU8FVUmDjTNB7F+vNsnQVf5CI3vWy7M5FyKvOYKT1HtVXjqPbd47jZ7FnvH0eNPSz14KXoXVNK7i4pKS/eneAtwqAR9N69uxE1T0EdVcgHXZ3q6kRW98Wyj13xyfnvnznjYxd//spPl5eXr3er2c+CCFomBp/446M0zHxO7eo1cPuBFHB7+9JJw0eBeLP8ZkubqxgQlffXk3BEroLmnGatbBLxzj5H1Vv+7WM81unVOlEF5Hreu8/ybgt8/Cc8OYOoUOqMIvRWi24tNj50Djl4g50QtdJIUOT/9W7feJZR8TTLGJ5soUE3LHaJKTv9Zl5/1u2npMxnRdDBW41Zo3bRLirVcZKJkknCGtOP/+Nh3mqH8aSxh/rXAmKF27W1Syb5kHjCn4cq9Rn6pIGwO4quJx2rKw29Ela8AoKlwp6GErFLBC/aNi4aYtuTiB0TViUmUhaC7S+qXaIST7DtIlXYCJN+L7nIe5Gy5YWTfGK1S/minYNE2/NkLBcPHFPLI1qDzk3rps5DEktb7uzt5rc9Kem07TRi+RxBmPz5XZ74olG2FAhTxDFGogt6HuooXbaVbQSpWtCuoYBMGHa679CwMqR5qyg7AwbqYDdYSfDxWyuuNSXc8O3vXZSrKaWOjn2PHWVYZdiwYZFWQoOHQSPo0tIcKjxxFIx/4l0GPwX+5UpzW/me/2fIkEvN8//jlh0k+womHFlHbW2N1P16Bzsv+JZlSC9rQiBovNHZrP2yFIugBX21xQJgyznz2Nk06Yokw2/73U0FiSqCWKJKsUlAkOmlNC+1DKQrWjGACFx0apkA/OIJX+KIHUAEz2noryXHeB7r1N23bjwLLN/a5Cf9fFcVM/Yp1s6JkUpUyUiK9RCXBdhSUJkOAPlyFqCqTBeDkL9NOe/xyzAWTVqkDTg8rEbd4jVqifS97pxJnoftpiQJBQgrz2EbXU9aSyK2wP6j3ieN1HGMJWLn7TsSm1/vtSYk/p6L6F3DWC2paMmEG8oaQse7I4TL9Zvd+lRXbpderaPcVO1os/6lQB4JSVaO5X3QrtKdkK6eFIQvWup0+Oh8lF3vLyQOuZpcqvARPu/HVQU6XfwoWpeDybOUshE5RIhXNG1Ap4hrOUScImEtaKmWp6FLjfJ4j80ihETa24csOnT0UP7Dh/WdAjFoGDSC7mrtmqjHuBrhtjzU+ICwdkYMR9TV0aZNndzksWhlKjBvPp9qXSPQLWwA3fLGb2M+wLDSXV+1LpDtBwgZiwYt3bcxxiThs1dZiUYmAT93/md8Uf+wUp3o1mHxpOFV6dRzaNICdnQEaedhsaTlF5CvqQwfs5T9TFKsawqKJwmh9qXvAfiRSmU6gIv7AyKD0Ai7zBVHQhKKjaaTSUFphSWE7H3STjqxiTV2k2IadFjqE5AIV1eeEwLFWDRlIVR8R5+jRwvGAnGPiCZd8r2hhvBfKXCVyFjKn8p5ITI/SqVXe5KNdOWGD1kiXBAnommZGIzV7QCNrY3UitaTgBTIJXxOkdrRYtGb5Z7jQgJIxTmJWmFx++11a727QuQF/sxAxKHbwiFsAqvLloYatE4Rhwat7XneE+3seboWNIDf9C7DF+LGEOiC/aiYGctP9m2t/ooYNILeuf2+VFEHkPAv1v+e9WREu5pkpdXUK6+8kp0wYcJHYseDxBFC0jZDSLSuockZXb0BTDTqGtBCzpWVOSbWVfPtjwaTgauzq1lD1unWCzfcTb+7LF3QGSQsRCxjDVtQ6V2pRBVUqkMxJFy8YI3TxZPE4RF6p1ONZq+awRp0X2nnfUF3R8GEH6CjXUTLTKaGLCFlcOnR1qSehyXXIvU8nJeaiVbJJoBE81qjlnFSwD/IeLyNKFbqE8B41vXtBT5oQeiTPs5FvEA4CegJ1xxffNISoYuN79dKbwvLnYoMol0mrIfvRoTbkpT0DKxs1UEiik48+fv3YPxUahIwVbcjUgCpGNh/LdKKqw0dq8txq5NLNnVOpHGq4lxB1xNXG1qgSVZXmQPCztvhxF9Yl0N7oqWDi+8ibi4QMlmIiwSi6N+6ZgJAsXZXCbI0tFJKQ1iOEInDPFtafL+3B4NG0Csm1ZhPK4liJaoVMpZHIeqrrvzMZ80bcoW5DalduWo1wV5n283kqe7wqZ7UNSmHnbjzbfmofBHm11dm7BW0c6/jC66/Uc6vB5Iu7RpJu7Y2eXJFLQwUNTp69yTOJAQ4UWXCu7zbouvxTvrT0Gc8uUqRf0wSijRSjGxR5B8/Y7gtdJ3pmA7N5xPUnUZSzebxtsi/RPO6WJKdtLyeyc4WKCorPuEn7gqf9ZfU5ZDo1hNqqjKd7dgtsgnA++lKdOh76DRrK5vYEqdhk1kAP9avoTUXE9/oqCYd3o2BcG9Q7aaA0CcNxMYh4WqSlwxAlCQVWSWs3aFbbklmo5yHHnM2Ir3go1hJrwYx8yRh/bdSf5OUFJXEFIHUjeZzNYT6i1WP06SdD6QmAcO6HcUse9o9IvKIRPQihyCCHt19srK0pd0Vp23ZTjUX2gaxSIZirzIlGX6njd1OIbQHWnzuIo+gq8qqQ07xZUhz07az7MGTk88m1fRSFwx3N4Xz2rR8je+m0hfwex+Ss39/QszkyLrkTXjC3loMGkFv/5cXC5bpovk6gsbzR55YUr2jbUdqGXQjuDbG1B5c9HXSV8ikylRqGxU94yNodg0cCuvCWnRX7KCDzqmi01+/0mfiQYO+7vLLvQatE1WkoJKObEHCmKSDttx2RWFkG4t0YesD+UrdaZAtiBaeZ9TTWGvibcnO1vU8+ALykj0nXSzJ6+Tm4sJfXrGzhV29pZtKilwTt4Ud6+JJTpNuTWQSW7ujeBZgfzKJ76rhUtB930MK0suJkm4o8200C4QE21fHbiDshqInAVOESnZCEsX6ec7ZlTfVhJuWUJKJAIx72x5kjVrGer1IBxk1lqgWy9duSoohaafFumDSD5hEv0iNJU0biBVDCltr4WLxzc9e4qPz88yFQwowYd22quSCJe4KDdagDbk+d3YJk6wULQJZW2njIOp0kXSsTOnNqi60HE9r0JiAxBjHRWQeSiESpcsk5h1jCk7RvTHujtlRTWWRCoXQpc86r3jrvLcLb1smISSO5o7OovoxMgCR6w4HhhQq2tJkbrVeWB11Y6DwNqhSomj4pHOV/XdvxKvjQ0k1jMUH5qrYCXStC0YQmveXqMKdv4OyoIh0eaLP+ZZFCiko8q/qTmM9d/letjbVjBaA7oxjYn2Ydo7ZWGjSY645hqvk/eQZUll/o32iSl8p1jKBh0azVtbgM1KV6ZKa0gLsIzKJNH5lov0pWRnFRNlIVLF9D9f5voe2VofTqBuabN9DwBX0Z9kkk/66hmnVMQ06bD/FEoaqHx3Wk7aZgZaMsD3cMkPuSV5TR9aacBEpV1OgQZt1ywwT+Ij9+nVegxbrGvghJi2I1szPA3+0TPrFLHqQJELLXiKJ2KhbW/QkvVy/TkwqGfqjOkOaVlK4TWX79VUbuq+6HKJBF0sRD2tBIzKn2Ukt6Oqgg4vUgh4QOmyULnNQezozUnE0hYbe91Hx0PDtwaARtLn9PDoU2UGMOwyhhi1mYJXTEJLGG1cMIFi4OMC4w0dVUduOkj4dbHqSEJMCYalRqcEBmQM+aFxQ8HUQyQDEiltq0aXDvoCSqCJky5N7hsRT6dbExTNTurQU+RdAOkG3FO2dxnoti+C1dM0PSCfQoKU/IqJ5nBvWt5nzl2JJYmfTZT9DhFmA2BZdwFmTdt1RQpnk8/eMUJXrKJ2EEtGkfQdvVRxJW/nSskli5cPFYdhXm+k9qvSnEHCxDt17l+1jnzQAL+sd19t1TKgonFQk8UQI9t2EiN0S7N4PHMFkrQkX8Gnj19b7iD7UpAWl7xpOkP6kWL9MBBZrGBtGueK0YI/0+ESD5s/ObDOxP8seak+b5+LKgLyCc1lN6VrRaQ36Enq5YT7V9pQWJVlAMvxAqn3V5ZBiSEK6sj9/7xyph5KWpIjz36m6iG9V2Ylag/5z7a+Kvg8CcEjSUi+AYezJB5fs6/cgg4xBI2hDcOPpyPSy6rHjqLzaEiGiYsnKkSIkm1biS+1KA0pUWwQg2FJDpGyvq8pSLaVvR7QPWqeIl+fMGkzeOh9kCGhSmcxIjt5vv8r+sIVQ4ZbwUXFnulWVfdHK9ASgWY8yoHoMIDFF15lOuy2eZnI+76YL+OLA3mkHLYsgMm6LWPnkglLSkny5Ec0bekrZ2cT77BNVkHLdjCxAc1GV+VgniXAjV