View Personality

CKC Lighting IP Blinder DTW4 (CKC Lighting_IP Blinder DTW4.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="IP Blinder DTW4" ShortName="IPBlndDTW4" Company="CKC Lighting" Version="2">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>7d669961-485e-4ba4-b0a0-1f71a149cdb1</Thumbnail>
  <History Date="29-10-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="03-11-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c66d1fcc-b821-406c-9388-8131e650421d" />
  <Control>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Dim_to_Warm" Name="Dim to Warm" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dim to Warm" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="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="Dim_Spd" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="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>
    <AtlaBase ModeID="0f38a707-925b-487f-995b-5bd8946db1b4" />
    <Include>
      <Attribute ID="Dim_to_Warm" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <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="9879f5a6-f74b-4528-80b6-af1a0388d2b3" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="4 DMX m1" Channels="4">
    <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="87fe4e96-4d99-4546-9c76-c8d4d1090f71" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dim_to_Warm" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="DTW cell" X="0" Y="0">
        <AttributeLink SourceId="Dim_to_Warm" TargetId="Dim_to_Warm" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="DTW cell" X="1" Y="0">
        <AttributeLink SourceId="Dim_to_Warm" TargetId="Dim_to_Warm" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="DTW cell" X="0" Y="1">
        <AttributeLink SourceId="Dim_to_Warm" TargetId="Dim_to_Warm" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="DTW cell" X="1" Y="1">
        <AttributeLink SourceId="Dim_to_Warm" TargetId="Dim_to_Warm" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <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="3dee6247-cc56-4204-b24a-2ec8c60a055f" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Dimmer" ChannelOffset="3,4" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="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>
    <AtlaBase ModeID="8ce47147-2740-4eb0-a38b-abcef88682c6" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Dimmer" ChannelOffset="3,4" Wheel="1" />
      <Attribute ID="Dim_Spd" ChannelOffset="5" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9624ebf0-c961-45a2-9121-1b49fa455154" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
      <Attribute ID="Dim_Spd" ChannelOffset="6" Wheel="25" />
    </Include>
  </Mode>
  <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="eea8b76a-6d7d-42e5-9b2d-a2e82ed2ef4e" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Dim_to_Warm" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Dim_Spd" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f9dc8bf9-d597-4ec0-a700-0dee8e6367b0" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="WarmWhite" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_to_Warm" ChannelOffset="9" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="WWA cell" X="0" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="WWA cell" X="1" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="WWA cell" X="0" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="WWA cell" X="1" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="13 DMX" Channels="13">
    <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="c6328442-d7c2-46c1-a409-3158cafe3e00" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="WarmWhite" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_to_Warm" ChannelOffset="9" Wheel="7" />
        <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="11,12" Wheel="4" />
        <Attribute ID="Dim_Spd" ChannelOffset="13" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="WWA cell" X="0" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="WWA cell" X="1" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="WWA cell" X="0" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="WWA cell" X="1" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="DTW cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dim_to_Warm" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="WWA cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch id="7d669961-485e-4ba4-b0a0-1f71a149cdb1">iVBORw0KGgoAAAANSUhEUgAAAWgAAACYCAYAAADJAHN4AAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nOy9CZRkV3Ulet57MY85z0PNo0ojMgIjjJhk44HBYNbqbjfuZv3fMs1vL4M/AiQbaIEAgTBtlv1p2/3/stu/adG/bRrMJBCjxCBZU0lVqjErqyqHyHmKjDne+2efe++LFynR3Wu1S0KZ75RCERnDmzJy33333eeciOd5FEYY/zNx++23v63hWXels9kDTiTiNmrVjYhlFyIR+1yj0XjMc90fFAqFH3z+85+vv9DHGkYY2yEiL/QBhPHzHe95z3sGE6nMPfzwzZW6m3ZiMVrfKBKDsWPbdoftOB382qF4LPZr+XwnXT+2iz73Z58vW547U2/UnyqVSt+plEp/e9ddd02/0OcSRhgvtggBOoxnxW233Zbv6em5o1yt/1al4Y6fP3mC1tbWKJlM0sEjVxEDLhWLG1SrVMjlGRiDNL+WooWFBYoxgEej0aTjOHuj0djeSDTyplxXz5/c+9k/Ybyuzdq2daJSqTywtlL54qc/fdflF/pcwwjj5zlCgA5Dgtmw/YE77vg3tu28K53v2H/q7HlaXl6kaqVKruuSx//isbi817IdsiyLGo0GbWys0+bmJtXqNbBqgmIWTyQonU5TPM732Rx1dXVTLB6L8i7GGMDHmG3/Sroz/em7Pv6Jer1aLzQbtVNk0Y9tom9+7GMf+ynvr/kCX44wwvi5iBCgw6D33n77Z957+/vfNXnxcnx+fo5KDLjNZpOwPmHx67JOYckjeX80GmHwjVO9WhXGXKvX5T1MkanJoL1ZLNL66iqza9f/bNSJUDafF+BOpTPU09NLmWw2ypsb5UFhNBKJvM6JOH/0R3fdTXd/8p4y73+eN3AqHov8uFarfe3OO+985IW8RmGE8UJECNA7OKAvzy8tPVEpV/uWV5aZLVcUqLrMl/nedQHIuFn8zyOznByJRimZSsvr8ioz6mqsQnUG6gZuDNIAeCcSoUatRqVyiRrNBi0vLdLS4oICfgbtSCTK22KwjyUom8vJraOjk7edSkZjsXFm2uPRevTWTCb94U/98Wf5kJqrXtOdbDTqj/F+vjM7O/vVz3/+82sv3BUMI4wrGyFA7+CwI5G3z88v9AGYDWMWcHZd0ZY9T0kWRC4BpIUN83+xaMxozRRjJs2AKlJIrcY3ZtVVuVXk9SqDdJWfj/JnAOcMsNR0myKbQMlYWy3SKrNtsHFsO5FKMsvOUIq32dHVRV2d3ZTKpCmdyVi5fL4zFot32rZ9XSadeee+w1fR3fd8umpbVsFrNk9Va5Uf1yqVr919990h2w5jW0QI0Ds4BCSbSu719D95LOCsb+pFpXDoEPbLzDfC4AuArjGbrjFTNgBdY3CuVWuiSzOgCoBD+jDMWoGzK4y72eCBAc+BcTuOvI4FSMgs83NzMlAAyBOJpGwnlUzSwPAw9fUNyKIlPxdPpdLjlm2PO7Z1azKd+/CHPno3RpnVTDo96TUaj5XLpe9UKpWvfvzjHw/ZdhgvqggBegcHAzC0CwFm/QBPCjAb/Vjp0Ep/xmNmr3Tra19N+XyelpeXqTC/QCsrK7RZKtHGxgZVqi0WDdBuMEjX67gHQCtAhtwBQK4zYCPW1lZlu5BOUtCoGfCTzKSx383NIq3wfmRbGw0G7iLvd4lO2ScoGouqhUj+TL6jg5hhU0dHF0DbisfjnRub5c5oJHpdPBF7Z743T5+49zNVt94s2LZ3igeLB0vV6lfv/shHHn9BfwlhhPHfiRCgd3iYPCWTsGRYsy934N5ikPa0xMFY3dfXSx/50B9Fjhw5sjebzb4skUi8fu/Y8OujsXjPiZMn6eTJy7TEoG3bloAswBc3x4kIo8ZjZryiV6czGert65d94znIIuaG2Fhfo9mZGZorzDJI14W96yMWtg3WDuDHwiTeg8VLsG0AfSaTFdYNC2CC2Taz/bjDTJvZ/zgD+62ZTP6ue//d57xqpbzarNcnbct6jLf1nVlm258P2XYYPwcRAvTODltoswFpI3JorVmBthd8i/7Zo/vuu6/5+7//+2sTFy68fWpq6ubZ2dkMJAtXLwAKSDI4MniL7S4uwMxwbUVEypibK9DTx58UkO3u6aXrbngJdXZ18eu2fF6AmG+9fQO0e+9+n80DkNfX1kRGqTMrB/sGY3ccWyQU23aYWcdERy+VNonBl9btVXkdfu2Io2QZDBRRvmfMtvh4Ovm1Tj7W6yKRyDsHsx109yc/VeXzKXhe81TEsh4slUpfvfvuu0O2HcbzGiFA7+RwfSxW4bXdqcdahBbAxHtdT/TjG2+8MfqyV9x8/vSZs+nZ2RkBTNBrODfAYg3R9YJb0xIK7k8+dVwkEbx/YX6OLk5OCEAb14i6gVUzAydHwFoBf4KQsahfVmycn3eZRUNqgXbte7MZuIW9MzA7msXX+VZm0JZBQB+OzeAdjTBrj8e0sySKASYOJ0mMb3yMt6YSmbs+/qnPeFHHWmHmf6HeqD/hNhqhkySMKxohQO/g8Cz+F1gQNOxYXtM/K32aqI1D82tveMMb3uFakTTYsM2sl3Dz9eqtO/LaPk+WRwNDw7RRLGq7XYSy2RwZu7U+AgZmBnwkxdiWACxps5/IJgKqEQFUvA5tOxZPyDaiUYfqtbpY+gqzszQzPUVNHlTArPEZHLO5SdSJym5JFi0rDN7lcln0cQA65BHo2+lUGr5tK5PLdaVTma5oNHJDKp16595DR+iee/+46nluoVmvn6rWqg/WoW2HbDuMf4QIAXqHh7LOGZA2jFdpzeZuywfkLhqP7603VZq3ZWs2KrJE662KRVv+frDwCIud1bTpwKFDIm1AohgcHKK+/gH1Pv2JCOSISFSeQSLMJoMm5A14rwHosN51MJPOd+Qpn8tRAm4SBuWV1RWx7UG+GNu9l/YfOMQ/r9B3H/gWTV6YENAFUIPlwy6IhUYANaQVzAwAzqVSSe6xMAn3idHnDYOHZbCjs4P6BwYpl++A1h1n8Ga2HYe+fWs2m7/rQx/7uBe1rRXbsi54zeYTlXrtW7NTU1/7y7/8y40r9bsMY/tFCNA7O2zy2TO1QNrXoDUet5IIyfBqBsSRRrnG7NnyNWOzHQAdwA0fhN1uUzPcZlN5n/E6Ngx548DhI9TT2yf6tDxnR0RiwPbg2ACAF9fXRU+WjEQGbbBtAO2mgySXKLNbZrm9PZROp2h8bIQKc/N0eWqKgb0hx4ukGjBhfG6uUPBlF8OiIxFlGcQipbhLeEAQcIY3XNLciQy9hyyDy7GyvEQXJibkOGH3Y4AWN0k6k5XBJpfLW8lUqosBvYv3cUM6k37n7gOH6a5PfLIadZxCzHFOlSplYdsfCZ0kYfyMCAF6J4ckpBg7nRu4aXudZdQJBU6etuRJQkk8ObhZqcvzWHhToFynCjNPSXQJZCOabSKEa1skjo6evj4BRtG4SdnsALwA45WlRVpcWBA9GUAJiaG7t5cZc6cw51xHB+XzOcpmMpRhYFTg78njQ/v3UU9XF508c4a3VSakr0+cPyesN5PL+v5vc19BBiWA2G2du9Hezf8t/bMv1uA05LrYAuhg3djO1OXLdPzxx0RKSWrAxsCQZQDv7O6GXMJsOzeeiCfGk8nErblcx12f/uznvEp5c4UP4IJN9AQPDt+aCtl2GBQC9I4O+KANOLtNkz0YkDpMLQ717q0+6V6wW7wOt0a1pooq1RsASiNp6O3hCSLl0HCUlW54ZISOXX0tJRnA8DykEgDcyvIiLczP0+rKitjnwEx7e/rEjgfLHHzPTNupDIdGtcLgOy+gHuNtgkF35PM0PDRE3d1ddO2xo/TUiWdoRWQJJWUgA1KOzYCx67YdJxi+JNMg4zHA+P2Bi8wF0QunlktRTy2MQpaB3Q+JN3VcRAZtOEuKzLoLlppZYGBCSjvOC6CN+1y+w0ql0l0M2l2pdOqGWDz2zl37DtInPn1vtVKuzEQc61TTdX9UDZ0kOy5CgN7h0WK7xvcsz7Zb7XxdWb2vwQA0t7DYAacEApouwAaAhbTxhtOQ90C/rUPqsNRinx2NCEDuGt9N+w8dErsbJBK8b53BfmGuICVLAbyw6Q0ODUvaN4AV4MzMUz5D+hg8negCVg7NeG19nWYLc3TqzFmRPfbs3kX79+5hlp2myetvoMLsjDBdk80YBGrSA0rb8/oxFhib+nzks3yPa2ayMPFeLCRiIXO+UOBBSFn9IHmAPSOBBpmXZd439PFIxJHHGGQW5uZEw8d+oLljIIqL/S8hbDuVye7mc9nN5/8rsVjyro/d82nPazZWmGVP8gE+ySPsg3Nzc/81dJJszwgBegcHA6ptNOcWew5o0oFVQs/M6z0ST3E+k/oKs79/febUM/K6ADDfIFNAW07Kz5ZIA05ELfgJyDLgDgwOCtvERqvVMq0uL4ucgcU8ACDAvr9/QEAKC3KQM8A0zf5VeRBXgNMVnZjZrGOJmwTuDjByOESOP32CLl2+TId5MLj11lvp+PEnaWCgnxjQaGZmVmx5qyvLyrWBtPPnAG7Ry+HoECnH8QcbcZAg3Z0ZcYZBdXhsTN4fiyXkumFbmFnkcqqCH64LBi9kQWI7DaS4Myv3syprdbH/YaCqVmvi3wb7xnXDuaMuCa4db8vi68FMO9OVTCSu533/i90HDv+He//4s4vVculffvCDH/zKC/BVCuMKRQjQOzyCmnPwhnKhACNMx/1qo2RSv4ne9773vfv3/+APjvArtxjfMUAG21Nss1XSGcw6Go9KxmBff79fcwNsdmlJSRrlckmkCtSOHhgYEGBC9l9nd492c6j9Y/GuyPtDZTzU7CiXyrIQ2WSgQxlUaL4A9w7eDhYHV1bX6KcP/wP19/XSm9/0ZnIsb+WZZ0599aojRwYikcgADwC99Xqts7hZjk3PTNO5c2fp4uQkA/eq1BIBeIrXWi8owsVhUtGTiZTKXEwmVOILg3BHZxc9c+JpKhRmhf33DQxSL5+zScAZHB7R113NWDCCJXm2UKmUGJzX5TosLS5KHRJcV8g+uLZg/yZwPeLxmLhQoGsPj4zS6K7dPa/5pZvv45dTz9d3J4wrHyFA7+BoadDtNwDt3Ows/fIb3kDrzESh8/pKtGKV3u23335zJBp/FZ4Di2xoDzFqbhjdFoAEVh1jMBHQZCZMUje6IQkli4sLwigBunBn5HgwGGGwkSp5DIQAO1v8z56wSbDdEh+PK0w1Tp1dMcrnldMCejEWKFfXVujJxx+TYx0eHaU9+w5QmhnoDAPmd77/A3rFy27qXF9fe+oP/uAPfjt4LT7wgQ/k+/v7/+mRgwf+t8szhWu/9a379SBQFHaNQQrM2TEzA/yzAmWytT69ubFBF86fE3aP47l8cZIHh34iW49yOkEGjhE7otLgYU9MprM8GHYK8ELiqcuCa4mmp6dkG5MXLsg5KlugrY/J45nAtGRlYt89b31L8vn67oTx/EQI0Ds9Am4FE6oKXYx+67d+i7705S8zAMwrbNFLhgAHnrN/dmNtQzQHKTnK03hpf2XXJIMPjFFJGxHqYhY8wEwSMgE+u1naVJLGyoquG61AHJozZBAw1VxHpwIv3iNKkQKcXVcBVA2ZgOvrlGnWKcrPFfk9605U2O1geliaAaDA0uTEeWbnBTpy1dXMZIcYvNfouz/4Id30Czd+8p577lnhWcBfmHPWle7+7L0f/OA39u3ed76TBwcMItJRBjMCyCi28XlvcYcHgBfH38OAvCjtv+I8yHTq96jrjHcZe58lgw/5zDzL7B+yCAaAcrkidbSR5h5lQL508QJ954EHaJEHDaWP60EQRabghPHUTOUjH/mI/aEPfci9At+UMF6ACAF6B4ereJ3v2jD/8EefY2CBlgyd1oR5L1jx7vHxLDNNeR66L6bpYNFmYQ2aqySUMOAMDQ8JCAH4i5tFAa91Bli1MKY8yEj66GJgBUOF5gpXB/aH/oel4oYAUqSySsd6bDpytIN29QxSZzJGTpPZeHGTzp2bpOPnJ+mn87yfdA/19fXJwh0Y6E8eeoj2HzhA+w8dleP98cOP0E03vuTfM0jPM0j/t+A16UgmbwRYimMkERedud7AsQS7cHm+Pm0WQnHeOH8c95GrjombA/sH0JtsTFwDzBSgP0PegSaNQGEneKm7OjtocKCfZxJZed/y6ipNz8zKvn7pVa+mjY0iffvb91OV92fzrEUxcZMR2Vo7CGP7RAjQOzncANEyyYOSLGLTBgPoV778FVpYWFQvIqeFTAcVi9512786fNdHP4amr4PQSTEtN8BsiiNJ8kYmrUGpIZrx0tISFRlosLOIThKBlDEyNq7KjSZTMgBgR7VqmcqlIrm1Mh2KLNGvvqyb9uzpp2Q+TU4qTjazblmF5OMZ/8W99Kq1FZp69Bn60g/O0A+WEuTkhvn9e6lQKNDpU8/IMV51zfVyug8/+pj1ipte+l+ZcR5ixnnOXIZoNDpq7HhgwDg+cXLIQl5NZAsUa/Ivm3F4aEserg8GmT379tEu3rdjK8Yc5W3hvZgJLOMa8LWAlS+dzYhkgWuO15E1iecz+RT19vB1GRygM+cnpJ0YvNyOLvikSLulZST1u8HvIWTP2ytCgN7B4fFft1+Dg4zFTkBKsuEee+JxP7HEpBUKG+SHb3vb22LrxU1UN6J6tSb2MenyzWCFBTUwZ1jGsGkAGDLwoDeDOQLgpSZGRNnuRkbGBNQNm8ZhwMoGd4VdWadbOtbpNdf3UedQN8UYuJwEf20daNxlddzSY9ZlQHZo/JZj9K7rdtFrf/oYfe6B0zTj7aXh4WFhwhcuXBAgPHL1dVTkzz359Ann2NXXPMQgPegDm23HNnUGo1S+i8YEmFHvuqHBU5wdpBf51JXU9UJUFmTfwACz9cOKNUegGUdlYXNpfp7m5wu0uakWRAeGhmhwcJh6enuFsTd4u8iCnJ0tUILZ+wDPAvr7++jgvr00v7gobhAcj8+ULcuXnvCPATqk0NssQoDeyeFnzgVz5hQzgybc5oHW2qssIjLgju3a9ZlKtSZtvuPaxQA3hRN1BFxgL1M1nT0BZWjC8P4KO2WQUR1ZlIWss7tLgFPAh1TFvGq5RNHaBr22f4NedqSbukcBzlmy4o4kh1gWg7LXUEkwnr6Jp4/BvztOR15/A90x8BR99u/P0/nSXga7AVnAPHv2rEgKew4cFm29r7e3j+NPebe/i3OZn593vvKVv5fjHd+9WwAXAw309aquYS1p6426AkdT61oPNgODQ3T02DXi47b5OSwWLs/N0OzMtGwTGjzqVA8Nj4gEgmuNgQjWull3xrc74vmneLtx3n93TzcdO3qE3vjmN9P/+zd/IwuDW+t34/dTq1ZD9rzNIgTonR32cz3ZImiWDxb6FZ9Jd3X1vHxpZVV+jPCUPskgXa9VhQlCwwVY4WPQS9dW18ThIdJHXMkGaqEsIouHAGYsFALsRE5o1KhZr9CrOtfoFVf3UH64l6L5DFkxW8CZvBp5zTrfN0G1+biapFfJIIgLu7ZTERq/6Vp6f69Nn/yPZ2hi4wAz9WFZwDx54mnK5Tupj9nrM6dO0atf+Yr//c477/zwRz/60bmo41RxDJJ44qj6HDgXHLtICXwv1fQs1TzXaO3wbGdzCnjxXqklUizS0uK8gDPcIDjn7m7o4/2ysKo+H2tLuglmXtrarbF5uSxa9ACz6d9869vo/m9+Q+yAkq6uf2FInKnVaiFAb7MIAXqHhyw0WaZvd6AqkmkS62eq6Dtxatje2srSKwb7Bxf4qbhZBAPoRANTcFkMYyaM9ldSvD+ZFNBTNZoVY0aWnSR/8PMiGYjNr0K77WV65dEc5QZ7KJplcI7YGpABzOoGULMszAKaUu1UUFM8y57ceKPUf+hquv1flOnD/9c5WmpeTaNjY1SulOjUieOU7xSFhk6cPmPv2bPn/+aHv8rHWdm9Z6+AJhg/QBAzg4Zf2Y6ErYMZk17kQ9bgwUOHGUAHRNKAF3xtdYUKDMywEuLzmJF0dnaK3RAzC2QYJrUEZJoLQJ+G/1wx6oqAfCadlSQY1CCZmp6Rqn2vfu3r5HeG2QAB3Mky9sUQoLdZhAC9syOYxE2tND3ynQde2+vqEV74xCc+sfG+D3wQK4jDpU0UCqoK04QEAPkCIG1KdmYyaZnyg2mqriq2aLZg2wB1KVcqi2RIn25QrFmlm4c9ynTnyUFvQikH6oqkoW6aMWvbmxQtgpGBv81W1MXqo/pZe4/79h6j33ljkT71NxOU7j8quu/E+bM0O3WRxvcepGkGvqOHbvnl973vfWl4tQ8cPEiPPfqYnD8GEyzoIVkE59bQTNfWC5xRkSCY5efycoUA4msMsjMiaSzJ4mEMFffSGQbnQXGGSHW9dFqlrEua+wpVyhVJtoGbA3IR9oX9zs0X6CK81AP9tO/gYfJ4PxcvT9FNL3+FyCJ4zdfC3dDGsd0iBOgdHt5z/mDAucWg/UL8rica7AfvvPNuy44MmwUyVaHOUdN1T7Fn1G+WUpzMFG27VTfaADRAWwolBUuVNmq0P7pGu0ezFMkkGQgtBcioe4F7GwBsi95sW0pDR5q3AHLUETD35HVsrakKPjFAXv/Sg/T6E4/S/ScK1N3dJ26S88xA+4dGBDDPnp+wx8bGPnL69NmpHz70oDDYAwcOCRCnpFoeM2qt94qTQvdN7OnuobHRcWUj5JkCsv+QRbgGpwfkn2hEHC2DQ0Oit2NASjFYi7+brw9KqdaZ0eeoQhm7SnG3QZVGnRbKfH4o/sTMGdbEqanLzMh5ILnqGI3u3kuFuQW67oYbZXEWKfIkxZhCgN5uEQL0Dg7p6k2mpCi11X0mMrKHesEz3l+xnCGtOvHPi2ur8j4s9oF5wttsNgZwhi4LcI7ItN8LSCaqCW2KX4NUELNtX9tOeFW6sa9JiXxaZBDIF1LQicHYBkMGO45a/qAgjVwgaQCUI6Y1FumFQ94mHB58i6Y76Ndf10ffe4QZZxZSQz+dO3uapiYnaN/hozQ1PU3XX33Vb2emp/8tpAgl5ahtQYqBrm6OXmnpqps4HBhg2TjfFQbLxfk5BlRduxpyDgN3nrcHjzcYN+pSYyuQTMoM5pnyAr1iyKVr9vVQV3eat+uQW67S0rkZevDxs/TNpSg10yO0f/8BZvrTzOz/QSSjfYeOyDVAL8cHf/A9PVA995pCGC/eCAF6x0dwEbAlZbTqN1NgoVCBqKRiR6x3Hzpw4O+ehBWPX0LmG6brps4GwAgABubsCli2bx8hLo+Azg3ttssqUX+3ajDLw4FIHha6ikcYLGPMkOP8lY2R1ptJXBuWY342x6hdHWDdcHtQQ0B6YNcAvfFlBfq7x2cplx2hVCojEsHo7n1ynOVqHY6Om3bt3iNFjODXFtlF1ytx/EXMBkXSjhR1UtmRNRmcUHe6onVpx1azBIA0JBXo1AB66Z/ILLlWLtJut0BvuiFGQ6M94u2OMDjLjCEfpVzPAI0fzdAtxy/Qn/zoDD1VHqHR0VHxTD/15BOi9Y/v28+DHBYmh/U+nefoNxbGizlCgN7ZIYyrZdl69hu2PqWL/Hh33HHHl27/wAcm+Ik9WAQzwGSKAEHaUJ5m/tdsZblJcgUDV8yJqfdrx4LKOHdpLFEVp4c8w1N94fioWRGLk5VkQE/y5yINDc6eupd2hWYxs6nAWdwdDbWgSPpx1KFXvSxLX//JAlFuSNKwp6cu0eryIiWSIzQ1M0Nv/rVf/WeFxWV68oknKJlQPQ6hKSNxx9I9ClPphGLCvE9JwNlUC3xwXEiPRtjuULMDVf86O6QZriPOFdWcwK1V6JA1S79+LYP33h6KZRJSl8OyG3z4Vd5uHa5mHozqNHxNH70/Y9HnvjtJP1qpS3swaM9PPvGo6NgovrR3/0E+j8sYFEIGvc0iBOgwnqPxYCtaleyITH1oJGq8//13vNWznd14EX0GTZsshOiuaOBqSnb6HVUUOGMmDvAi3cHFNKW1eDuD2Qa/FheAdWvMnm1M3Zl5JhMMzsygE8ysHeXW8ECdLZXmLInr1ORtgTErkCOroW6kFxd5+z2jXXTT+EV6YGFNKvVBflmYm5VaHcvLK/S9H/6QvvKlv5NjPnToiDB5SSJhNg4ZBwWdsPCHwQcOj41ySZJwcE1UN3NbEXldKAoJP6oEqyqv6vF5jVsL9JZjRL3j3RTP8blFXKWtuzU0CeMPo4oen0OjJufUuTdD/ybSS6X75+iJVVuY9Fne74knH6d8voPSfEzju3YjWzEE6G0WIUDv4BANus280d6fsBWtvt54HunIXsT+09XlVcvyX1eSBD4GcMYLTV3QxzQEkLRkz/KXHZGVZ9u+9kFRBtKx3Z3MKG2ykITSUIt8dizCwMyfgKEP7NkBL7e1XKISVpQXGmy5ivL92u1hvNJa7mg0pXbFjVfb9N2/X6NkR04WALFgKLIM7wuaORb05Aj1oibcKQBm3JT9UGUSVqoVSf2WVG4tXwQDgI3yqYbY4nhjjTK9eqRIPcN5iqWREdkUt4llN+WxB493A+Bc5vuaDGJYBO3c30G/79bpPV9aoM1mhkYYpM+dPUsXJ87RwauuFhtjKpUMAXqbRQjQOzgspONZ5HcU2VqwX79HvRbQoMEec8nE/9Oxa9ftp0+dJB/lSRXzB6CBZZoaFgrQTHlORwAb0CeV7KTQjzqGTDpGgy85Rk6xQPWlaXIrZUXhI8yoowzYkSqEVr1gqZkx1f17S57j94B9YnGwyT/XUdSDj4FvVOFbzaPeGAOnVaR5yxP72/LiHFUrJWG6hcIc7dt/gMqVisgaJrMPx4mMSAS0c0gbkDQkRd1R9kHzXtKLqWDoKJvqd0jn546mlmnXYJSiSFeHlOFoXR2zAlwmDCZodms3BLBlUMMlilk0eFUfvWt9jj727XnK94xTJ4P/hYnzNLZnr3RpwWDz9re/3bnvvvuClZ3CeBFHCNA7OOxIZMmUvNxauL9V5thTnTxycXQAACAASURBVLsDn4Mr7o477nj/nX/04X/JP/a29F9STBJg5Zp+fp4GaOUpBnCpZquBvoDg3vxe6LqJPa+mSG2GnAsPUm3hMtkpZpAJODTU1F95oLVkwfcWANpr3Yv2rNkygFk+Uub9VDz/lsvEKNNco2X+DLRyWAJRfS6dzUtJUgAsLHg9vT3KD87nhxKmpuOLpLszOKNwf0IAWLFq1dfR9duIAaBt0wWGzzfOjP6qriKDc5yfaogjxQZQJ6PC7D1d0hS6uxV15FQtVbJO3yy68SWd9JLTS/To3Io4UdDRZnbqEiUPHOZjX6cbbrjh1/gTbRX6wnjxRgjQOzgSsdi3u7u6aGZ21teWTRNVhJmyC3uW1zwftN/znvcMJtLZriB4W5bSn1tadaujt1j2TGF7/ZrUWdZ9/WQBLpEiJz5OTqqPYvvTFDsKlrnM7LfAgHuSgfc8f74iOq1lZA0jYcjCICoz8T1KUjR4P2Xc+OkS32/yPdYxGxZF6jZ1ejWaalR1Srot/QFxdrgWTz/5uPJqk6oUh3R06MyyCMg/q3ZWacmCtLTkIRXtcDyuJYeBxBpkTgKwbT3g9UWKNNrFAxX82jFHfM5WNk0EBs2M2cJ5oEJfmgclL6JmALhouERYaOX7VCxFb391lR7+D0uU6d0lKemoez00uosef+IJGh3o+y0KAXrbRAjQOzg+9alPnbzzD//w/PLS8t6Nas33OQd1aMt4lE2qiifFjxhK7P+8vLziWKZYvaWEDltLIUan9eUTS7upTe1p19UsW3f85n/oJgIJxLPj5OSOEYmmzcw4usrT/n3krtzDTy2RkjQ0IOv0cAFm4HUdbJmEKTdL/PI672ODzwvqRBXatiOvdXroDF6lCArkRyJUqyoXChYN+wcGSKwhOgUedUSQim0GF5RJxYIh7tUgZPmlP009f1NrBK/buinsaKJEUSx28iDmpDMMznkGY76PgjWXtGYOcI6qx0hrB0hjNtBQgw41LTqwP0JXjcfozFJJpYBfukhrK0vSOebwgf2vfj6/Q2Fc2QgBeofHyvLyjddff93s97///XirWaoCU9LM2UXtDKvFnplJ1rs6O6lcq7YcILqkmmLdz20L8UubCp5qh0ezxbBVAreWMKwcGd2aqJMBjEErsodobYJ8r7MmzmCXIkXXID/zFpg5NzZdaqwxs131BKC9Mm+roWozgxtnxb/cEJBFvWrUzBirVkXLRflTHB9StXE94PH2jJ2Fb3BOIB3bLzuqr5vctMTh+J5n3cCA6e9YtilZjXYqSXYuxwDdQRbkDgcHD9thQl87zEL4ZFxHnB1oWisLnBqkkz05ev1L6nTyyxuUyfbKIDo3M0W9A0OovDeAlPV77rln80p9Z8J4/iIE6B0ef/qnf7rywTvu+M/xeOId9c2i72P2fOmi5bIwTrpmo1H/8If+8JYPfeSuFX5XTrFoxYxFow0UXDJbsDTAybZtJW+o96uSodBgNyt1cX44Ujp0y4Fifp8YJio7OkPQUsCMrcsapG4nANyu8/YrDNDFJjU2wKL5lZJFdlOlhDOJppinZF1xaOTzYrWrlsuUYEZ9YfKCNLIdH9+l/dmtGQWAOS3tvRQg4/ibumi/VJfTz+vRTBXxR3IP7zOXjYi04WSYtec6YPMgL+LpvjZY/Iz6+yItkxDcHZbufSPXxJWqftfusykXrVDDJmlgu7CwQI16je+XaGhoCP0WP38lvi9hPL8RAnQYjHXWXzHovGMDraUC9TiUNU5lz2GRCwEwrjcaDQYh9wN3/KGmuC00laaxcVdnbuskFMM+9XZMFxLJ0iP1GJ5h1L9ogpVHnec4SgYvO0deZlh5hV0lAVgoOwoWXmeGWWVwj3tSMElKgzIge9CjKwBs3m9djIAq6RD1lPyyp45fThSSxFxhVoDbvw6BwSKVSsr5wsUB9g+AFqB2dUp6U1W6E+aMc0RtEMmnaVIc2jODspNO6boh/LqFxc8676UuFju1qllXi55WvWUh9LMjG3K+XSmXhnINmijXZHF1ZWlRkoUK83M0PND3GxQC9LaIEKDDoAtnz/4EjoNZBibSiSWWlivEEme1KtlZqjB87X233/7FlY1i1nS3Nl1XqgywsXpMPm/YpNG0AYDyNmTgAdiwgEZq0S0a9ajEYLO8xACT2fXsgwTddTrJi13P2yvyRiAql9WioVdlksmP4R+u1RkAG2Sn+T7VICdap2qkSc0IH8eGIqRgp0Ucm2eJHRAOjpHhEUqmM1LnQmpUSzYjteqUkK5gJ/WbG7rNVYA1N11fV1f+76Ykt9hNNRuw6xVK9g1RJMfPyaJgWWpaI2PQs+DdbugkFcgdpqwqDzpuQzIxqc7bqbky4Hgll5xKhMYycXpmpSoAvcj7hVUQ9sBsOnPsyn1bwng+IwToMOi+++4rv/HNb5HHPhT7oNquNWjhA/aKX3LsFtO1tAYNgELpTLg5guAsYG/oOVg4A6n4oHkbaCkFu1qFQQi1MUbG9/MBVEkt1DnqHhqt3U9W5AZ+DQANto+FtU2+55u9yUdV4un/BrNUviUr5CSqlIhWyWaQrsca1GCQRpcsr9ykFebSCWayTQbBcrkkHmLj+T52zTU0MzNLmxsb7R5vVOTDAKWbxAaZsqs93wqsdYKOdANXyTa5gVHqfe27KBEpk7vy9wy4TxFWMT3bZD2KVYOUsK41doA+wBmOlIorNzhS3CLfyjYNRXl4a5YpnuzUTpSSdCFPZ7O9/+hfkjBekAgBOgwVfqk571lPGyeG/Mz/evv6srls5he7unt+cvb0aaUFaB0aIIfu3UF5QxRW3RqqSeo9kAYAzHFplVWVzTeYrU+cP08vffmryQHjdRf0FB/C8YqSAKwOdZPEFNg1ygLYnreu7i2+t1aZcK/w4WyQ7W5KfWmbP2vzttw1ZrYMgqUsmtrmaHGzLseIokMIZAf++MHjtL6+RuO797TVJ5HsyIayBZpFwTag1ppzU0sfMgDp8qu2xWDcvECuUyBCof55WOiWVSq6LRkq+qadKdpWB3CGno6FzyYDc32D79f4NX6c4wEN6fEoxGTrcqfSUiudjl+hb0kYz3OEAB2GhAHU9ifJB10TAKjOjs4kg095YWZmghnjIc9rMW4Tdel2EqiSF6jVoTRnWwr6o0Yyfm406mJxuzg1T6vzl6hnmFm0lSSvPssbm2PQKpAVjZLndPIWoAOn+fUU7wMAm2OwziqAdtNi00PpUSvGfD/hkZ3yyGFMdOFraDCTrzZp1UqQG01StbohTo54IqldJU2dBZj3lzjN+blaO0f4rg2djOPLHFrWMc1lzfs3izU+Rx4soszynQRZmSN8uLNq6uGqOiJkLInCmnlbNRRW8qjBrLkOcF5zqQ5XCo9BUHcSfH3FhRJFc9sozUxP0d6Dh2Ukee9735u89957y/84344wXqgIAToMFdZW2wRp3cJqLfJxIGHjU/feS7fccssTF6dn49Lp2m0GNqOSO+R5/TmVDGe3vUekEEnlJmGhNZ6aRzJRWl4r0UPf/y79+tvH1EIZzMx16LXMlhvMjOP8mUg3g3AOzmlS1jQoLjE+XDx2tKsDtS1qKgMxymw75pKdYNDjtyzN1WjZ7iGbBwQkqCTTKambAXDt7uykYl+fdq24mkGrkQVMGaVFISe0ALplrTMOGPwsOrULDVoBb9WNMsNVCS4i2WSv5uM6o0YNzARk0bMhi4CWWfS0XVlctMGUHQwcvF80rK17ogBFYzwridiSvZlIpqhS2pABoVZDlmMK/bymr8RXJYznL0KADkMiqBeTZ4xytt/2yXT4xmNYuv7iz/99HM6HekO5MXyG7Kn3wI4GVwaYpKVLN6uKHMBOi5p2U1wHkEPS0bQAnxRiYjw7ceYivWL2NHX2xNQ2nRR/OK0WAZsrjMkMkhEGNbuDPCupzwBbdgSoCQza43sGRWrCUxyRBBjLsQW3Z2JR2mSQt2s1aWXFMwKRCAC8Rw4fpK6eHpqYmKDlpcW22iRg12iCa66HkTiC9TfM8zXp/t0Qd4osKPLzm+UadXZF1eHaveTFX6qlmw3R0i3R1CvigbYaFalmZ9UaFE3W+ZRQ5a9OVWpQzcMCJF/XlHK/iGTEM5CBwWHtSrFRLyX6fH13wrhyEQJ0GH74wKN/Nm2visyaJSWaFBPO5/P01rf+Jl24cIHu/9a3VO2NZrNNh0ZBIQVUNd/dgCzDptTiUD/DqoYCRJmMkjmgn/JcnZY2qvTEj79Pt9x6kzoIm8HWyZLlVmVBjsrMOmN8H60y6GYVKAuSa4sakjskA09l3qkyHfBg26Ll/nA2QvFMF62sF0W37ent08WbGrSwuEBf//sv80yhKCU8fYmDdJKOJLNE/Q4zwdR4v7YI3leryfmhABPOq1Z1aH11nWi4TzlQbJQZPSSLnaQBWi1+YtGTZwxOiawog3YcC58lisQrZEd5cOAZgcVAzXMUapQ9GXSaPEDCfZLLq07kqGPN+6y+AF+hMP6RIwToMCRQhJ8ZrSULd+gVqJ4VMwFA1NEShbHJZRlUk/y+aqXiW/IiGpQRqH+czqTJ2rSkHZSRARCupextKKaHbL3u7h6KRiIMfhXRU8sNl370xCU6OJ6jof17VKduOyX6s9S+QPZJmYELGBRZ4+fjupsK6llAEuHX6wx4pQrjXV05H6Cm8P35y3U6uZ6n5FCCVlYuqW7b3d0CwNBzX/Hyl9MPf/hDuQZyBYzEoYFXei4GrlsQlM3MAzMKnB8K66PvIhJI6o04nTlXoquuOaIWPyUTBR3NM3xGvSpzEOyZSmrh0y2SZ6uFT8tZkfO0HR4o7TIPcGWyvSqtzfD1dGIy+8D1hRMGmZAoAHX27Nn5K/+tCeNKRwjQYUgAWmoMtmBiKPKj0q9tsR+jDrLyBbeq1h0/fpyOP3VcLGdgiKJ96o4iKEeKiAc+A5A2WXkANYAzSC7AH2U90RkbjFNYJ7PAJWaHD/zgFL2tM06Jrj4Ut2CgSqmdI3Oksc6YxoBWh9QBO5wrLg+LGbRXZyZaY4BjEPc2+OdNVyralWYq9P9d4uPrGqNiscj73aCx8TFJWMEMoLcPx1AvpVLpFAo34ZiDDNoEztcvJBXQqFUxqVbWIc4Nsw1cIxgzzp49z2PHLEVidalpbTGL9kyKt80DAhY6xZ0Ct0pJM2oegCyePcQXRKqx6w5FczzALddpet0jJ5kjdFXHwAUfN2Y65XKpGZYc3R4RAnQYEspqxn/g8UQbGgGIAM5SdF53CsFi2Xe/+z2amrokFi+w302Aa1Nl01WlNVRS5JC09hfbJVsWBb2ATivBID0/X5C2UBEpWlQlJ+VQpd6kE/M2dT1wnF73mkMU6+xBGThxaFiRrEobbzj8+aJaRJTaFTwI8GOq8c98c0sA5wY1pS5Hgx45X6HTtVFKZBK0VGD2HIvS0PAYqczAOt3yS6+kn/7kJ//2qmNXf+LE00/LIp+pZ20Fkm3wCIBuBbqRGw3aXEvE5mZROVTQ4IC3Nbe0SdOXLtOu3b187CVp5UURtM5KqwVPkWr4HC1o6HyeHjrLJPicddcYpyF1sa1YQ8qVXizWpNtLYX5B9Ynk3xO0/8XFxbnn4zsTxpWPEKDDUOFRW/H8VsaKuplkQS0zC2ipTLmmgDGAAozRshTYwUKnptwRymQzygftKGudD8461tfWqVAo0MjIiNKimXEC+DerDfrJJDNxZtKv/MVdFOvoYXBG/eWoWPBUtyt1rNJ9BQkdJtsONaCrHjCbmhWPJp9eob+byzH77BHGjh6Ce/cdkHPGoJJJp6C1X5icnEw98MB3xJkytmu3bB6MOZhwgwGp5lfiM9X7nt2NBgkwyKwEeCIxp8L7eurEJI3vHiLLRVW9TVns9GJ8s7PqnKyI7qaOP01m2NJTAZZCsGm4VOA2idCaG6dC0aVYV1KcKGDqkGh6urtQR+ShK/lVCeP5ixCgw5DwDArrsHQOnRVEZj8RUPUWJL1IhvfC6uU4Vb8yHbRpABs02Hg0Lll4AGsssAmzbKisO7X41qCZmSlm0Z0MlBlh0XBV4MWNapO+dw4uhXP0yhvXKNHdxwwySbrNCI8qaSV5SJ6HJZKMlCm1VclTt1mj2cfm6S9ORmkxO8wk1JXu213dPdTT1y/nVmTA/tW3vZXOnT3zkbGxsWuGeKAAuJpqdZAoHO3yEFMJDzaQb9Duyt3iHw/6wXH+WGBNp9JU4u1B737i5GX6xZdvUFdXhhkyOr0UyWquMjOGHTAjrhTLMhmaOrOQVDYhPNxU5xPkgefRCY8qlKEGHwOu9e7de6Tg1PjYGJ068dSfX4GvSBgvQIQAHYaEYc0KmD1dC1nrveoNuu6z6uwBoEUWYJ3Z8iaK3TNQgVlC1gAQi4tDFsoUgwTLBovGY9w2NtYF+FQ5UxJmffHCBTp05AjZvA9UlksysNXqTdrg3X9vIkLzqzP02mMF6h3pZ1zOwQisOpAIhuGrDHcFM0y7LtXf3FqJTn5/mj77aJTWu0bleFEICXLD7r37JI29WW8g84468rnS8vLy/XxsoxiA0FfRlF5N6LZWjaaqsYErEo3F5ZrBKri1RZjJnsT7VtdWqZcHgrpk+TVodrVKDz9yim699aXMnjMinXiQaRrrDL5wbvDg40RV7REeuGwsGEJvr24izZG8UoNKs0X6+vEKJTMjVJgryOIsBhtb2L3duP3227/9vH+BwrgiEQJ0GBKedJDdmqxiBdcFW8/q4vQVnr5LMXpJOqnIAh+8vyZpHKwT4DY6Ni6dP9DY1CwiQv9dX1tjZokkFFdcGKjJPD01RcPDI6LxgsWiEFCdQbqEhcnFKE091KSXDE3R4VGLujoTTDozTKZxkEh7rov23CxVaG1ynn7ww2n628kMlfr7KQFtdmFeju/A4aOymAbNeLYwQxcnztPpUydT+XzHzMDAgIdFUTSSNT0VS5ubMtAIcAd6EKKfIaIC4NzCpM2VxGdLPGOAlRBSRJTP+0dPTNKxw6M0PDrAf4EZBerQpLHgCa+3pQtUoXEu+ivCkVJeI7e4QY2VTXr4VImm16OU7iBaWlwkPmYBaej9m8XiqSvw9QjjBYoQoMOQML0BTVj+//TPgUxDPALDxeIXFqYAVLZuquq6qtAPEiigOYN1zs5MiySAtO4UA27VqUoxJTy3uroq2Ymm19/FyQtSQL+nt1em7kB7YdIo78nbXnQd+vpEnB6edmkgWaS9fQx+CY9ijieLeqtLGzR5ZpmOz7k05Q1TZCBN0UaTFufnyI44dBDgjCL5fJjLDG4T587J8V2cnJSCSXw+lkgsfL4jY2OmSqqcB2YITUlWqQpQYyaQQ0q4tS4DlDkHuZ76WmFBFYk9yCCEJIL7xbUy/bf7H6d/8qabqKM7LzINtGdqRBiQGaibZQjnjM+qQp9X5eta3uBblZbOFugLP16iVG6PgDP0/pGxXbKvo0cO8yC08M0r+kUJ43mNEKDDUBGoNNcSn4MvaxcD0rThyohElLPDUy2dALbibSYS2UMnePsywOSFC3Tg4EFh0alIWhhpLBoTKQF+ajRkBROF7HH2zGmRF7q6u0WvxqJhhoEQ4kK52hSv