9GkdXcUh1R9Dd1kNpN0QxELndakpX6HyCY23bvG9T2scG2y7GHZymd+mN93L5MQbNrGJu2nQKA1G4Z5cmbCPeaOlE+6+vokXTys5QGfNFLG9SQfjiVj7ZMu1kBWj31Ev2QdTbzIEHJtI0e1v7rVknTorBBNWhJPYhq0jn4x1k4EkUt02riWS0RjlmL8GrZBrLX3QYMG/vPxyd5pAaBes0S64x86jscS6cJdIT5k23mbCgCf83Nnn+nHktAi0Tb0aV2A/5dXJyng4SQlgHEtJcWcwk4qkoE8TH1VwSEIyFAIKRQ7wQ7Zmux/FZ7524tBI2i4EjTED/3VL1yOFjEF2yM6/b8rViS6cIetNBcDJ6Q0W3kD0XgWPcKqclzoqLWli3p6GrjjbggQ9e4uQ9zg7Z5O6uwp4YAtR+kIHhp0pqYkKeHpSFgmAKV4km5NFeuoAg0aljv4qXU1u4Eg5qPWdj5dz4OdI7ScNusLivmi/umyZ3g8euvRRFVn2WJJ6u41IduI974nSLFWiSpwWHBTWVc8KXFchN1RmhLZ5APEiSv2eE2JTKIK+mt0thQmqeA1EDd7mUFKgRKlCFYA/zIgrgsN8UmHlef6s+35sdKktQY9yyXLhGMA41F//KWJgKd6a1tYjU4SURAlI1oW+eOoE8+kpV8PNGhHsutU8kpYW1rX5dCOEW3JE6KXWtHcSgvnpSx5mORLElGICxfpDD/RnKUMAMYFTWDPTVLEoTE/Pu15T7Q3u+eQRrRUUixbEcBFQWvQgCTObDr+s1R/6A009sjDqamxkRob09KqttlmXbfu1PpcD+0PeFs1aIA7AxfxFw4rz0WbOpYEdZ0hiWACsduEwrnKdOF0SBXFhH98CJBNelzgLK8j2UaaqDWxfvfL1mon6dUg5bDAfn8ICZe7pzj5Vhf5Bwoq1RlC1hOAQFh3OgZJM982po0WbtJZgPZjH2iKddItxUoesy4/1DWVrfFj1piLwGcAOhcIwI6NRUkHby+bdNYz8Veel1j3fBU+M34fJSSsS3wCIFVJWIlFsOKokDGgJRLe3n03EoJtTxHsaw+9TmOeaPHjpcrmV+AiUeQsxfp3zp5oM/uUtQ0QZwU/F5J14OWqEBIgiSf8dwf9CnWtaB2dew2a0mnhdh1xYkoxT/RDWz7mC+4DIifM7KMuR1iLQ9Af6V7yr6f6WtBYr/sRpjzR5jhix1uljo/vG9pd1R18BN+hIzBre72hwAsNFLPhFctCfrsxmASNuKBOBtKBACiWrMIRsasype104bQiJhrh7himbXYD7DUokFsePf3C8kbwuYQaNNwVkAxCcpT6G1h39KgNdHcSipYhAAAgAElEQVRJV7QsKD+qFOyC1lSUVKrTXb3DSnVh8STtnRZ7nThMXrvhRVrYNNWnXEu3FJ1ircFRktORQd7Yx6eAk3VcWJkknQWoK9PpLEAUT/IICyM5TTp0l+hiTUk6+Vj+4R21JkmzBiFLtMvn1mHJOiRc/rtYEunbNy3WOfZFRwh3DFnyEQ26aATvgoRwXJdbV2Br49ct4otOotp07WhdfQ4AyYYWvTA6X+smDGUsgDxiexsmGYyZTUlGI9CYOYd15f4K8AMh6eqJP+moEmsCy8e5LvlujFcTf9xiK/A940KAyBnkjKibK+C5icOmg7u5YD+QR5lQR86hNVcQNvfYXzBoBL30pXWvlJQkBC148A+47cynJgZBuPLGiawB6QItrvDGliiKRuSMbYb15vgxzPzrC1IsCc1npasvvzbZyBuyCHogAjpRRQhUsgKFaLFcJgcFIOQYWBN2P9JYRxX0JIRsgcj49JOSSnXSnDasOx0WTxLNOgaeTLzbtp4CNLmu/UD6bsVnAbregNgGjgvRoAs1aZUFCHgCTrIAJX1bxl42cb5pidSldkcS2e9LadC4sNQ+2OajYxDuodeHroqkHZWeNBSXhSCs3XF9yWNeU5aGsbpDim4gK7U7wghePy8mmTw56gVPkpJuLWOQsJT4JNGgR8W7cocQktUNY4W81y5QkXqsQSwjmdTMqGgdejSIfv3CyUXTqkG6XN/ZPGcLnnJbSOdtyf4r5rYIJ/7QLUVSxLn2xtXpqFxH6fIcj5ioFP1746ZNVF1Vze4xDTYpNNsgDc+lFrSAC/VXVFNvb29bSUnf9tDBxqAR9Kyj4mnd9pbCFUxBqdDmvHteQVXmzewwb6ZNUAGS2w/xRctzgYj8ndmc+dnkuaodZmaFtmOF+5FJKNE6Hq/bPp1KLnqYPvK1b/D6+gfOMUQ7ko5+8HifmKIBQtWtqSQxBR1Ybj7vu6mOKjqy7b3K/t2xjiog11A6QfQb1n0OIfIIyF3qecgFJdVlpet6JjvfJdtJCb6rt0u59tFtT7pCnSZX3R0lnfUXdkdJsgAB0aCxPaKn4R+d6IsnTTNkJZOLqcg+k56QBDjihT0OhYmC9lNCruyJvnZ5yiet6zj3VbsDk4NCqMggxDhm2wvH0kAW0JmOqczHlfbWJJZu3ao6oICkpRhSf4knEnWju7ceC0CyH53dmCrAD4terFa0yCOSCNM6dYSJ1ueyBo1EFN+Vm5K0akSwiF5Bss9Rh4+yMXkoTWAlsSXWKgtA8olo0NhGImGgry7isezE8becSg/92w+psc0cr6EpYu3N8t23DdLSv2+uZJe39XwMQT9Hf2UMGkGzyXtRoZwBIvaWYvOk3M0zQDdGAX4Qro6uoUujXnNZbgdrzoAksJSWdLJ3md/+fGe/taDDiQBE52dtP5h/PE+YLzH0cYvHffo13BLitmBdWkW2gHilERFP2XCYT7cOW1MNJAXbui2s3DPzznZatOFu65tuS2QLidjD/ogczVNaKpE609xJ3GX9eekg1S1lbCpDUKrVxcg1JpOEGjR+tEhO4Ug7AF776/l9nCXo+xiayN53W+lp8Zp0QUH/RTvpYipsN6XHYXeUcBIwzPwLCTac5Ds0sO2FmrR2kWj44vyUvqCUXGQz/3pMtAtrG6QE+wGmO24T1+kojGqBvhJP9DiZBBxBrbh7Ek+0K340UckjYVU9T+bmOKJBn6paTQnJaseG1qBB2Lo2NOQRQX9ySLGJP0TqsS7iGuL+YHTssXKoMstZO23eOjrKiR1gMcSaUf81MGgE3VvC5XlPC5ePrQ2yc1yAi4LZ4vxAcoBY78SKt37V6ujrICKvrupM2WSKTRKKxMHPTfQuiYv4MS373g5adpid9Ydscuaps72PWBDWYA6xutxuq6UGRLQilQiZarIFEGlrMkcdau6g4prR4lFHwxijeBIuCijMr1PKcUGEzBI6TNb9WadYJ2U/fWU6N3GIpJS1TROSSJvixZJEJgF0yi6ACUCGq++hNWkgJZPoWh2q5nToLuH9XaKKzvpDJHyR8kUj4tWadKFPOh3Rwif97nsGrj8uDTRpuQBoTTqURIAN5u/FxQOFZrjCnEtEkWpz4ouGvU0SUXoesdXswklA0aQlqo5F43rsJwFVrWgNXSsar1ld+60kOnfyCDToUF4AJFruqza0dN7WmnNIuhKZyzHCJrCIzkWDlmxFQEhcF2viOhyKZmypUftc38HzeTsCkhrQUtlufyiUBAwaQR886VzzKf4stYw7bbdarSfv5AgAhHjl+efvuuSLnzqntLT0U/Qv/37JLx76PZN2sSsZLDJSn6Mzb6Jy/MfF7MxBs7HaVDaChg+aX9Z9YOju+3huGz83sbptZ1OZJKrwuTpyxIQcNF8Qnp7c8x7nTGGiSjgBCEgULKSsvdJIVPlQ3aW8HBcsJKoI2Wrv9NcXfTOpu3HZctawMcYkJiYl5ZyxD4gbhk5JuU6yAAt7qYFsrQ5tvxq6Mp1IIL7SnUtCsWQekUl4vxanI++kKHyTWWflc01mOXvxo3uCgv77uDparP0UCPPiF018PWW5H4tP2uvBDhLRrjMXM3ibuSKOi3CRYAJS/WS7IVQlkVzV3saSiYB91LvHFxTrB3TLrVTDWIMnzZ2HeIt1YkrLZ66mkkfmG0K2EXDLmVfQFJpvCNgSWRjlrpxc7ScBpXSppIlLIoovhkRJGVPRoIFY2jgIH8fUE5k4X/igdWSLqFlI95qxf/Z6tBTkFz1aR7ooU0qUXAw16UJzBuniuKfSybTwxkfpiS329xHLVhTEEmdA1H/GgsryhOD2FJoIOIfC9TxN1eHI2jv/Swv2ePsxaATd01P+pB6D8LhiVNa+GexdzsJCZ+6+a7Lc36usrOy/enp6MEt3iXTp1ujsrqRcqe0phtuT6poKQ8gVTPQgfCuduEp1QXlRQV/ZiQIUS0JHlbBSnUwKaoAIY24L2b6/ynSxRBUQM6J3dPWmIhl/4YQgiFsiZkGVk0kwudnd+j7fikqiZalU53sBtpKbqCtCtoCrlcFQxZIkMSWmSUvzV/FFYxwW9EcrrrJzyUf2RId6S6AdT/CnEFaek3rOdxxzhx8znE9aJvy064Ij3Pkq2099LUSDBqQqnZZIOALvHcY+6Bs6KBqxi2RSMImpNGiN6WtaSQueIGvpiBJq0MQSyb96p0U48aezAUG0upWVrhUNiAaNyBnH11X0JHKHJCJRs9acQ+gqc4iMWy/sTdWGvk06oBB5jVk80hink09QEr4llZ0oBNxXLWho0Gg2+9DmH/LyqVOn8B34ipVLqLGxlSUOtMezpUYL/wbmp7yNoDs7O1cN+2sVgnYYNILu7u5+VY8RPYM0ZdJO6m0IstVZ/sb09va+JMtA6hJBs8tjV1Ci1NV/RtTb3Gh+xKMQRac1JZFJ/OvgitlpCT0ECyWYoDSbQ9+dfbwlW5AoJuvgrsA5obt2mKgiEatEuiDQ/twVGrrTt0wyyhjHFrLNN9heh6F3Orx4cF1p1wuRE1UO1nWWLcSloR0XSdZfojkDQraAr+fRKjWm0zKJr0TnNGifOq5TwAMgwUGXONXWPWjSonnPVoQrcoJMDAKxiFYTrEgiAl2sH5BOLdq2pyWRWSo1fNwz5opyzA/8OHSRwBd9kzmXWZlxfFFZxzbNpM8fCiLJJKBuOXVr6LRwkkisGFKYiBJLEy9oEKtqRXs5pPZb3pIXwiaWHeUL8AvJSpq1RLZFq8xROuOvTzmEyEseiMwBlkbIFkjS2YqAZCAKcAdoO4hTQSYy5rOKlh/NS6lRtf3b3D0lhkEjaLSvOuv9tS8u+7d13L4KROm9hubN2NrQwHY3RL8FurSDljdiRZbybW3mdRSBk5M6csVJOkx6iQGZhDNSGYC2+BAiYYl7NBnKJKGQtCZkJKTo2s2p80dj2V0VqXoeQFg8CfKJbjwbk07CRrMim7CzY049NT0uKdYTiqRYl3myBTlKPQ1sD4gmLdGwTnjBj0LIFNE1xlJjGuOUTCK+aMj9SpNO9T3sGWute2F6uRt7wlUdu3WH7ouCWh0pF4WTRIrVkwbB8iQhxTVIH513mGOedF+6YazZN+UioXTDWETsky5OOqKE93IiNYgEAqlCnBaHuY4nvNyRrK4VDZJFlC0lfrUGHQPr2Q6ptHBzXmFt6Ie3vEglmauLki4gXbdluUgeYZU5LYcwsT5LnnRvuytNqAKZ+OPjXHicqpBH3lctGvQTx2JSstlq0JXl/NtvXd3g3WJAu5M7MA/lgzdXLSlvwrSeDtpvMKiZhFV1Z73/E59775M/++G1HFKgZVVYGAmA1jxQ2I7eHRwF7+JCSXmqraomlCrlgNr8dwQ69LbGp/O4nboh6ey+IPu+srAxpQBE1/5gG0excHVoApYyoF2rOmlF5plUDWZJVKHLKKU5Lz/7aRi+zQ+7g8qGx8lWsHzr0zTnnNNTdj4Q9qInH+bzWPzFR7n9ldakRXaRaH7Vly1BpDToSIo1k+yVlCLXVBagq9XhZRKtQSsy9dY9itfuSEGnkytfNI+dNVVr0HuXJhY3kKj0GvSas7LSxXzQEllLIoqu3QGHRph4kvJEKw1ak7BE7HgUF4kkvMgFRCL1dc0vpaxtEvW2fOb7LGtIw1aJeie6dGt4gKQ2tIy9n5qsJs1Rde2RBT7o/mpDF4NE53CcvPhfY3wtDp14gu8PSNdP+pGVL7AdNGjIHIkGHfcUb3VlSsWCBw36gRufMqTbbPedFzhFqNAHjToccpG4Y/nv7IFNBI00bzSeRh0gJKw0mn9JVWP7W9Vckc3bCj3QoD9a9J15+zCoBF1RMWLj8ZN7Pj/zyIm/RpeTqqpaEy0X2lqgufb29nb2ZQpHhFzLXuk6bn8F8KSje9MRYefzIBN7/AJLXUSPBtDrEGb2+vrVvqIdNOgwUQU1l+cuej6lCWtr277Obr/Mn7OrVKcjWx7PyaY8y9LVG2SP6nfazgdNGtB2PvizhYxR7B9aeTEZRS8H8UJ60NJBqEHblG5Hrg2Lk7KfQJGsP4a4MIIC/kklOvJttjBmG55LcBHrniV2XcA/4otWsBGxJU3d1TvqkwaUJg0S/XV7up9hrAKdJlxIFUK0Ah2x6wayGOsLiGjS9Md7eRxO+oUaNCBRrkwCiqwhBHyrFDzCMRY8kJr048/eadDaooeaHnAx69ZZ/J658/jI135eIIesubeBZQndaioEImUfFVPSGkv3I7ztrsKJvr416GYvf4h8EquQF6aESy1o/J4hf2I+6xOfu4Gev28BO8Tub7yf10uSW8gNcIH9t3dxCDKZzG+OO3fe45M3rDuN6PDoNmedN27t5s2bf3iYIaCutq5ZxY4l8rKWPhrw5voLYEL+xSYJeR0lc8laDrFGmxLq6dlBu7fmo2VBvdvCRbbinkBkC7/xlbfZYs8gW0TPUtMDEPIW3XrV/DQhSFlQAQhZ2+/wOiyjKMO3yCN4/VTVvMXJ63GyS4WqTOcQi251SncqmkXtZlfQ/2vZsV4Ckcp0up4H+h6yTOLcXFKJ7gxKInmdTh4DbmtDXzTGJ+n2U46c///2vgU8zrJM+53JaSZt06SlbVIKTdrSk0BbFBAugYL/AgIFRF3x8MuytK67+iu66u66/riu/4UL7rrqrq6LVVmvBeQgAoWlnmgFBVKEllMP6SEDpU16ykybNjNpkpn/vZ/3fd7v+d75JgdOTWRurpL5Zr45JDNzf/d3v89zPyBJ2Zji4j8tSnrSXpdflEUiy/akJeJbJoDfSs5TXQDkTM+Ff20D3Dh9TqbNMTjikxG5CGjhe9BQ2fPeXVdUkudI10vRA7iDUYLnEZqGlT+n60KLgIBWtlgwlCSr1OAeNMBKF9exHw1y52aTYGpL4EfvspkfvJ5xZsRBAvBLPjk0rSn+Pwojl6VaRrUWQLYnPGjYHPinL194+fRjPu4KeFPCkmbP6L/qO9/79hKtkItav7Vybu/o6Hhi5owZxDqxoiHoAXiWIIDFOlLQWTMWyyB6oooE9kfNY96+OVxnzfGmWf2zXt+EBcFPfMmQrV99AXCeBkiTla0Eke1HvdmBwrqQjSvcoMJTvaV6B4oWABMDodpp2CdYmfZbDvmA0nZHh/6EFk/s5ooKSqaD2pVdgKtUuFHlOvOYTK4VjwRZGc4mERUecoisHCrLjSoKIfh21BaX7jlPepUKtj3VLhtR2FaQi36+oh2McBv+79XU+ce3RbWOy0YVhNa/bBf96PfyGlGe5HQ960nL6NKqWxJq+4Qjao5SgfIVpWxRlRVbvCncpbKheRski9I7dP75jSfSc/Yhx2dxwJKyrxOv8Rev3KJi+bpBA/j9Dr+oAH5ADoE9/tZT6HYuyeOFQzcE1kJexmeJy/GokuQyY3+gGeZfvrhZNX1+qtqz4C6q6oxaEJSiDV3LOHvOihyfmI1OixUGm/X95uFNIei6ujrYZMVTXy1mzJgx5GPQImH9xNB1INasVdCwQBr07emM+bsOpZ6PHjVHUmdteCu+XAddqgPQn5aCmYTd2V7yhGHZfPcxo6SgcNnOkGFJb8+frp6OmzhQP7+DEuweHgg1qnD5Hog6yjo5//QL3MEAj49OSNgfwG3PrVT7CsdpcjXlbVQRseqQetfZ/UEynbVuXBdg3Chtf2I3Xb4PijoiiU4ZAiabxN4uk+gIcuyWgFPuwpPmPGnpSYOUOSgJkErZ96Al4bJHfWJEfrSzJtiDtgSLbXjQbhGw5+t0P5D+w7EjWgEHddC8YMl108iLPvHI8aEDyJNHdocHxtKbFwQYcXcgCLfw7o9TO7acwo0QI14EhOcswSSLPA60jD9w1xS3oI3buA6a1TpPcmES9+0QGeIED3p76/wQ6aL1e/bqoM3aH/qKy6h7jrJDGKFmk5WC8AXp0kFBtIRTLoetBJFoygce9IaD/27yoPXbAg9anbzARRxzoQL6KFhBIxoCg2NBzAUbFTF1/mUlX/ebiTctbvS1wk+hkjaHLKNLZ3a460qRtIEhN2p04au0eubIUX58OYT1HTee5lQud/exxQCyhU+9de9z6v5Vhpy5mcX51JZsQa41tnYakLXTfvkelLJfzgcr5SP/LfI8VLFS59fP6n5grVGu31IniK68fpFMdyg8+88uCn41VxcE/A+VRAewihaedGgRMM5Kvs40y9ht40mH28mLOh6/bxpVAJAtxQjcIqoyvHe4K/NwaDstPGlOuQt50rZJRdZKV0WckZFFcmSh24cJWHrU5xb0QUSZtD1W6IX/M9FkPKpgEVASMG9TWP/xaXWnJU/pQaMUDoSpfvPPoQkoABHugd9Qc0sMfrQKZ0UzQLqsjlH3jHI/eNKyY1GO0npcq2qoWxl+lJ3xrqK/i4TJ6whXWwB+izhIGITue9Ag4Kb+YFI4K2Y5jzAIazqLttkj//Y5+pmPwMM+SGeWG55ar+69/2E1UQs4FBPILGhGwZ580/m7/mzkulRfMjqO/k3FmCHoKAUN8CAAAAuRQwFVHAXYTf3F5M3kjOaZu35xh9r/1HedigWk0qXr6lVRCzZXV3ATimxUQfmcVLYAcqZlgwkIGoob8D1oJlvK1vDASh32CCt1tknwHORBIyxplR3mixbre5S6oEZ0+MkkOkCT529pPSVcJw3QfslJRZ40dwHSAp+wSciDvjsYMgug+gPbUPZU63q3aIIRcA01mtDPttNPoG67NBlyGRtXWbClcNdh/U0zgrcoGAmQE7klwUZZJFw1AsvjP//m+6GBsnjeUGejsEwA6X1vPTBbE+dvLCnfHaTMuYjPEpUWg8wrpNdt7RE5OosbT5hkYV3gfiBkNJ7MQUmeVcsL3l2nX4t5rKhcDoAW4VafQh6085g90r3XU7p8G6tdJmu58Hf1O4JJ4VDSLmvjm0dC8whbq41XLVU6N6nw47JHDvT3bXOluTt2d6rMwa7iUt1cVp+Ft1DJrzFWTVASFgkTkxKPq1GAMUPQAOqmlYrOcw0wtHUkFwkxzxCruTiywrOC3VHQOyy8apHbn/1fOVEF13EpG8EOgmXFjeuxT6kaaLZOKAzJQnrRZ945V7V98KXI2YdqXOCLc6C/r9QRY4pNqOl0Rn8wMf1ShiXVeAH++a7wEFmfXG0XINskMqsDXyD2pLkLUML3oKllG7B10eRJ22MfL1zKobKoi/YXM7mEDYgK7pf7+YuAvN32Yf3erHwmRLDSg2bLhDsXGbxNedQ8vxDPZT1oLtEDYJGgTRyvLX3HLjXnnUEddKkp3Ki0wGJeqTAkzoqWnvQ861kDsvGk1OQW+XzcsUjKXORysB3yu6NXqAYO5FdB+JGfwxHd4Rd40CB4Jl1e+KPn90L3MX9wl6iJRhMTHxTYt5YDAih7Qyk3Fqvz+MB+BEDODE7ElENBQMiu1TuhivoojiXGBEFz0L9cJIwCPOmOzqH/uPI4SjWS+n6///0ToX2mbJ5OSpcbVfq1apUTVfxGFYCVrfStuUOQr9t5dIcm290h5Q2yRV40bBIoZqjox8c96kr65OxDWU/NYI+avW7fJvnGu+50o6kAUrvxSeGwpFXBUFmTRCe8XFtxYXziRuUDaoeT6UJJdLBNNMmidppK9zChu0apyKyOiFhRgkzhO2C+aEzArHjZk+Z0OiZPrqrgbfxEtQeTLd7Ph/WhjAm2TSQv+ml03Igit9lzluV5spPRr4v+5aJDzoP2VS4A/5hU7rtNxCdnQ8sp3LSt94VHzYRN75HXePLAC+9S89R2si+IrEU2NP2uIgyJgWCmeIQd8uhac5k9aBAhrIeoyds+6fLC4uKFcbVmdZg4GXiMLRcrl8uB7kQ/IQ8HBVge2CZCjiuXkAf/mQ4S1g7hNm/AEHKMuggBOVWFu4nd4FhbyQF7tFAoHDjWWdDAmCBoAB70cBT0UJGjbr9K8wFNd+4mgkbPfntqh7vdD2l6LkLpMuTUFV/ZLjvnIrefVLa8DXIFsVPudMZch/I9hk+2sqJEhifx7QhLwra0Sfqrgq57vwLDdQFqMuUWa1R1AKx2ZRIdkTv+uSS6RregSPdxXX8B2bkFwJrG0HSUcJ10MDA2SN0zedGwUdZ+aaKKnRWoZJAvFvm4WURO9WYyXrk9aFJpW65/h5WdbhuQ+dEEawlx8hzQ552R8bbfyUiP543T8i2SwjknaLlnPiu+yqXEuV8Vt1tzWzgn0JE3jAsb/7po/qDcZg8ahM+PyQuBDLZEcGCAd80di7TgKDzoaS+sVWe98yxXXcHzCKMmb7M3zHaDs0POHjwLmhcC+f4MVuM4KGAR0HQnznOVIqYcL8iChvfd+MMKdSBbo7qFpYHuQSZp+ijWTlZJW7fr0i8TQQyFJmh/SeOYYMwQ9BsFHEWfWf8MDQtAy3nXgTSd4vD0FIA9XSTLFTWqeF2AXFlBMaB2WgoAwoyKAYU//LdX/xnlb3zyzqvVNT/9jOsaBLkO1VIuR23hPqgiAaCkQdYMVrKopWHrgLoA2ZO2+8ihsoG6DT4mftcfEBWWhHZuPF5oqKyc0J0ohOqkAbZNoODpOUReNA8j5TI3LPjdbD1oZynYMCTX+XdLEP154srdmiwNEcsRV1Gdfx+JnxZpiRSN2OqZHloE5AGyUcDBI77+7902t1cDULmcDe23WxOEHeKHHwFRHrTMhua2cP92l8tBlkdYOUvEf/xR1aqMvYBp3Ln+CpfDEUW6chZhqSxoQ7q/dWFIgGw+QeCRXPi7147Cipo/CLD9gdfVeWhAVVWV/HUIaPMuDGmXHnuMCYJmNTuUxWGK0HMl27yjQOmk+mFRD4nFAoZTtQKytA3KFkpXKlvpSYMwQeyhhLlw2JyDC/n/4EuqclVFSd8aswW5EYVbygHkeax56vHQOC68Ph4se5w6yVVcFIGthaIuwLawul2lwjaJJVejbuep2EOGNPyhsgBZJPeFn5Y8aVgeWuP5kaaoHAnXSVca8tb7u7piUV0hLQVgqKwOqXCxD3f5TdKKmyeBY5sK2f5mo1PnvO1DetTsQfddOUtV3Wc+T5wVfejsmTSTkMZMrRKPYzOgpSfNkO3Ww8mGBrgkT7aFA7wvtmU2tAxtktGk7EG35/+NbATj/Va4qScMGX4EayI8BLZLXXWzUbpyHiHsECZdF6b1t8HCH8NX4iDh0JBaFXjQqIMmDJYcEU+qCvoIJ0rSM/gmn89nKioGH8r8ZmBMEDRjKIvDzBZrovbvwpBGf4JOeZDj0dTSonZs2kjTXLj9c2HLQuFB/18i7E8uu9olzfmjqWSjCrbn/udMdcs53w+l1Ek4dTzOkDn254VAGZYEy4M86UfDpXpyqnflBK0x8zV0somDCLocOSwJQKNKxfRzRYu18YLPW1anHv7EdJe7zGRL001WBS3YtEgobAzjSQeqiNSttUDgQcMm4YndeFxTLlfpDhLU0m3JF+3kUPIOvUFNdgj28WUUaJSlgOvYk5bdgtKDBtDZd9LkPUrdZLZRsjd3ZSe1W5OXbYP9Aa4aeVJUjaAOuitv/v6uakTg8K8eU935caHreGCsnHgCYNGPCZe34TG3Xfget+/ZmlI55jFqQCwqRObZ6g6QLsgcz8Vt4YNVh2wTqXn8GqQVwjXGUaOmODAfqhd1z6i2AM7/XIX+XORDQ2AlYIewxYHPF9Q0ANLlxT4A11MpnvWc2YNuqZwfen0XzxhQk66/gPZ/NvIZw2ioTwzKEVVVVcd83BUwpgiaFbSMIS1CLqsSjeaLNXgdtAFKcPCPa6BB0ihm9+ugfURN9Zat4QyQu0SULQLrA2QOgIBBrgzYJCBdzudwHrSog8bjffj2FcF9PrrOtZjjQHDtHabEhK0EZRcJoYwBDvAHueKLw4CSRlOLnNCNiovffbEx8KAfWhiq6IiySbj+OQRs16gi1R60k9sDieJ28re5bkYZ/SnHT5HCta3W8KjTIhoU24/abZD13Lur0hAAACAASURBVJUg3INB1cVKU2LdZ1vJAfam/dZxroO+SxVnRQN0wCjMVTfHw9nQmfVG8cnGk1Lt1sjmaJtcbDs8GaFyoZ5j7b8J6p4jAvmBUqOyeHKL7GAEOBt6688mFTWi0O12CCwNeUW3X2cQA7fmmwOh0VhneqOx7rULfzKmlO0QKHIi4fh8V/dMyvwMbglXoUQ8PF52xjy7SGmyoCG0kLOT2hZYeIQ8x4qaxUCcbZuM+gCjJYcDGFMEzQp6sHlhMue5VLMKNDh/3ZomTaTFAQyXxJ4cmMSjqlDNQcSrxRC6AxMHAw84imz9bZ4LyOTNNgl70ky++FBgYgvu/8lzAqUOssX+TLbsQbMyDw2GjQAfYPzyNiCqC7B2GS75SXR2kc/3pG1YkindU+6yX7oXeNCNkaV8VBd9pVHWsk6a6qLjgfdoLBEDLBDebD1jf0J35Pgpa02wAvbrohmwTuSin2+RsEIn9CwMzS+UBwx6LrI5dhQ9hx9+xB70NruItyUi8rPNU7lDZUO3iUYU