71LVocJmnB6daypRRhcpqtczzKWz5HUwaNfqDP6rUuGtr3+Q8p0d4qmGHW55eQmas7SyMrKEWaDEYCMMW0sceIyEG3UhlLZcrZQZpONSLB+eb2jNyErELEJ0ed0CDLG2tkpFsGgeyDAYdUQ66eTkIn3pm4/TW153lLIdObKcmLg6pOWXpKvj99CU8/JEe7ZofWKW/vpHMzTnDlKkWhf3y8jIuK5l7VAHn19xbWX1+fi6hPH8RAjQYfihWLLbxpZ/xht9nVVcDiJrMKwwUAPMTCH8iL4HkOO+oVkwpvlJfg6gh/cCiOPJBC0vLYk/GYkXE+fPYuvSXqrE038wWHQ+gfaN9HKkOkegd2O7kkqNgUM1X3UZQAG0yAzM5zspOZhuOVT4cxgMLpw/T0tLSBix/PohGGjwvt6+PlVTw1XFj2SWQOpno6MjYw/NCeJx1WHFVquTMouQcqQBXRrnPVcoUHx8nDweEBKJuFjrnmQ2HHcsuvWmUWHSVjSuXBx2Urq+yF8n6nHzjGOtsEj/6ZvP0EPLAxTPpKR2N6718Mioam4L3b5SuQLfijBeyAgBOgwJRZotv/OJAengvWlthWcAWgAqsE4s+Kl07pbVrMmAUbcM61RgvrK0LIxzz779lGdGnLATAtIAvQ4GYjBpaL9gnGDY586dpeGhEerq6qIGbGrlMuWgZWtArOsiTVLrQ/cahD6MBbxUytUFmlqDDRJPsEgIsJyfmxXgtJ2IdpeozieO3HtUriiboJzf+pocDwDZaM3YH9j/4NAQ9fT0UDablQVLDCDF4obMGoJ2QlwjDEC9Pb1yfij8j1Jzj5yeo7nVMr3qqm7aP5qheFo1sZUyq1LRzqWZE6fpz//Lk/RUZZwSuaxsB9fi0NGr5PcgWvrslBRJsv6Ho2sYL6YIAToMCfNXDQnDEzuZ95xMGi4O9MpD1iFYKhanwHLhwhAQa6BIEIN1o6qK1VsBhgq2W2zS6WeeoT1791EfM9WkkxTGDNsd5A8w0lw+h2a2DGRrdPHiBZEjBgYHBRDn5wrCHFHLGcwV+zdlrP0ST5buaeWpVGwUbVpbXaWlxQXe1jIz6GVZLMS5tOvGntTgWOaBJMZAOzA8JMeNfSBt29XV7aCtA4ybboMKszPCvPv6+mXQgWxjXColkTx0K1zeT4EHB9HiMxk+lnmeOfTKPs9PN2l6cZMGO+K0fyBB+aTF16VBK/NLdOnyPD1yoUTr8YN8TK5a6OSZwbFrr5MKdvg8mHNhdtZPpQ9j+0QI0GH4ocDZonYzh9UCasvypWlhn/oHAKata3VIUX67QQ1ovaJFq20AxMz7URT/7NnTYlkbHByS7MWmXZcSnWDAYNOwxAGQAazQoScvTEg6OIAZ4Fpm8FuORcVjjM+LtOI4vp6M48Nin0olXxMf8trKikgoRlsWt4RHuoGtOUVLZz/aunmu57tOANBNnUFoLhK2BUYOGyEAN41j0JIOPof9Saq3lCqt0+zMDI2Nj8tsY5UHns7uHtkOFhMvMUO/OF/UzXTV+xuNDNUTMarxNcC20gzu/QODemDyRPde52skVfWuzNcijBcwQoAOQ0LwCs4LImnk2p7ubTIINTBpoLX9Gs+WOC/ADvGehiSy2FL2UupugD37EomuYcHPT05eEBdEvkNlwTlSi6Mu4AR7XVRbx9bX1wVk5+fnhQGjUFM6m6EYAzz8xXJktvJoi4oOIIVOzdsDe8YiIZwXxc3NNm0YjwF4AFLDqNW18GTf4mvh40QSDqVVyrsni6K2DCSm4SwGH+xjs7ghThUsBjrCvJVTZX19QxYj4QvHYHP58mUaHR2VPbnMpDu6umVAKjP4RwIJMeqKq3PLZPPyPgXM5FfMO3n8OA8MXXpdQJ5vFd4O40UfIUCHIWGavxoW3VZngqwtrZ+YZTJIIh0b9ZEX5ud0dqEtGYNwFeT5hixCMFssCmLqD30WWi8cBwAwfFYAFQuHDGa2dAeJ+kWTENB2E8mE3APcyqWysOFN7b6ATgymjcHAuEbAxNEAAG4SR2vFXrWqC/AHAJr3i9ZW5ikfeG1LwA/p67gWcF6IjQ6LoU1VoN84XdSYY0vZT4DxEM8IUKY0nc7qhJ2YPF8sJoQBox4J9jkxUZMFPmxmia8friduqux201xoAeRIzIAy+SnlsDk+/dRxKhRmmIV3kWkwEMb2ihCgw5BgwLQc3TNQlbjwdIH9Vo1nc49bNpf160erFlaWX9zfaM4AYwGpSFSACiAMkAZowu8MBg2A6unppaNXHZPFPzkWZBvq+tCqgwlvL20L2KfSNQbPqq6gp3r/SU/DLfUwsI9sMiuV+SBhABhxTK7X9Bcz5RyDHVMwMEBW0FX5VPGhmLB5kSgItZ1UnWnR6KmV9i5dZPjzU9NT4irZt2+/eJ6Nk0V1PUlScaMoXcRxPBcvTIhcgXKraFCLRUyZOfA+AcyWLsxkuaRTytU1XltdEXDGvaTW+/p7KHJstwgBOgwJZHT7Eof8wasC+552dLRUVxVVyRxsr2hpAMv/yQCHPOWZ/8S5AZtbBZXrGMAWFxZoaWlR5AETtk4ZB0iinnJV1+cA2NV1wkhTd882YGtuxgoHXRg7LxbXVYnQLTMBY/f2tF/Q04cNgFRtudT2oD83GnE/3R0OEiyAmsHK0oOSmXXAKYLjPHDgoMwicNxVADUPWBisEnxOmAGgCzcWDsHQ+/v7Ke90CnBjgBBgl1lFRM841PZhP5ycmJDPB393rfMJXRzbKUKADkOFRmHDCC3X8gFJtbvSljX9HoCzt4Wxma4j5ieV8R1oFK7XH8GioZvOzc2LNIGED6RCq/6FuhCTrgnieKruRZyZpTBc1J9uKJ+z+J/FW60WyDCgCFuFrALdWCfJ1HTRIsghSjrRRx5wfpha1ThASCKQVRAN3fxW0tYZ8KXroaOAFtKNKrcaVRq61Kx29EClpGDDhiHx1GrMyKMVGXRS6ZQMUFWdnIOFRmjtkHJwLWBHjHnwlOPI6lJGNJ1J0YWJ87Lw6Q94ulGAZY4/jG0VIUCHIWFbts5+07Y4MEgi0zfWD1OvIx5XrglpU7U1AlXvzI8ihWDBEC4Inq4fOnIVdffOCwB2dHYyKKVVdxa9kOizUz/n3FLe41SKgUst3ql2U9h20z8u06TWtNSytS6O8wMbZe7ffpBbDjuifdEqKQUdyFvdUvxCUAy6YMFSqS8el5to7HCz8P4h38zMztDFi3Has2efWARtPXBIFTwAc1UBdSPV9O1xZtagFgDVdbV5IMR17usf8DM3KTAIto5dMf4wtleEAB2GhG0rCi0A6emFQtIM06gUPgaqxSvD2qSYHAoeNXWvQQZtWOmgt6qypHoBywtwDOMqUwAAIABJREFUbs1egTWQBAxzVo4Pu002IIs0wKrFReOpBvAqO5ujtG2+h2QS0dmLtnTfbvp1QMzCo7dVrjWgZ2QSo+huqe/sizdtlaP0//TsAG4RpLWjkBSO43L0Eg0MDclxe7YaJJCkgmxC5S6pSAKMq6UZOR/IGo7xaBNlczlxm0xduqhnC55/DQMnYXT4UOLYRhECdBgSqowotW5B10bgfwC5mekpYYkrUvFNZd+1On9r1hzIRgz27Gvfqu6s4le/i4hsIPa1SNR/HYuATQFXY9PTgKn9yJbVYuuq84vSiU3qtgFvSCNtLg7y/EGjHesMUJM/kFiBethbavuZLckNTBp+bVTmM2nspvO2km48LcNEpe8h7IDo74pSpNDaTXq56ypbXyaTo2y+Q2QUALSUaPUXNs31fY7DCmNbRAjQYQDUnF/7jd9oWwQM2uwMFChtlaijq0vkiu6eXu2maKjWTtoeB9BBlh1cFq5eyJN7zyjL/n79biXYtiyiRZWuC1CVes3o4g15RGpptBJlgskixlFhjtUcMFip1OWoN5TLJHCCXpCE+u4PBdjCZlGLw2ofZECdXXQGd13dhbwmn2nC9SEV8FSG4cDgkDB2DDiZdDZgQ1RebdvMAmxVHEnqOPM5wzFiZgsYoES7ZiCXxVr+J1UDLZjwtuhOSpj6X/wWhPHzGCFAh0G/+7u/e+2pMyhOpBbptKlBh+UDhEJoW6xgSNU27Bcih+cqgHN1kSFX9/NTySJV8SXD9ywWOQ3k5gbwhivCODIUa660OTMA3EFt2jbs2XR2MYcbeNB6aPogNluuFLv1XgV3eI+lU8OrAaQPdO523bZBqwXswX3rpVEco2MLSJvUcLxkEncsah8wANxGrrG1zAFwRjo3JI5uZClq7zlmAltOVh43VTGnMFFlG0UI0Ds83v3ud49uVqo/KppSmZ6rvcyeaNEuM+GNYlGST9rDsEvV/dvTXZpsu6XbGmBDjQ1k0TUEsOvy2IC43AfAr/U5vQCoF9A8/T6zbdL6dQucW68pELd9TRdSAzL1RNfVGYYqjbru2/WaerAA+IkXuqEbxvIxNvSCpKez9aQmh67h0da/kS8HOrSIXAMt3FaSDaQKAC4+B116167dciwIdBZHUah6o6bOdatMJIuc6jzAsBsyoyD1+zE71fdhosr2ixCgd3hU640vV2v1GBgwqqwBYLp7VX0I0k47JFZEnIh5yq+voZHiOe1dJllFZe9pxqjBpsWUm8L6PNdowVvsb16rdVRL3jAah3GeUACQdbq3Xz7U9n3K8hibtswcwVBorSF7poeh69fcUNKM67e6cptmVqDkDejBVbHKVQTYRdrBvbb9GV84PlfXA83w0BC98Y2/ISnsSR70ZgsF+sQnPykLnmLR0+eAEIufWX0k8mtS2yYVXP8PlfdwnKEGvf0iBOgdHO94xzvSdixxrYAcYwK8wxGt9RrgBbB1dndTTNeAkLCsdmA2dToAcmbebhYJsWGpaYznVPKLa6QLl9ltgDn7rDhw7++AqG1ffhlUDbxB14ex57VlQRIFFAg9uGjfs6dTt/F+qWXteaKBBwceV+vkhq17vpSjwFxYt9biXQ30xloog5TJXuRP3/fFL/qbxufHx8fNJSMzM7F0OjwkDfii0TIMconR++EDx+IpElvglpF9KqdMKEZvowgBegdHf3//O+eWVsTmhcjlsr7cYMDI0t1SEK160S5ZbcJCwINsWK8P1EQtEmhLM1dfu9Xstq0SW+A1A6CBHfk6tNmrME4D2OZ5n9xrhq0dJs9KsvPfb7c0dr1la8tgo3R4kudl0OHzcCzLz24U/VhkDyPf6AVHCjhYrK1LeZZ//GbRUFqF2QF5Rks0klUIlk0JzbJblhu4QC6cP6e82/+zv/wwXhQRAvQOiN/5nd/pjsXjDzLQDsHuXK/Xi3v27Pv26vp67/kzZ2huriC1NYS5aYap2JxCOpPybZ4xwOCD2hbXmXFQy8u28lUjbA2+jnZKqFUzT9pQ+VpycMHvZ4SvuraBcgucW8zZ9t/sJ3lYWxHfPG21Xm8n7Fp79pQo0r6yRyaBpSXptLR3Ty+gbj0hX6oxi51WK1EoWMvECsg0nqnHgc+6/oXWSTlqFIRrxg7587aKEKB3QFTr9c889uTxQyjZCcsZT5Ozn7j77t/+7ncvr6POMqbmSIQwdYsVY/YESPBHjzrKqXTGd3iYMIuE7fjTWrTSmSwBYtpi2gasbVsVAQoCtPrUzw6r7YFmpdaz71vHuGX/7VvROOvJYKIUgna2awWAvR3/zPRAXRnVwcVryRleu1QTNMeZwcUAtCmV6tf2CJRotZ5lzGjNToygoVwo4hAJSfQ2ihCgd0CUSqVX5vN5Wl9blT9iaJhf+8Y3sECYc/WUHGCCLiBY0Ir39