2r7p56EsaL8kD9UbUQcOgCdty3mEUM7wgtlu4PAjjv2UQ2BLe9By4c+PJVWhumcmcW4J57psfn20/c1TiMj7m1/WQitmSmf7iisx0KiCNm+sNVHFhjgrx6WLLp9edJ9jhTFF0CPFUAoalSGzFpgvIwiagUaVjbc9qzInmFxCthX8cjdpI3BSHStdv1HlI2o5WRcyBvQPy8wiJG7H9JT3vTQ+snyPIQmZiZenufgB/n6eR1EXoDKE7AL8xdRurrrwKy6CLsB+VxrHmdJLrusqWbrXcPEJRR60X8pHPrSYYShfNx9IAFlnLMvcogjXr4uWhGt+Z+Vul4uAoc6/m2SFSPH4MoCjTEPzCjXgQfPr3bt6v0r0GQ9aTjwB/MYTCd+Dlrkc9NpLZEPPFWqcSvQm/0/k4wOo4sCAWp5HyIuV2N7Sfq0m2X8LhR9JD9oP4G9ftzlkh9BoLOtBg8RlGFJCLPxBibMy5+wNWiTsPNUdFLgaRCpxfj0qb7I4kMORzMaop6G3B4su0aVyfKYsu5AB2B4d+UuobWA04I+aoIeD3Z0doW1EpSAs6byF73Gjp0CsyM74qys+RNuhWFAR6i+VLogUKXJRC35MvH5FBpMsK3UGSBtZH5zdAXBYk9zHBz92Zd+J4djPh4KuwCDAf78N7LddgA9NCjzoRNAFGNWo4g+VdUl0KrBJaNt60NffVxdS7W7MFr0BJmNaWiKhA4kSjShemRsTrszqYIUrPWkqwfvweK3rGlWXbVShtLmVXvrcTWhEeckoZ2ud+AcI+ukpdDndhRczq/7wvFKLJrgBsWeLRhTfg+bIT6l6UYInPWh/EVCW0MmhsJssycpFv7AHfa3zoLkO2j2WVdHweJdO30cerwxDkpO34UHjfW9ZbLzhYuVr3hwO3Yc14Uj3siB0n7M3cBnP++VT7wreW03COADgcsdJP1B7D4fHUVE56YGjoY5BNKSwij4cmkuYC61mjabmFIkxRdBDVXGMFHgjKUxFAqFJ9WYll6sroIxxTOdt9SX9h/to8QqvJFuQLxR31Giqr/99cBnwyVYqdUbN0qQ6W50b6moE/ExpAAcUtknIg571KUe2ACXFKUVki1NGZBYUwSpXkPNgSXTYZ8LjPDI5OsDfD0eSZAuE8qPtYibXRQOPvM9YKRf8t1HKMvpTbkuLwfeguYkFMOQ9nsiZCfedK6e7LA7yoG9RtGA4lCUiPWjsx4uY8vnYk/6ylYgLRCMKg1SxCE5icPjRJtQq6zOOx22337Y/2LMPa4cAXKLnLgO2QsS9rfrgwOOznAUi1DheB4f484Hi+TsVkbOceuJ3/5nsjaC2Gduy449L8KB25SIgiJhIV2wDzzbdUXKxj9q4d0efHXOnIOaXqnws1DEogcEh2fri7EurqEuf0rzJGFMEPbxWb1vNEVFqF/akc+owzqQPZEJBTOxBM9hKQBUHNah8KbATpI3gFghtyzdv+3MCOWRJVn1wrTTnTP/V6Z8kTxqVBVDqspyPDwKszLlW2wd72Axa6Lsy2Gaybdh4gqs3BiGGugD19VTPnPaS6BhcusdqV3b9eZ40iBz7hjzohwLP2STsmfvIumiuu6bKEXGsO0VMQ+HpKDdLi8H3pFVY8aIuWhIuE7uMM+X7RCl0gB9Xzi/kbTnNBcB2y69vV2ZlNKxyuQvQHxALkKptr3EzB6K6/Rh+NjTA6hxq2RBwnVbV73LhSDM9NS7tEPkaeeoJID1oF/sp6p5poglrDqt8AYoBxU/9D7XKEiDdEPqix9xF4bB1xDBQmkGXh6iSw7cefOCr5wKvno8CjCmCfq0o8qTzWU3O0WVAXFcMUFcgkuo2PufGVwHrup9VlZlw7WqoUSWzLtSCDbIeatAs1DS1lGuCRaMJlLrsCpS2iHs+obb54OErd5Atp8OZ370ryGEWMOo2elZmURegVLueJ12URCc86cVQi/eZ14DIUzmxG3DZHTKrQ+8/Y9+/0+2+B43OPy5zkxZDFKTijSJcPCZXXZACt/tAkftVI1x6F7SVB4TcGtU2/m5bWaEVqqx7bhM10TwglsGWCBO270HLKdz0txPZ0EzAWJDkyg5/QCzncrDnzIuVBNsg0xF/DxEx5v0x3FgpQcDAnnl3FZMvd7IeCEf6DpeAfbBKZiQrTAt3toRixnUVsSC9rnLiJDV9+kQqr4WQG06117HCmCBozuIAqpP5QfdlG2S4f/SJNiHvYCZ8ml+XrDGRoIAlQNgKHDf66L1r1F+de61Tsrd/+AdkQ8jGFXjQfgv2YIBCB/njy71s5ntp4Cy2odT3fC6jfjZ/t3sMjMKSpX5RtdN8e2Pfu91tJtPCkIdb4IMHHA+GynKFRWiorN8FaOugndpdFS5n4ufwK0Xwc6na4uqk8ZOCkbhOendnMGaLqjY6nSeN/kJ/OkqpumiuuJDbTLbsOb9zZXAfsz3dkTvbI9y5+DCH8SvlPOkoDxqARTLhDlMnTR60fd70k03qkku7iHC3ULLdLaFKi1WauGW7NavemX9ynSbSOiJ2JuBVB37u6pzV8YEHzRUivhr366Cx709sw0x7dq46kJ+gWm9nw2KaOpIfr1rjxpPvjLAbHOnaHHWQLc5E+18x3zuQqCRFH/7tPuma2aPR9gTuh/2pXdue8U6tDlQwWrerG2rUuBqTF8pcgMkpWATMpc3pHdafcFYtFwpx9j2/8dhncDDGBEFLHM36s5DDMDbI0HnQCduHj5E4edVD4d4ALRLqn28/+e1uVBUpVjvVG8QJpetXW4CcQ49vPWgMmvXtBs7yYBuEuwIf32geU9ZF836U4bE3sEm4gkR60u7gockZNgkfPCgsybZgAxe4JpP+ogU+f1sCiji9utGo22ybPqdYSEqZFx+5DM+pcj8vWoYlwRbJbnTt4gRhkdDzWfuEK0e2/0cQ2A/4E7t9D9rfluOoOCiJy/RMXbTo/FPFVSKAH44kK0V4PzpgHFGuTppf75cX4aDUpT70setMq7edMuKyoAVIJQtlzWVxHH7kFLglYcCV4Nn7cT50a1tQk9Dq/TwQr1LdFELV5ZFkN/0fZFiZ3DYstYt9YDeMr1SOfKOIGteZhbtsiIR5PxC9NHHQlg23GLXNlJuRSJJQi6taR674rvNlmpDEf0dhdbrGFH3/3VoITNS7HT99dLd7jzmCHg6G0+qdSKAwyhxBeQqL7z8DstQNZIt2bBmWxFO9Qa5YTMQ22xkAsjXQvg2wsn1UrQlNS/GVdVQyHedzQCnjeeT4LY41hUrnDkVO3osKS5L1xVTSJLoAOXfZNKFMCqlbqFmT+xxUXAxkVdAJSATcGJ5rKJPo/LCkfKOX3dE1aH70sv8IKjimP3WZUm/7pnuaUyI8aCZMqXhBsH9xuFNV2XmGknBl1QVD1kVDKUOx+x40b8vgph0N71Mn7vq6exwcQAb+3xqlIoYHcbs1wI0onNPxE6/7Dx403FqQ7tQTJqrWJw6qqa/sVJt2zVCT833qf+Lmb5XZLyfWdBc/6QgwHHJ25J6P6csiQKkPSXLBfrTeQ9HuyaLvG/JwELlQCiy43Jg6C3zfWZDhJ1dm8fSUUkCpnQ/bY9FadMMxwpgg6MEaUwBeUAOQrYFW78QgbzQdSe2bZ9rD00X7UPj/jUr97Lj/FmFJ69Rpj53hkuq+5wX6Q+X63YShZLqHWtX7Zr/XBfb7ZMuDZq+beKXKfHx8KJmOw5PkXMMoQN2zTYL7I78DZXY8egpJdgSuuBAB/rAXQm3X3AXIkENks8p1/QFE6nKo7N2GkAObpM6O2eosaidHnbQcu8UBOPQ8UrUrMf9PkzN3+IEYucrCL3OTE1MASbhcdeETrl+FwQrdn1coPWcJWrRUP3N2DB8gKs6eoIm2Q33t0x8Oe9A3/dwSrn4dB0xWB6teKNw722C/WZZL11gy7FbbuwzxptIDdB1+6yhbgS2BVwNXFSEsB/l4/Hz8E8QLgHzrEwmXEEfX2Z+sZNlyAKY3mgANfNdLDd7A/nyoyHZGHzTkWfNgpXPu9alAcbOwSzQkRsU8QmBMEPRIgGyNwcgZiIkj629//UioigOnUXhjn9vxhHq0bzX5yFgglHMAsQC47sgTjnxBoCBrPxYUlR8yLAnJdXIUlU+2bFH4lgjvT4uI+gBwwq4T3SIgLxjCA5d10t9r/bGq/KixSRbXXaiI3my7NitdqFmA/GK7DTV7wd0bQ9vUBXhPZ3io7D1eXbTwoF1WR0RpHZQzkbOti4ZK9+ukXas4q/a7zeOwBy0JmD1otidkmRtP/46quoDnjEoOBrb79gedf9hWK4O/Pw54pTxoPC5mEKLdVB408Pp+PT6lfq1StF/zzgq1KW4kdGtbH5EvgJIvqNTtXa+oJxQTbFj1BqTYE3FdsE3vp0fGwyVnaTEYW8EAdiD+S2qyDdEiT8Lm/SwhOuWqb8cQ1ppkQ8jnZRLF9xSXsT+rXql+iwg2mShVFkeQqhpAH8N/rf5lSHnz86ORBQQt7zP/pGYSe/l8/vejISgJGFMEDXXc4L1DUj0D6VxaLWxoKWlzwG8+quLU6hkFPu3504s+5Kopvv/ef1cT6hNFU72lsn3h7wO/sNRoKuRFT9EEDWXLZMu2iGxo8TOlQf7fO+277vb2uj2q/aE9qnJCLyXZISzpULZXnf2ec+kgsCm/RZ176Zm0L17jut/tKGq5hvWAbTQU1F5qHpeT6M7LBWo3qguQEaqLBpnaihg0vgR50Sqoi2ZPWoYhcft4KVhVTqV/r5T2oHlCNxAo3nCZGyteEOyZs08jD5q34UF32bI8LApyjbSpi85QXTRDWiIADZbtrlA7p/UOagcYpdtNRGjod2DY5Bm1H18nb/P3k6QLNEyqCWWmV4vFNazHQMnK7w7ORvEbQbvGTBiCsCEa3D4AKJ0X3Yh47XUgWyZtkK60HiKJOAJ4XRFn0ml8R0+99LrUooW1VJdSKBTWevt85/v330+iLC2eF8UBOODgdwVJf/lrt+QWLUg+oe//43g8/qshX9CbhDFF0BgACTSJsCRJzrjuhXxw2hJ1GhS1yIjTHTminT9A3Ojhx4764BZslx4nAvwx9BULerIuWnrOqHum20T5HgckUTJd97PqjBMW0WMjF+T+vT9V51adr6748VW0L2dKf+LnpgD70c2PqE3t641NYl//urf9i3s+VF2w2gVZf6szXOLmugB7Te2y86CVSZ57xxfPDeqiYZNoJc2ZHEEXYGWQm1HCgyZLRKp2m7DnR5rivuhuRELex0QpgVS4FMi/PWw3SMXrZ3NQVYVfhaECwmUCTp9QUPsO4jrbkYkqhcH82OzQ1Qv0d7T7jNR2iLqPWcQTtkJ9i7nBqlupail/Ql/OV/MU62SR5wsFy6QJokUpGl/Pj1O0+C4IdjgWA18fUUExoFXvkVMvIyG0Qb9AemMKqrBmflNc1dSTZ50ZGBigpLmoxLmIKSjfKdpHv1FYbMzqvxE4wgb036Tv+w+jYYqKxJgiaHwQJZECnDzV6n1BWQVInytPp4dxlRMnaiedvMB86HqCLA75wWKlS9fbagu2FfwMZpTj+Qt+nEzHgUmwTKa8p96FJeF2VuYgWywKclcgFiXX3f5sqKV857IdqqE62pOnBc1vXqDu/2hQreDCkg60mQndSKHhagoeImvJFDbGklXBEFkQsiNfwF8AFOoW/nXgSfc7LzvI6jB34bro2od22zpoo9LPy/WHPGmXEa1MVxp70ACnz4X8Zdt44hYB9XsFgh2/szcgZoWzj5xqt5ZDacK1SstrsBxu3a7vz5Yi7VKEy2CroVq/3yCUWCGpCjH7GjT5gnBra5NOlfJPfL7zqEa1Z4m4nv/hdjxDjSXgUpVOrHrl+sxI26GX6O+W/X7iD4pXhC/leoQRTZh6SSpRn0jhxnw+v8b+7K6uro429gW0wh3R6wD4t4zZwbDmReVUsWkyujCmCJq/IEy+gy0e8gdPZr5WaPVstYbKxc0HL+SN2aGxAGyFMz51lrMZ/GoLXAdlDWXLLdgy0J+zM7666mtEkph0AmV8/ulnu/K90z4VeNCuWiRf67ZRMaJuD34nJlvMNZw781qn3KHUpSeN1/btn96qKh8zpX6L1YUiZ9kScDzsERepW7EAyAQcTqJrdB60ukC52uXQdBT5+OL5OAyHVbrpIjzkXmOpumi4t2QnKLPYJy2GwyeY980oXpBil6o5OlntqwsUsI+RNkpIovVVcBTZ8j5S5VYqrl7Aa8JnpZ4GRiRUsKCG/w8k83S2xyRMXW/uVvt/zVNk1YlZekqZx4oJGRJVzSBP+X3ixTYvyEm1C4+WYSN/SS3dcP3SVN3US1Nb9uS12o0R2c6fFsvoF7G+qq5KHTp0aPOkSZMOqRJ4NYQ7EsQifn+QM3om8HaCR7RC74q46zHHmCJo/gJg8gl/WKCc/fxW/MG5QwiqOW4XXkJfx8PBIkjUB5jrjEG+SLaboma60VRcbSFjQdni4K5AzArEYiKT6rmeso1KqmOEFgDjPSaW1JI5HTD2D6j3nPa/Qvf3lfv495iDF17/jp8MqIpF5wZhSffYnOVldcbysOoW1gKpVyJMM2qKGleUWRQEUCdNSXS9mDxi/u5uOkpyEpG3m2EobJKQJy3HbHFgP1silpS5a1AC7cDtdfxeee/ZwfA2SHEkitdfYItqovD38QmZGyew+AR/kxerSYViwUxz3RF9l3gtSLTB2QhSxUrBEBefWP83oW39HFKXR1Uj+WDCNZXFYeC5r7n4wvyply3nL8d6/S9TMFbD+kUL4qpQqNpQKBRIIVVWVj4u7794cvRzanIe8nW9WWD1DHJGz0TB+ujVE6ufG+RuxwxjiqDxBcAI9QMdnSVD++PemSTImUlaKpN8bbCim4n4YIeS6p4zoftMxrSgJ8ZX+RNVfLLlmmYAtgjyOzjgH2qXuwKNB12rdt6R0l/uelLG+CaepE6lRhkAi4JnzFnkYk25g5BjTckmQTmfaB//xk/upH2cur2nLbTNANF+ZfUMp2ZD6lYZm6R2WaCEQa6u64/+mNaD7hUDY3cHBw6Q7rhx+9SRI1PM7yLqsx24M81uvlaVO9L7+RYDMKEW763Wpf0F+txwM5RSgfKF3sQQJV58PgDlq8woNePzNhCB1sbNQhvAKlUKhN5s2pBIgvcx1xdeRT/FrJYWqmQIAWSrle0Hlq9AOZkjW7YZ+vv7X04kEtFTKsYgIODcJyhnLkE9s2jnzuTRMuLKx5giaKy8gqARGwiFHEXQ+BxzazgTcwUtDOYcOQOo1kBdZ/v2VHDfiEYVBioyuCuQFS4C9nl1nxUs+9MhX1qEZYB0tz5qPGkQ8gK1hDxpvu+6nc+qf/jE9e55QLZki9gqj2csIfM2SvuwSMjbOBg8qlpdUw0jFNhPf5yuoAuQPehVymQ0221Korsn8Oa57A0A2b4y5VN0XZTalWAi7u87ajs2rbk7gkAciaEW2QZbSAP4febONKjdglCz3AoM8AAIKK5EvbEaCskGt+imasNeMNsD7v52/JojYf1cIN1C0qpg7+yNwuMTyu3DxIzHLVHJQGeQWvW+rO/8knmMgpnHVoilTl1Qk8LFw4cPr584cWJRaRMvirHNoFVx5N90rIO8Z++6HDUImwPyaBlx5WNMvRsgVcwRJIIm1dscuR9/iLFCSySdtMX04ssgy4sYWfp6mA/s0y88HU6qG6fUNbf/napcZRYp/bwL9ql9cBcg8jTwOKx06XE/uo7K9+SU7+OeTziljuvl7EMfnDudy2TI44aNwkpdHjzg2AbqNmwlsHVBi4FiYkmkxSAUb79+yMbMF91lVr6RsJ3frzYcx8dg1QwgX+fpSiSS3mZwew6qNY2ysLTZT1Q/EIFCeQmblMkWpMyqDD9zOfH72eeLJOFB1DDU9jUXXyivIhvhyW1tmRXX37Rh8YJaqD1rPRQy9913Hy6r++/+RuErX/lKyaAaTc6ln/QtBBxwc8WO5qg9YxhTBA1MbmpUB7e/qHZub6dTOJCxrODAF0KGKwFcycEnl5ImZk1vpG2aqKJJJltrOrZQVzzhOUPWsBUWHJ2pzj/HdAAS2aow2fpTvVHxAfKUYUky99n3oOU2PG4egYVFQzwfuhrxE1Ug+3Z1Um026p2pBK++nhYOv3bew2rKpJmq5dA0CnM6Lmu8v4R6R4hwQbToLvQDbySoFuN1ItSRgElW5i6EYL3cqmSNW1uQilW+YknCbCfI+vfAj9WH5YKiCgm+nVUx3TdhlS3Ksvj14HUQ0ybVOP0xySaybk40qV9lyJabHzwc0op381x9TEw2xDXBss0A5VujBgYGUi+//HIK182ZM4cUwcfEneWp+Pvf//7QzzLCgNBSuV6VdcRsPitoDmLo96f92Ly6oTGmCBpf2pPftlDt0AQNFb2jvV0T9JLQPviKoGaTW0cBruTwyRnAQk5BlhppsoJCkrZCtyZDPIRrJrlRhVq6fbJlYJ933Gi8Ykqq00QPhQuyRlIdsOP5LY7cQegT4hOJiOFVAyDbfS92qjW77HqM/pR15w+qRC6hjutJqO6jGU3YGZXenVQDPQMqnTuoiTWnGgpaMcXMqXx/0mTtSsLtV88P/sd+nSCtBUDaSETCtQHh5Uj5mm0Ow+HyMZdEpsziVjaN38WWXCbYegh0M5eJsTcMSHJ21Q/2/gz3egR4Zl1D4/SibjUAIuGGzy7FxTa9s+lBiak1u/OXIBktVT2xOoWr9u7dS6dDR48ezc+cWVuk45h3QcCamIuep4yRY28H0qcTKiFOqCQ5AxddPn2nGqUYEwTNihiKCt7zjBNmq1d2bg/NEWTU1093q9nGUwzXQvugLI720qvf3KgS6wo7WNxUIr1eeMFb9puwJJBt/U5NtvXPUK00dxVin9ueW0le8xknnKF27NxCt4GooX4RcpN9Sn6ATBtwd/4lkcOgVGfXbjqt32dLDrGPX7nAXu0bpYRlgwTIdlwsSVzHSjVSASvfXsgFxKl/tVitMZqwblBIBvvQ/ex9CyrckYb701+lRHdojzgs11qroidv/vG2eS5jbYj6XXsjDVdRpyxbnlq8IJmiqwqF9bAY8O/QoUN0+yOPPHJEK1kXhuzPtWtqalJlvD44tO/QnLZ9leNfXPWDxQigjMVilLvQumPL4s1bX6KjqGnpxvcno7JJLm/Uh2t9bOw+kDNna5ojps57X/Fk31GCMUHQAAr2oWCee/oZdcLxjaqjspaGQq5/YRN9oRhHeg+oWS2zi4K45Wkw1FmPsDBzuXSQZ5s1p7l43DPvnKtWtv6YCBQ+L5QuK+eWzAJSuvjX/VNLvl0v6VOqGnUofVDVNRjPD+oXWQY5rXxb9Fd2nybafV36Y7KnWp8BpPSZQF4NdO2wZNvpCLWouSFtlKf0X4fTkVaqSQJnIDSvbaCW4iEZTvHWVjs/Xipd7jyTf1tuD6a24FzWrZLnEoGiZRLG44BYWSHLBgoo2iP0q+jHiOdUvid8UJUKGJ1wsWxSHSlEkzIqLbCwx+3LAkiX3zttcr1acf3NmbnTqJSMEFNUu7tBK174vO3ZbDaF6+vq6oqO4LLjjMvIyjbDa8eePXvGvbJnfMv8aYhLzbc89+CPmnH9um1bl5o9Ci2agJuzR7MT1CD8hbWnvqxpvadZhPpfb0/BlkIqNWEyPlvRedOjCWOCoKNWrk9bsFBt2vYizRTcI1a3UaXB/fXc6l0Qp8hYsJHt3ghLYrDSxGJkZ0e7+qdbv6/29exRs06Zp8lHqe7tGVXfM1FNqQXR7lHdz+9Rlbl6OlDgjYfF0Na1yZDtLijbGn2+m6N/AQzRcgQjJ4RFNTxELYQNNwgnqlyM7QWc7p2gGt1iGP42HFwzFEDCKCFjAgRRuhMZ7ti0L0m2H0grA8qVWstEV6hvLfjzJ6F0Ew1FZEvQ732PVrwvoUNNv9spTZ8puqGQX7Nr4FK1aEEio8mWiLi7u7tHK9kh6+9gM1RVVQ21WxnDQKYzM7P9QCV9IBtjDy/+1YO77Rc6tqR1+xa6vGffwfPTGTobrNIiK3JFM66KhUYpmH17jUq2+dP072CX/p4n6Xrkktg2757R1uLNGBME7S/6ZbQanaUJGmpt565OtWPTRqX0NpN0lE/oWxzxntKTHzjzo7vBlINt/e1GNxkYhAp7ASC1q4y1YEa8D42h6nSHUsP8vIwgeSxRtLAmu8AkmIjJo02nTctrZ3jxzUU7lvBpE7bUrKBv7+qJtohA1D1Frr+pVc9H/JpYdJusb2sK6nfxRzVF1wVTOva/v/hp2ApEtv39/Rv0v4z+d1Sr3MhOMLYZxo8fH/pZxmuDPtBNrqmpmdR7qFf9/Ic/NLGOsVh96/a2JSbAbGvz5q2pZlytP284xSBJklfDr033Ie87ErLG94UFERMzlU3qzzQ4Q3+e1g3+CMcOY4Kg2FHb5AAAE1ZJREFUAeQRYEW8PbWDWrI3bnpGNTXOotE2OJVxCVy5kfutJUlRRiF7c80Gu2/UOJ/BlHEUZNkY+bteuA2TLNd6gyxjQVouRTy6RghR18sLaq6NF//07T2U3YB/ULW9RPTs0faIXAdGqTRAH5Nrk1Hxrzvmv6NZrbj+psy8aXFjMcTUhnwhn4kVYplYPLYeL1Kr3u6oFmFWO9XV1fSvjNcfh/YemlUZr4TSoVX4u3+0cum6bW1qz4EMtnH9BP2dq8NtsBUlnn4hGGjBjWIjwau5jwQLEvxsaVlYcj8tArLvX778xvb29idG66LsmCFoVG+s+MzNB5946k8mvrLzD1qxJlV9QxONpgKcyo5YlGKAsHi1/9Ukco+kM409XomAdAuqvr6pKD8XBEutwLZTzUx9MSjY2zs606bAnsPQc71a+YJUk6R+yb6hmtx08LdIJJ21UKt/HuBqWXsw64mono26TsIRtzKK+vqrP6jldGEPvVZNtuu2t2XOmD03s+iyFetPnR/XiqUypZVuyvxew+tUSyZLv5dlvHocOXJkWl93XyJ1oLp+w6pbFuM6fVBcgsW21h1bF+/dn6l/pXP7TCzUDgwxA/T1hFTFsgOYyZpvj5qowog6ewaglOXC79QvvG3Leemzr0lOSrbOmTQ6yRkYMwSNU95ZM/pbNBHct/z5P5x7OJsln5j9Z7Y3drQr50H7KHhdXoNBTpBge4MhJ0swAp/X3FZPy2NMtInIMBzX1ks7GYKdlAzU8BFeWLNmLpbfQNrgZjxG2qWWgdS1CvYW1aKqGoZDvLOEXaTMiG8cAUC46y++fLqqm3JpSp8WpnDjxs7+NXOn6t8/XpmtPa62g+90jfe4WDT8Y+1SGy3o6uqq04d/LJ6pg3seJNvhl6s6mvWP5tZtbQ1a/S62uzbp70jSV74+Xg9yliQ7lC1RbMUxGQfrDhx7yt9x/u4L8sXkBJTOpTryl7QjO6aQDzKiqyZWrUdb975d+zqSM5Kjd5y3xZj6xmA1/QPXrfjct3966x+ef/5FKpUp1fINDDo4dnxMqUFGF4KEsfAHYGkNxMvVGPjJYSsMnjhR8ErI3KKY3heDdKjpIQllHKhxVrZmVkAvkTXsjNpaW0KWD57FNVJ4r9dfVGPw4pr3Nzk6vbGp6/IzT4dXmDpz9kkputH6vCdfuiJz8twqsh727t37yowZM0p+kN9xXKlbyni9sHHjxurmKc1UKrJln1o8Pf5g/S/u70BQczPtEIud37p9i9q89aVJmczuyfjsoEpGKmBchuEFEfBGg4k4yjOWg139oRq+qGpQwfbU4+q73jn7pKNPbt+aueH680xbdiG2ZsP8BnVu5qxU5fhKajaprq7eyvfxyxwl9Gd6xL/XscCYImggOTn59Geu/rO2v97+T3NhI7SnNrojKTCczFp8SJAE2zxjlsta4C6jBCWRJcjD5X0ZnI5XYatABkQ3Gz03DaD1Fsxc4pixGaCYYT/IGlwgpGyH6e8yYDGcdfoSqAg5E4nIFkpCK972mgYsjOQ3QD3ofz1sM3ys1INajJUP8ljF4cOHj0Nry+aufMsJ8dXNq1d11ses7/vk9jayGzSR1WripW4obpoB+ExMAgRcgcEB4jas0ezNZFRHR5qiEoATZzeOiKwl6crPfKkFaHN98W082BXkbFvasRLfd9HlTfjiEPHuHrh0w6IFCWxjAZiuO3DgwEuovvE/rxfjf6MnLO91x5gjaODUS6+796T77//bzc8/TduvdGIC8mxH0nTq5vEkq2koXCrBs6E4IGN86OsbEq6EK1TTmwhqdgHn8Squ0+11JWKsmOnyEGHgWPSD3yxJmnH89Omhg47i36ZQSK24/hukFOY2qg1tuwuZQiyWyQ8U1qNuVI1Xe8eNG7e31HO+0bm7ZQTQhDKhqqeqcmu6svn46gdbnjlpktr3Ly8uxW36rKUFFQ6TjGI8uaPddBoHOXcGA1YFA/iM+o58KQsiirTrVROtezDwyRxQ0fcvZUlI0sV3DLcz4QJeXnS3/vz2a9GQuWhZ0/qOAs1V26Dy5jM79zhTiXNYHW6fNm3aEfk8UvnyIvBbtclnTBL0vKb4d5ecvOALmhArkMnRUN8bOl3Ch7qhMTiF8o/yAPxfCk7JwCMGsSZUOzxh/how0ebY2zU1u0yoRL5iocyvHpHknBQLl/ylw4HinacvOGS9sw02BjJTyBfWX3Rlk5o4ZVmqsq4yhRtLJW0t/iNWDqMVHR0dtTU1NZXx3nh9T/rX5On++sHdtMCm3z+UmS3u3J9Ruzq3z9HKtaimTyrgXnu2xcRcipxxOfkaF+z8M0uslODR5SBViXE10eHOWjj0Xn7mGb32QdaaH5ps9ef3lMtXZE45yXxWM5nMtilTphzm+5WyG8YhhayMkhiTBJ2clHxl+advvld954sfwAcvk+5QNfiApW2ebsSplRxmCeKG1QD1XN/QoLoOpOnTyl1sYQQf7Ci1S9dpckaXo1AQffYfbIfUKZdd144UMh5oydm7lZWVT7/mP0YZrwueeeaZKq3SqDMlfvD3pq5XFZpXP7C7GZceaH2KrtPEO/doundCbISTkkxOYlaUQuKTZrzipCBioCJibuZQ5DySBTh8B2T8gf3cus+sxhoIhwuXTU9NnXdVClfwZ7avr68jmUwG49BLQJPzULuUMQyMSYIGFsyOf/6G65ee/4/fUsft2R+c/sADRgB/Ol1UexsCFs5IRafTjnj5JxRvk03Ks8C3gwk3c+pl11lFG0sXrG+GET9YIcZl/SHepT/Eu/zn9LN3y3hjsW3bNjNlNDut+fiK1c24HI8XGlbf38nVDOqBdeuIeDPpzPGZzO7jC6LIhxZ07cKuxEjJme5jiRnBTVICSDL2iXnAWmvyWmk9sOAw9e7BoFfPHoMdDasBqnntosswPifWri+nzOP1r1nYWAX5HvmZZfyx50WPVozZv3YikXi5Ys4VF9zwWXXvLx7Y7QoZW/UHc81jj0SuEjNYUcNz1qdrIN8ufWq64QyyGwobQLwfWL5cVddVr8X+WvkerKqqejHywSJQ/hC/cdBEEbvrrruILa688solvYd667s7H67/BWwGhW5EtRhWAy5/69Zbz6brIgi1MES1Jd/n1ZCxew4lZwkGFoZvZQBSAdNahiVrWdafozp+EyKlP78FjKcyz6PWU935rJNSWgW0n3rpcnXKvOq1uK2/v3+n/q6M2rS2MgbHmGYSTZrPT5v//pM+PKf/HP3FpbKj92dyiz+24uPv5X1YZcjFjE9ccUXqI3/9yU8jiYxH/AxVzVDGm4eDLx2szx355ZJd6hLENS2eHtME/MCultYdbc1XvffDE79+442nYj/9c8jHYhWcyWWoQgdI2p+SfIci7JHAX9CTl+XkFihfVFgUlEkBLDExZc2Kz9ysTp2fWEv3D1L0IBrcHD2/7pxRFgtjG6Pu3SvECotGeh/9IXxM/8A/VTupVi074/S1q9Y9dR7fLuuhLUmnKioqVtn7vh4vu4xhIpfLzdR/8xP7DvbV3/3DH7hysphpH27Zsz/TjJxvYwl8/TU9lyRnLjFDN2jLnFnDti2iLA66XkzXLoiOUHrdMtjfwyxz1uZGVM1riqnNHcbf1ZdTNRNrUvl8Pj1aRzCV8eZi1LFTTMWiu05GgPf+5bVX/emKj/+b/gIs0g+IOstUoiGRwm1Y7NDqY+jxx2WMCN37us/evlepxvjq+l+s6jAeb6HQok+5m/Xpt3ryqcftwhtlmA5hwr9+Ld4g14ZEvWqoNx+rQuTYhjBkYFQukXVVFvCP5VxLEHHCLg6LTjZYYQfh9/7pdStUTUNNO3ddZrPZDatXr6bPnhxRtcSrxhmNw0vLODYYdQT9esAmm33kq1/9atyf01b+8I8cT288dAYWkjbvHlgyvfLh+n/817Xn79l/UHW0ty/F7dZHrcHp+lAAydmcPFfZ4CPqOolS9yu1L1AtiFV6wy6bhQOltPKd0dhiWolFtCmshxWfuXndogV8bKlZg2r3QqEGk7HT+sxgQ0dHR+a2227rKzUbEEl65RFVZYwEo5Kg5YzB14LBhmiWQQtIb+872IfchuZfPrgbHj6aKJaaWwst65/f3EzB57neyBouR352mzvTQIQx21bMlQlMhtxujH1MJ5wdRGBbkaV1IImcu+b4sSXJSrLm+3PwVG08yJ9OCJ8ZyvcvLr5QXbRsOpc6pvSd2jGmat5UtdZ2Xqb279/v5tU1NdV6Hfb6QGFjWsaNG0djqvRnbtC/eRlljASjkqDLePXYt2/f+Jf2jaOqFh4HhMsYCdS6Y4vSyrd5dycF6AB1PHkiCky4MtuBCZGv84F9zPXmvlylABJHvVeVMqTNhMt5EfhXRfcxJGwIPVDb9P+0eZ3ZhKlOp7Aom/6HZMPQqCo7pkoj9f7ly1P0N1Ax8nrzA/lUb2UvXefHmcqGCpxtvVU72MoYHRi1BI340FIhSG9F8CggXI5XxJbECoX6Zx9aWb9u+1bj98aUzektVK5/YfOEofJ0A7INyLmUdSCJmPUt78UEO9xoSt6PlLA+MByl4OfA0wUop6TW1KL7mDa5/gWUQ150eRMpXvvK13YMaOU7Ld7eX20iTaPGVEmUO9jKGAsYtQT9VgHCcqqrq6ccPXxUHd6zeukvV+1ShUKsZd2OLc12l8V79h1sSGcyVZnM7olQtVC8bBNI8sT1OK0/mDlox1thlFW9qosIxRlwHWxJ0cGmQttRkIqYt/G81MWTNd08hawhelRAgGx5PJaDOHac/DYzPWXqF962ackWcKoZWTVh6iWIiVyTnJQkqyGXyxEZjx8/fn/U62os+YrLKGPsYlQT9FhW0RgJpMXppO2vKPXcL+xIIBVr1sxFsvC/Vv9qqd11vP1XNJnCV6VsOfDPKIuBI1AxdSY5xFQgn4j9bbY+ElY3w27A2MZELsggwfgqGwVIJIygJxmaowl365mz5+Fn+weWfzxl9jNlZfF4PFUY0ISsxWxtrLZTzY9+nehiK4+qKuOtiNFI0CFG9ucRHmv07O9p6s/3J3kcUNsepZ59cOXiddvb6gsx5aIiNSasf2FTHdrJo5AYQqkCIw3HAXHjX93gXe4OvIBHxMuvy+RGuZmBcmRVQiT0njWneceZczB7bktKEzCp2zxaiS+5Tp0yvybV19dH1w3WPlxGGWUMjtFI0MeUkdFIkcvk1H233roU21hco59KLW3dsVU9/cLT07SyDLUucEVBVCB6VOYulOkbOUooatGPO+UoJtXaDVDbVvyqluZZUvnuoV1VYe0N15+vpsy7yiyu5fNFY6tKdWCWG4DKKOO1Y9R9izQJPKB/LOVtWByvVUUf7jh8XEVNBTHlps6Bluce/FHzU9u2KK386lt3tNEi2+atKW6kmJXJDBnWFQKsBlQoDLM0d1hB6dLe4NIyBne3yfmFOa9V2SNcRu+Zs+fuP+Wy5Wpeo1JtncjkjWUQFTl3mtqApgoQ8L59+zqipqjAaigTbxllvHkYdd+2dC79/TNmz/3cqv3rhjXKA2Vl49S48bGKWPOhvaua3SigGMYBxVpoFFDbSzM69uxIIqM5J8bFrvndmtBjyQzn4YTk+KVmr3acEBNwNpcLj9LiH3ZILCaYE2yjXb3++faTz0ZpWZd+NUeVOfug8rJTLrtuzaL5tTxFhXyWgYGBbDKZfIWfNypPGqVl5SkqZZQxOjDqCBrK7ao/v/aCddvbXtTKuYrVM5pXLtp01we++q+PLn7nnLkNerte37Y4nc5M0Yp30Ml4UJz+dBNJ1nwbZzcMhSrXXIHKsN6SxAyrQU7JyOZY7UY/CcJ8ML1cLIyiKAKt6uqGzy5tnzrvfSl9EUE5FGuq1e5a/ORxQFGPWY42LaOMsYtRR9DAhOMmbP3nr3/j6s//3Rfu1CRMrxERok889vhdINHWPzxeMsQmCryfT9RRinmwx5RE3GdGDpOtcTTdG1LmkoApQS1IUetXhUJ3XcNE9ZdXfGjNosuW41VlVN6o3kI8n5o7Od5ePckUsWnle6SmpsZ1srnXatvX3urjgMoo448do5KggeSk5L0rPvNPH3ruwR/99IHWdS5Ag4mZiZSrIfqEkpXlYTnh3UqilqD5gbmw/eGDSDcTJtysfZ66hhp1lrEaTFeaGAV06mXLM6fOTyChDP8Oa8Ld9mr/JmWUUcZbC6OWoIHFC8ffc9LU6z7Sur3tto1KVUh1y2TMgy99cgaydrirD5Bttseo0GRtwVyZCJQvSHjhgtP8GmzcmL/hs0tTU+e9D6oWVgOUbxo+L3YYbIRVOaSpjDLKGClGNUED444bd+fNN94UP+ecc27n8B2pisnnzUl7wX+EgHQZuIzN+oamgU9ccUU/JlAQYmZmIEYCzZ1GEaWuqeLQoUOb/dyG8girMsoo443EqCdoYNzkcXf88J7HLvj8pz64HC0VhXRWHcodLNqvqXGWuubiC3ERsjiv/welm1KFQuoDK1a0J+qJcNfy/sMZB8Tkq8n5dfyNyiijjDKGxpggaGDJwnErbvveNRVf+9ffXovtZf/5XtW48SyUeFBFw9xGtbatU6k5U/NraibWhMYBSUi1W67pLaOMMkYz/j9GKNMwmkXVugAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>