snnDLagnkVCCg89V1ja8RFccmt/XZdb838krwVQliGYQUnjOdHZMHir3QUckDxa7J2eQ07470eQgRtG7VvorGftVR+PreUU5cT2gd7Z6jB5jv2ZnRH5jQzadPTAYmHgrYF9688EtfpwkXDbRQjQOyBq9cYIkkqQ/WdaPD3yyD/QtdddT8PDIwLA0DpR/c2XMgAQTeXl7ezq8pMofmZoQGzzBbdepGcv+OlFN2GOep+Wsor58BMAyNbiXhtHbwdo/eSzoVkNEq0ZgAG0FrAHFwS3atWWf7StMwmCpxk2vMB7MWiBjVtbR6a2MyB/QZO0Dt16ztryOKjptz7vtTakbXYhgd5OEQL0No/bbrttkP/wI0g5jkpvvYr8Ia+uLIsD4MChw+IJvnRxUtwCRkNVLgwFEMKeAwAG2WN5aVG1fwosdJkqdC3rWyvxRWGM5TvzVLRb59qkkOCiXnBRMPCcAsQtljm1kqfBnlrsNyAHtHBSfcbozFvtgi1gDMg0FIBafYytun16ARHXzx94rNYuty50+k4Xqw2U1flb5qI9a8YQXDwNLhZqd0yoQm+jCAF6m0e1Xv8/pfpaIimtotDIFH32ml5Tetl1M3C3nBMUAKn2TDcDIgDvwswUzcxMC/M2IAOfNIBKZcE5BEkFLHN1dUV8xFKy01YF/I0LQZIuBMwMwAc8zAawtjBMP5PQf6+ypAX1WlVQSbWikm7f2m1hPqPOLTCQ+Hq5GVSona3rAYjaLkfg52epH22j0LM1eKKWqyQgz7TvwMdnf9AhCoKzeqFlS/S2ji9hbIMIAXqbR71WuxWdPfDnjBrDnrbIAcTQNdtPCkEYxqn0hef8g0cqcm//AM1MTdHy4qJOw44I+CNZA17q4T176NjVx2hocJC+9rWv0elTpyWVG/UpXvPq19DAQL/UN/5PX/gCLfE2XJ3EYaq8qTZZMQF4ZPthUDHvEZ6qj68NNIOAGNSfMTA4tviaUXAIAJ7NpKifzwE+YmQJwkeM90nnFZ5hYF8YSHA9MOvAc2I91LU2jH0vOAMwg4YaSKhVkU83y5VEGrxZDyAtv7Zymth6cDGfMzY721bp31KQyk/Msf1BzZc2jJUvjG0VIUBv8yiVK7s6e3oFSGtSY0IxNwVajmTClXUBeJk9B7KFjZ/Za9NnbcmAg14NVg5Qlq7eyIJruhSLqx6E3/ja1+nQ4cPiDuljQPY02GX4529/+wG69Zd/mfr6+oyrBFuWz6WSKSlmD1kFiRkoybm6uqyquBFtSWpRx+WaBbnAzU8n91DXA4ugJVUEic/nuqtvoVtf/3o6cfIZyubydP/935T9DPKAsrmxTnMLC9TX0y3+8BQf77mzZ2nq0iWypStKRM0kdCKKeMItX0VXF9Aj8S1HUTOarweq1inA96QOSS6r2oXh+NAEt1wut/R0A976XMUj7aiElagT8d0dpH83pkY1fgdS5yPsqLKtIgTobRy33XZbvtZopOLSNkp1FQkuPqHK2urqqrDZXD6nWKjvuNBTaGrNslWoZ7p7e2l+YV70a3QsaWjWWa3VafLiJUplc7SwtCyWvcGhEb8n4UxhnsZ376WnTjwj/l2Ad09PH3UxINqWkiXI17NbWq/yTbd0Yv9VT9fG8IJFmlyprVGXVOwKD1Jl0dzRsQSDEbTzxx5/jE6dPkOHDh2WVO0LExPUy+fU0dkhAF1hwF7ge6Rbo5ZGHAuo/C+isy0dXY9a1aa2WwxZhynQn0zyYMYzGNQCwSyig6/zm974RqlMh7d/54Hv0Fe//jWfDQedLGD02h9CbqNJm3ycxeKmP0AJy+ZrfvDQEfnZzDLC2D4RAvQ2DgbH30T7JoAxumGXyyV53iy2gZVKPYlIWbIINTSKRm0QWf2sgcMzd54As6rM1pqa+zpwm8vA8x/J/zXYPvXkE9KHEEA3XyjQtdffQB1d3doX3Jr6m6PAF9XyC9o7ZGpvGAAHC29IadG66r7tebokaIoHjnUqzExLunqFtz0zM0sR3lZPd7do8LbuWLK6vkaF0wVaXeP7uXmfodoM6mD0AESANWYPuK6YScQScXmMbWMQgnyBwlOzszPy88joqEg7xqGBfT386BMymAHYbf7sL77yFnXt7dbCYkt3h6wUkw42a6tr9MD93/A7mpssRgx8GJT+xyk+YbzYIgTobRzLKytvyOc7CH/oaJxq+usZ9qlAoVVgqM0iZ+xqltfKtNPaL57AAqEpnWlrrTU4PW8Zw5TLQasQEgDQDWaz8ioGj0qZNhnUOjq7AitjalemDRSYONiireuEGvnF70AiHbtdkSpwrmXenqkljW2X+XhRVQ8sdmZ2lll1SfRd1G4eGhqiSneVTp48SSUeyFydNYhjwb2t9WXZv216Dm5ZKNTHDAnjxFNP0vpGkdl2hAfFTbr+Jb+gJCA9eOFYEGoRM0IdHR0i/0gFPOl6rtLfcY0hQeH8UVzp8qVL1EQ9E70t2/wuteNG//5Cn902ihCgt3Ewq3pJPpOR9N+VlRV/Cmzr2sRSoyLwfgUg/MfuteQNPwJEGA9N+6i2AkVkgNzyHW96yxT0QUAvPXDokAIcBsz+vgHq6elVOjIKK9kqKy8m7pOEgDD2VyoWGUA3RZJoameI6REIYJPHmslaGZs2ixsicwDck4mkdqF4PHCtyvXAZ77whS/w7CEv0sfyyrJIGMEKeH5hfdtuDWT6cgQqiPiDEAYqbMPR7bkcR9dhNRINoRSpLbKSaPeSHq5+J0keQHq6exiw85RhQMbva2lpiS5PTfsV9mzjXDEzFruVct/c0mU9jBd/hAC9jcOORoajDFoAN6RrG5YsgBBgX34d4TZEtrY+Ic+Zwj/KLmdLGrTPeQ3xDSzWkS6+BG0Y+OFZyuHQ29tH+VyHTPNRkF4SYfQ2wDyxAAngBdteX1+T9lo4h+JmUVilqVsNeQFdwSOOapVl6TZX0H3RWADHCMBGY1p4t81hik7dRPNWovW1dZ12bsviHxb42ivjBV0X1DZL0CfsG52hS2NxtFAoyGAxPDLqX3dTeAq1tXFcGGgwiFQ1owZAw7GyWexEISvq6+2l/fv3UWdnB50+c1acJwD2upkJWWYUtLTMEwL0dosQoLdp3HbbbccSiVQEf8QVkRCKStcl3bxVM8Gm67aAWz6pFwoRAXwOlsXHeyslpWeDJaaY7YGpisQgHaurImH4hYOaLvm2PavFugFI111/g3I4EIl8AK1XgJk/szBXoKXFBbHiAaShl8PZAY91NpujPDNNAHkMN2HREQHuSrlMRQY+gJ/arxogjLTgaNcDzgkDGBYHV5lVL/MA4DiW1rgtX0IxFjzpH8jHgHP32XXbYqGWP/gebpXde/b6ZVrBqmFzhBwDEJbzWlqUhUvUlk7wQDM4PMznHhc5AzWnIbfggg309fH+PT6fTdlHWwRUltDFsf0iBOhtGqVS6eWZzm4BmfW1NWZpZXkeGAkWBpYHxoUFrVq1JuBtmLRJXNYlgPxnLK0/A3ghNYAZA8DyuTz2xwBa1T0KlZOiId1Jai3GbpJLdFr5rj17pAgTAlosFtyw7ZXlJVqcn6O5uTkBMCz+JZIJ6uvrp66uLgFwWZhDHz9mo6ZEp/ITOzJgYLs4FnPeAHYAIQaUa6++iq6/7jpaZFYOcH/80cco19EhzV5LPJDNFubkMzJYMMDi2CrlknQ9UQ4RPj+cl1TiayW2mOPAsXYyYzdyCGQaHC+OB4uVs9PTtMznKDVO+LXBoWFm2mPSYDbHswlcm42NDbHfYSGywtvq7+uhX7jxBjp76gQ9/PBPxTmjflfki/vhIuH2ixCgt2kUS6WRaCpDSFKBPABGZsgxGOjQ0AhVmOkmNtYFBGFHI69d1vA5tUUGntv8xkpvtsW/nPASxh5ClujTNQYkyAZaLnAUgAEgIT0cPnJEFgXV4pvqug0dGGx5Yb4g/mAwZnymtw9WvB7f7wtvclRLIsAmcXA0Wudu6dOwBCxTIilA5oAPHO4KSAedDMgXL10Wj/LExITse3zXbhoc6KcCA7RUtdCsGCDqab8zQFZsf030DtRp7pKM4ohcE+fjOnjwEPUNDKo2Vbx9SDpI6ikUphmgZ8WFgesHe+H4rnGx3OEYcb4o/WoaAZiMREeknLj4tP/JP/1ndO2119Bf/9VfidyDcPXvQpoFPA/frTCevwgBeptGd2d3CQCMP9q1tRXVyYRUzYm+/v5WUaRABpzvBBAgt3xd2UjUpq6G56mOI8YNAknDWNuM6wLsOpEIpGVr9gyg2b17ryzMmddcBthVHijgy4a3GmAJgILrYmRkVAAM20ykFNi2tFe9OOe1SpZKZp2ra2Tonod4nONB6dg114p8AA13mlksmtiur2/INvC+jeIGRaIqS8/RbhJX9yM05yX79Mh3WwQXE8G2R0fHpNu5uEvQ4JWZ9nxhkWamp2Rhsl6ri8QyNDwkgAtmDVkDx1qtNHRtZ2oNhPyvadmS0HP+/Hk57gP799O/+t130d/8x7+WWYb+RQq75w2EEsc2ihCgt2n09HRdvDQ9K6wM+q1K5lAkN5fN+ezYsEQVnq9Hq2gvym/6BCKwMOetqWSKpcUl0XjV9lSySUw7KwBiAm4MXt3dPVKQyXRoQWCaj0zBxYUFSZqBnIFjALvetXu3JHgA0KQetW1RawGSRL6Avo5FNknbRodwV9nQMHNA8k0ikRIZAtgFtnzo6FW0trJEM7MF0YdvvvlmSVrxelwB8QI/D4kkWHwfckNTnx92jG7bYu0TH7Kq+wHppae3T5i9qvlBUutkgQecwuyseNBNd/Jdu3bRAIMztOuYNOP1lI8Z2n65LLMZDFJVfU5g0Jlcjjo6OmXAfeL4cUmXB5sGSOtf3c+oJBjGizlCgN6mUSwWv5lOJWShDH/0yoHh6ml3gvyWU1agoar//xYwB0s5G4sdPov6FSbLDtl3stilM/ckLVsXQZIElmiE8gwwQ4NDsn/TMLZcLNPKMoPz4oJo2IapApwPHjyosg+lLkfczxbErcxTe5MRKDxXp5Grnn11WVxD5uDFiZo4RIaZ1QLgpHUtH0+uo5vmZqfp9NOPS5r429/+drp08RJ98xvfkKxD6frCgwIWMVG/w7WbVCvV5Pzq1Zpe6FQZhDgfAPpgYsi/jgDztYVVcXKgWBRYs5Th4PeOjo6Ls8PW7hJzXrL4KDp3Xa5DFOCfTArbh48bmY48Gsq59A8N0SwPJJVyhd7wa79OD//0YWHqYS2O7RchQG/T+NznPrf0rne/e/3SpQu5ZkCgTTPowDHQ9FTfQZONtjVaWd8m3cRUT2tlBJK22BmfMQKgKdvThX4AYpAqRsfHBWyNvlqplmXKD4BWtjmvBc6HD1MK2q3WppUeSwJC5dImNQB4DFZxt0oZ26VMzJOMuzKT3PW6RVE7JVIGmDW8zU8ff0ISUkYY3DCg4NyQOYiB4aGHHqJHHn5YWDLYPNg7jlPZ4pTcgc9IZ2+kXjN7JpO4wueIc4cMg3OUeicMtHCQzM3P0cbamu/XhlbfxTOIsV27JfPP1OIAGNd4UKvz9ei0GzSYrlMXn0+C/zJLjSadW/doKpKW3xtcJhPnz0ljhd1798v1Qz2TY1dfTY8/9qiqJhh2VNlWEQL0No5kIvFAoTD75qZrbG6u+IG1ZbdVNEnbyp6LgbVKYno+e/Y0MJMpEoTiQBFH+5B1xp1OqAD7RVMAFEFqohN2s0qbzH7XmFnCXeJnN1q2yBKHrzom4IrpPwJsFPurMrOtIMW5UaWe+jodSjfpcKdNPV1xynUlKJ6OkpVwGCDr9OhUmX50vkJnFi3ReVG/YuryJWbVK3TwyBHxSKNE6f4Dh8UDjddUsoijK8jpSnJa7oEurGSaiF9VDvdg1/BzpzNpWaiD3LLO4InkEiTV+No4bwcAjpoZ0NFx1cCYse1GpUTZ5iYdyVToYM6j7lyUUhkUWOJjiVrU4PN/5NI6feVMk4+hi7eTpMuXL8sM4tDhozQ/Py/n2KXLxoaxvSIE6G0ciXj8/a+8+ZVv2ixuWPhDvjA5Ke4C12ulSgMYIQ2QyeQ262+eScXQHb6NFK0TT8TepsuALi4t+H34RHuW+hAxqWwH7Rh2Neyzpv3Ya6urMm0HIzX996BRo3kAHCYmIcYsPFYZxKr8/lRpiY7GynSkP0KD3XHq7E9TsidJsY4EOQxodsyWROdfOdSkV76sQg8+uURffGiDXB4cICsUZmfoqccfo0NHj1G+o0OY8REeEKDRb6wrzzQcKSgEhfNtyP7hq64qWxskGGQrRlQiDY4V1kBcA2jMGHDAxMHcPZO8YimvOAaDzq5OeaKm62i7zJp322v0ko469WRsyncmKZ2LUyztUCQBaYgHOf7VvH6cB66jFfrcV+foUkPV97h88SKdOXVSBjQUddq3/4CcTxjbK0KA3sbxsY997Mydd945PDoy/LL+gaEPdvf239DU/QcV9LbqTJDv0AjkEAZJdSttTmmm0Dz1oiJ81ZvMGKWcKankjnjSFQDjQUKBbLUiiRZra6uiiRt3hamVjCy5waEhv9ZFVbalQL3GoJ4vFuiaVJ32dkRpoDtGHX0MZoNpiubj5DB7thmgLYwzjifb68g79Ib+OPUNLtKffHGBNignMgfY8plnTtCxa6+XCnVZPsax8V30zMkTMmAAiGHxAwinNNPG83XdUNfWUgcGHdPMVdX/2JBBR1LgdZKLWYjF4uPwyLBcF2jYMito1GnMXqebu5vUycefSvP+mD0nOngA4Md2khl03Ja0d7Jd2sOzhdv/+Rh98M9O04qbp34eaGemLlN+elqOH55pFH4KO6psrwgBepvHRz/60Vm++9vb3v1/fNpkD5riR37tjEAEXRzP/ktXbaSwsNXQ1eyittKYxUnBIGYYMbRZ4w4BuIE5i99as0tT7wI3VHs7cPCgSh9H5mNZvQfJILXSOnWV5ulIokZ781HqZ4DOdyco2ZukaDZCkQyDWYo/B7YZxUqcR6blFZbsXnpTH92edeizfz1HS5UcDY2M0PSlyzQ5cY72HTwsUgX0cTBSHJ+kTNcbUr9EFZIi0aSFnUp6uSNWP9P5HOeMzMCyHnTMNVSeRQXUANCYHqjUYp5LA9YG3dzTpB4eYFJJm5IdMUrweUWYQUeSfE4A5wgGUlcAmrwmDWcb9J53jNId/+48ZTJ91NHVRZcmJ6iHGb+UNxXXjBPS6G0UIUDvgPi93/u9Xma5uyV1WFc+MwEQAni6upmsPy+3Wh1VWt2tSeQNI2cYBuxoyxmcFNgegAKgLW2tGspVgYUtU3MiWIwIrHKcASyTzfklUNXiWZOqm+vUvTlPh+M1Gkk51MGsMgOWyUAdy8fIATgnUbKTtxdV8oalys/554hh6Jrre+hfM8Z96i9m+b1d1NvfR7Mz09IMt7d/UJjy6NgYPXPiBLPqhAwYJktSMgdR61pSviO++0IlrTQEmA3b31IMUK4k9HQ4L8Dqa1VVKS9LFXrNkEd9yRilO8CaGZx7eTbQkSQnGScrxuDskAJnQsZggx83ZMpz7GiWXvfSFH39p6uSrYiU+mmeFew9cIgWFhdooPfg3iv4VQrjeY4QoHdANJreZ0qlogbnLWVF+WGpqEpzwvGATDgBS9IKND8PbRWdUYJFkCJSGlMxXviR8T4pnwn2rJNJALRVntIbcDZODb/vINh3MiXShjkudDEx0kauvEwHGZwHGIR7GIzznTFKdscpBqaZjTJzdshK8DHEHMlUJFsVJFIM2tatsVxZ1Lvhxm76jbMb9F8eKEkdD5zTpclJ3maXSDSogzFx/rwMMgA+LAwidR1p3cqbrWx1qtQn6XPbVH0ZqTXzMMklJnqlwFFMtGxkIVrMhK/tbNBQV4RSPANI9qYYnDMUyWd4sIlJHQ+RNSxUlqrK8ZP2YFuuJfa7t/zqIN3/0NNEsZSkqM/OzNDQ8Iho0ZFrjt3wPH2twngeIgToHRClavUtplCRZ8RlDSKwjyGDDtN4kSgA4rlA7WZmkEVmaVgUI8/zbXJImgBdRZq1eJh1dqEdcIQAvFDbwpc1bMu3qCn2HKEBBmdk06npf51U0kaTopV1OhYr0UDCod40s+euGGUHU/T/t/clQJKcVXovM+s+u6uv6WvuSwJJIAlpJbBgWTAgjDE2C6y9EYiQIRaBIUDYBLAwKHQA4dXGOjhiI7wRXuywOYJdvF7vciwICUkI3cxIc189Mz1931Vdd2b6fe///6zsETjs2NEMKuWLqanuqqyszKzq73//93/ve+nhLCVKabJz4J1BbXCqGeO02dH7t/X5WZ4+Dt33m7d5+62b6NEnjtB0PSWSN2SeCzMzNMIZbjaXp4FBlVmjuYFRpRhvZqEvLOVHbeR04J4939sw6AWLg0TyehSv4HeAPUC6P+nStVuSlC/YlOpPU3KohzPnImf2Se3rgQFKZc2Kj/LkXBQvJfwSjY+n6fXX5+lHT5QpzwPnytIizc1OSwm87cT67rrrrt379u07dsm+YFG8aBEBdJfH7bff/m5yEhnfZGGEnExxpaqEXPx5AAAgAElEQVRPYV2Me5DFDvQPaI/ojuU+smRkmTHtygbwRPEFPC3SPH1H9gmwrdVXZGHN8M4Afkz/sX9f0yqWLhSxdPUiMkvokSXn9HzJVEWa1qzRlfEK7cgnqJCwqNgTp/xAmtIjWYr3ZWRR0EozQIPWiNniiSHcs60VgTg/S8uBRe+tBozSQJL+8N1D9NVvLpOf7ZXjn5w8S/06y92ybbtwxThnT5eJk9XpFG6aFuBxRcUYSqgTRh+ODQH6WCBsS2cXNfi8chOa7sYp2Z/hW5Ez5x6yE2mdMaNIBllzQ7Jny2rqx/VNPsM2A79Hb/+9Ev30sQm+5kWplpyfnaOxzVvp+IkTtHnz5vt4w3e/iF+rKC5RRADd5dFsex92bAUkQXLnUeA/AWWFUl+QyOJ8LWw2sKP8mvNBeTUUCHBbe/utb6MTp07THE+rIYdDpqlCTfPrUn5d73hLkKla1Bm0hcXBnJgZYRPDgft8P5B26abhPGXcpiygZTh7Tg9lKNGHzDlBVtKRRUGKWaLcIEdZfCqbVKPb9lT26dsU7oR73Y29tONHi3R4QalM4Cy3xgNO/+CQ2JcOcRa9zL/DO0POxvhEe51KRuPYZxZYL6SMjLccnOlAmZhZR5qP9aptehbQ30uxQi8fP5rJomt4hc8di5RV3i+UIG1pPaZ4aLw3AN6VDNv327R7V4p2b3bo2HxdeG7Yl0IbvTC/QDdc++o3X9xvURSXKyKA7vLwLLrBCVcAep42GFI3yN7aumP2hWF1mJAgCwawvvUt/5Ree/PN9LVvfEOq27BIZpuMVRsMNXUhhqXF1Spz7pgnAdDzemFQNXpV1Y4Og9Kb3nAtbS+uUmPyDMWdNiWKMYqXNDgnSNQNAGV8e5W0Ti0QqqzZHLQlJ9/JcBVgp7M2ve7GPB35m5pI5TAzAEXQNzAoFA3ab0FaV+DMFjy1ug5mxdGS64dFQzvUM/EFrcJ0BSYWG0UV4iq6oi/n0IhIA3MUywOc4wqYW0vktVZ4m3V+75ama3xNSfl6oHExfZFrhe7pcX5+21iSDk7WKAm/Ed4WhTxo5dXTWyrceeed6fvvv7/2j/z6RHGZIwLoLo477rhjayKRyhl6w/c6IO2JZaYr1XUdUV2nYtDgnHGwMyC1e/cuuummm9qHjx2PtV1flUVXKsF7qoU+5SehGr92OpMEFXqagxYeG+Aj2KmOcXSwl2659Q/IXj9M5fhPyKsuULwQE3CGWsPHlJ9vonIA54wiG+iRdVm2Rbp5qq/laZ7OpFV7Aj4+l175qgz1/YgzfzcrPhorPEhhFoAilOXlFWo11YzCtjc2wBUOnig4Hz0MaEldeAHWkrECMw3sV9FGHu3aPkzZ0VFy0gzYDn8GjTlyqzMMzstCb9gxfjwR7LTDQXsydVGND1zMMtTvr9gepx89ViU7XhQ+H1rsWq1OUzMz0ERjsfCRi/yViuISRwTQXRyub32g45+hSr39YKqupt0o1sjm84F1qMmaQ1RqADwAdbjLMahPnj196t8MDPQ/fOJ4zA4AS7/I02ZDao8q7A2Lg8rDIoUqPKE29BoYg/S1176acqUR8rIJ8mpT1Jh5lrNmBuQ4sLYpGSbATsAZlqeOLoG0VVm1rykBBcptufmy4GZuHpV6bBoqtGh+yRNv6qX5OSmkycSV0x4AGmqSoNVVSBEu5fG2owcB6jj8aSA3BSqqR2Jc6BDpkxhz6KobbqH8nj3UKj9PjbnHqLV6hkF6hc+hQU7K193TNTC7ipqRQRWg3OLzafM93ywANN8P9zhimZrTVqeQM+LzRaFNKpXaTRFAv+QjAuguDtt23urrPnUKbDt+zuCGUfVmHOkC4bBOny0DzF5H32tKvXG3b9++X7z/Ax+YsR17JJxlApyhg5Yqu5DkLJxF27qQBXsUcyVdNGNzhnvFFVfwdjEGrRTFS6NkpXha31im9tpJBqkyWckWg5ktmbNiVbQkLQBRlT0LUMviGvTDbbXApm9JBsOhAYuOr3hyHFBigDPPaivUVHKAzp+fDLLhsGzOzADIXAsN0kH/Rb2ddGLRUkPsIx6zKJ89QK36UR5sUPKdk9mBHW/yzIAHnJjKus0ap1x3kzE3+Wz45jcA1EJPi7AjS/gD9mQBE1RNSxZZfcmi+f2HLtLXKIrLGBFAd3H4ln/lBpHBBU504qWMhTzX25AFdjjVMDJTkInj30c+8pHenp7SoK2zTLORI5V2qpgt6AyiAT9McajKOr2Ip9+pp5inzdt3C7B63io5hUG+lfjVKWrOP0/Vs98hhwENC2u2DVBG9u2omvWOabXmbGXlUTJKcLdCdbiKTrH5+W2jCXrmtEtryPRRRFKvBcU3uIdXBzxDNhT1aFWL8YoOe1MHhSqBTtyR8xM/kYQnnHsiAQC1hJJIDgwy2D6sFjeFSvGC7F+BM//Y5p9b/GiNr2PVl5tf5+OAuIP3E2PAziZVaT1UKJXymlQ1QtKXisfyF/O7FMXliQiguzRuu+22vkyxNwdNbQC32ugIgQwa3seYygvXKllhJ9sNuFQoCXT2rcKS123fuevIydMTsVDJnvyH9lAAC4C+x6Dj2YpOCWfPAtBxvQ0/b+sBYWigX/TWvlelWHKcH9kanI81mCO39gjv65haQJNFs6Z645BPiOqJq3lanGs7zNsqr2ucUF/RUT0KnazQMap3oTpGmOxL9xRNb5gZAmgVU5xjqJwwUHtGJuOrwciV4p12MLDJrEFWNeMUywxRYmCMz3VNVBxIjX1k+m5L+HhkzxAIynGjqpPPA0DdXuXzqSKLtoTqyGdi1Iw5ct3WVpepUVN+IHZS6yKjeElHBNBdGplM/jbpQ0jhshSDHwo0YXAEhUE8ntagTKEtO9tf+HMymfLTydSz6XTqLWG/DttSnVRsO+QvLdms1C2Tyra1e51ojb0AvEAljw4PSldtAJVFF3avZjAtbiK3cgR+cKp+wxxTwJmrQg5fOFtfUdAtj5RCTYGzKEniFnHiybOHtrjgQcsNNcowzyZwbJAdKjMoCoG/+sXMGCCBc0LALNm3LuQx23pa8YFjVH0DpQ5daBd+NdnZ6/hYp/i2xI+VyfLAITf4ng+YPxcr3iI70SY3ZksFIh5DFt1uK5B2ZdHXlqa2UHckEylKpjNaUWNt/CCjeElGBNBdGm239Y625WwAZxOYQiO7q+o2TPDNQJhWf+E/baPiUC9UHCtA9I47/uitH/34J1Dn3DHnQZYcczQF4AWGRb52vbO0R7RZMAwao0I1x5iSL8BqFADn/pozgnkQgw8nhmphzlWUgFn09NQCmtzQ17XpKc625kvdB7m6uStMlRidU3yu/T1xmm3FxGN5cX5eUQMMcOjCAo8LPwBb0pK3TuGKpXXkwp2HyrwRBqQBzhboFWipBTTh4RGXQQscu524lrcd4Q1n+EUL/PAyX3vOqD2+rAzWttsgHxw1A7UbY+BGxSQPXn6dQbuBpgcerXFWnSvZYjAF1Qi8rqUnpO//eu1kFC+piAC6S8O37Kvlh2DtrMM/G/vPBv9RgwsWvW6wSYd37nj4h/jdENwLWeBv+F1nmBQy+t9IERgPamTZ4dc2WqA78HU0WuYLQhYOczw1GOIME5RAQ3PMPJ0XSoCBy1Y8rttWoO0hewZvW1GgLYt7WGBMW9Ri8F4pe2RnbDkjZfSkuGW47+GawNs5OGOftPLF1W27jGJj49F2GpooGaNnm4vI4Gy/iTPcIX68igogsn14luT4sxrkTXhA8Jf5fBb5vFb55xU+zzU+bR5E4yg9Z8COc4Yfw7k3qdluU72JcScpErs2n382o3TlGHDr1cry/+NXJYrf4ogAugvjve99b7q0abTX1RWCBkjCaoS6bjM1oDtQm6avAEg/AGNrQzqtMmFbDJDuuvvu77q+nwjv0/zUAWFfmkwH9qLmZluBzM8zAwcpfbYSODv6kbC8LcfgNMT7vIoBbElzt1UBa9+DCVGTs1UG6Xibt2uRx/eu5QpIu3UG8LonWSeJsMPic7Ck63aD3x9mUYMDA8LjQsONzNcJWYeG9CFK9ZJQYmXLMo1lTSk7BTpp0YPrhgQ4T+x3vbxC7kBeNNvyiUhWneHT5cHHR7VmLz83pIpXfJzjEv+ubpbNAG5X+A+W37NpkVe1aLXiScMA7A/HleKZAK4rKjTLq8vTF+GrFMVljgiguzBGxsf/sNZo67xXccuSy4ZUBljth0MdGqMqzwmAhRdab+uUrwRFK9peFL9v3brjbfMLy+FN1cKZtuk0WbS5yW6MzahlVBBal83PJWIWOX5LF7dAH419axoDX9M2Z7POJn5tnIEKVACyzVXhbslbF7AmB/wtDzwOlB58sxoMtm2pKITG2mNA85rqXKsM2D2cJVfWOWNuN0V5YmnZn687pFAow1eXwRIpmxj3g2f3lWwZSbJnNONGCQL+2VUdubFP6JVRFGTRGGf7LeGwRSsnH4qUQ/LrEnDw4OcK/NZ8s4pyIwuCulkefODex6eZ52vc49GZRR6g4jmp5ES2nk6lROI4vGmITh0/dvDF+XZFcSkjAugujHaz+S640Cl07WiRtcBAAAYOdHkGKOGLiRRXGtb8hkznwyuMAJZEPO6fOnPqDbZt/ZKRJGY2MIb0ZqFQLWFZAR8tC4S67MNoiMM89NrCrKgXLDvFgFMmt638MCxi8LRjkkWTw9krMk1kzzYyTQA0sukVuUf2aVkomcaCX03fANR8HFg0rfuywDi7xsBtJ/k9mgKmaM2Fg4D3yNZt2+nMxGnOSvUMJDh9xd1DMy28vSnrtoxGvJNxe77a1nM8XawSo5MnT9Orr3sViVudB3VNU+3AVsoOIvDrcTku20/z0IT34IzbSomcUMQrMR5kkvz6rEdHZlzKFEu0vLImBwAdN3w5eopFn9/7uRfxKxbFJYoIoLswas3WdZbwuT4dPXyIcpwpo3Erptkqy3UFSNF/TxbOYMkpaWBnH6Yt1oYcMvTAXX/8x09/6MN3NCH5DV7DN4AXFqukozcyZZHZmcIXO5D0mQHE1wuPKJSbnluittuguIBxil+PWos6P98SGoNE++wooLZgf1qU58laF4D27TVOSpf49yUGTQYtAnXA79nm8+Ms06lDxcaAyW94bt6jdT/Bx7smswKxPCUSa1QMXlB2iP0qZg2gILSZk/hf8+NSHShKNqszy6DOIquAOdpf8X7QtMBnwD1+8qwqzMHg5TVkMdDH8aPNl5Ph65Lm447LOfrIpm0zePGswIa2riLnikx7seHR6RmLeseKdPbcpMgb0UgAxlbzc3Mz+/btC32aUbxUIwLoLgvOiJ0Pf+wTA6YzydT58/Se9/w+Z3QWTU5O6u7TdZ7Wt0OyN1+ATKbcZLjm0E5D5d/Ynvfhf+pTnxp3YvHkhYuEyBZxS6ViMr0PJGgBzaFA2nS89nVRCfYyt7RC9fUViuVzCpDlYKDUaCogg9RMsk3QESrTtHzOtu0sP4cbFjsZ5LAgh+eR2nIGaycZXNOceWY4O6/xALbu03o7S048JdcC4ByLJwLtd0Pz8+p4Ad4JuZYtbSoFQMfrlKbb0QPNxuul6BBlANXSzW8np+dpdmqaRsaGdcYMnTMDNWfqfoyB1ynwLSuVlJ3OgvgBapyYmqx4AHeHnjrE55ToE387DCibhobkeHbt3EkTExPfu1jfpygub0QA3WXx8U9+8l82254pCZTpO7jJRqsdVBCurq5qMyMle0M1H6gLTxtxWGJyH24bRcHvuAGcrrz6mqNPPvlUIFY22yAAGPDsgOm9ZeRnsiZmBwZEise1VcGf/rlcqdLMxBHafuUrQ3vVbwFu2a9JtkkOZ88MyhaJtR3ZknHyfn3QKrrgBu9rtxjwOHsFHx1vaU8PnxZci2ZrKarxc+Cas2J0r9QXe/bspqeeflragCHTxQADY35cQ3DKgf2oHuiSF3TSDsvtMEuRRUTOmrHwWK42aP/+52lkdJNSpdicNbs1perwVvi8qnysOaF4MAMSjh5qFTzfrikgb7apWnHoBz9fpELfDmTLcq6DQ8MyyI2NjdHDDz247+J/s6K4HBEBdJdFzLbfXUehh4CvQ+Nbt/LUGk1GC/I8wBDNUQ1Ym0o5MR8KS+rIZMxmzx35HSiMc2fP/nkmnfkEHoLMy/CpAC9k0DV4WwhPa0kmbTQZZqEw8IkOgXXLs+ngoUO0fc8u5bUBikT7ivoYc1wGPAtdX7AQ6CqQtrSPCLJL8SKFdC3D2zH4mWzaj2llCM8WknE6OMHZebqX1pdVJ/LR0dEge7766qsok8vT4798TNmNgldvt+TWKeYhaU6gTPhJL4qGXe/ULKTZbIm6ApWKoJdwHZ546jm6+aZrqdjbywMIzwBiBfEg8WA56q6R1S7z4zE1EAlX0hKfaL+1QF59ldxKjR55vEoLaw4NFJO0MDdLhUJR5JLg/luN+rn77rsvkth1SUQA3WXRdN0bAz0zY8a27TuEC4Uxv3TKRjNWdDnxtMxLp8VBSXMIlDfqoDVFoW7+Jzk+/NGPfZR/jRcKeQagJjUBWFrpUa2uy8IYeFFfVxGqfaqFQvDgko0SBQ570HMcPnyC3vTmJUrn+7SyxJHiDtuGssNWIM2ZtAXaA9mxUAKqqtmXAhe9aodZgVTt6Z/b/HPbotV6go5MNxjHc7S6Minn3NNbktcjS96xbZt3bnLSclCNQ7pQBzK5dlvOBZ4aeE1MgzLoEPDpYWtSo5qBi16drzV8pyFrBIBOnJ+jJx5/mn7vzf+Ex4y4ZNH4K8RVAavjt1eVDtoy7ntN8toVvlsjt7xKK4tt+t4Pz9Pg2B6am5+jdb7O17zq1TLIwTBpaWnpmRf/WxbFpYoIoLssUsnMWKOpCiyAVbC8BFiYBcJ6tSZcaphjDReVGP2xMdp/YXQec12pn5bFNJjvoxOJkBJCDXgCHrmspdtl+Zp79jXwK5WDlHxrHrrNYHpudpWOPbefrrrxZk4iNX0g/hUpRrGMVNhhui8ctZRF88Bjp3WG7Iq6w4fszq1zNtoU5Qac4FSLvxg9crBOK/4QrZXXeSaxSn2lPpkB4FhKpV4A3NLf/d3f92MQg2SN9MRCKTESymdEt8ICd21AutXaaOJvaY8QyBl7e3p5cGkLF43X/fTnT9OenUM0xrMbi88RswArVpTXgWaSGsDWCgM2n5tb5cyZs+p6lVprTfrePyzScqtI+WabZqen+JhL4msix4kOOevrExfz+xTF5Y0IoLso7rzzzhtcOy6krW84hYATVffgVhFSpmxthGDlMdEB5wCkLZNoKzCv1evWf/yTP/0Vg2sC6GVaQEFJIMoHBuKEkxC1AwMGZVB+jOo77WQHfLNtTzJ5vMbI7fC69YZPP37oV7Tzih2UKQ7xhgB3LGQmVCWh3xRw9jmrtLwVBrCKkt4JQHtK8YDHQAs0K4zhdcb0FnlVj6aXHfrZgSbZgyVanD4tgDY2vllzvT7deMMNdOLkyYn1Srm/Uq5QX3+/ypZ1r8V6oyY8tHG0w4ADWRt+Bh8N46lwWbulF/DQpSWbycn5QvkxtbBK/+N7P6Pb3ncLDQyPMTinhJ4BSNuWUnB44NZ9SxXBUIOz6Ab9718s0Q+eWKXeoa00NTkp+9uxY5cu8lH2sZYVtLaJogsiAuguilgicVu9hvQrVN1nUcA3kwZoAUmRexlDetpw6ywIWsHzgvdanRCPxfzBwYH+iXPnAm0wuFy1jYJ84/omFYuVMiVFBhYPunn7vgK1fAF+xso4yWFQajHQnJlapmefeJp+55YbxZoTVICiOtIM8vy7r8zrUaDiu5xRt9b0EYI24fP3sKjGmWeDAbpa56S6zTMHi77/EG/Xu50z/VVaWFiQLt7xZFL1F+RXX33VVXTw+YPfv/l1t1x/7MgRqvC1Eq7c77jTudpf2+ZBCeeEc8nllJ5cmuRCPSP9ClWLLxg3LS8tUyadEapJlCCchR89PUt/+e2H6H1vfyWNbBkjJ9mjKY+0aoQLysPCgAYpoMfHfpr+6pE6FfvHaH5ulhYXF2jr1m3Ky5sPcG52hjZtGpZDuzTftiguRUQA3UWRSKR+lwDQocISA8xK0qYanoqnWkhRQQHNQXqxMFT9F/xviZ4ZPwJ8P3Db+7d88I/uqGIVDmC0zpkiHs9rXw+8AkoOADiMfLwQpRGLqUo8ka7pjiOSRfue4q+bLv344SO0e2c/lUZ28PHmRdUgig0sADraC1qsRDlrhe2oq5zgpAErFA/8mFfnzLkGw3+iJ4626OBMhpyCI8oHt91igN4kxwTQHB4eotnZmSXPaz/w3IH9MuCIwgXvJD0Fw7pw1cgA6o5kPMEgn6AsStG1CRQGHilbx8Imnyf4eNAgWFxtNBvK3pQHmKMT8/TN7/+K3vH6Ndq5Y5DSxT6yY2l99VC0kqKFZZf+6n8ep58+vk7Z4gCtrq4JOA8zGBvuHKX3s7OztGl4WGSWL/43LYpLFRFAd1EwJOwIuGX5vyP5QkD2hcU8GOtIJosCCeiSYRZvHOZcBZJeoI+GPNpUAhrWxGf88dwP3XGHZXTCUDW0NdgBsPCuAKJsLCuoVqvWAh8L1Q7KEZBeWVnWVXnaEY5PAtUvU0vr9Dd//yv6/Xe6lO0bJwddSJBJi49FhjpcuaP9MHT3FGTWMLlvKptRv2XRgYk2/fVjLtm5Yc40ZzmjXaLxzZtRESkDx1p5jd72trdAP/wwn9eaLO/BhtWKB857AuR8/J54PNtCecRqMSlCGeRMHO27DB2CGzpst8XJTi0wznHWOzo2Lq9FMUxKSx8neLbwn/96P+3c3E9X7ijR6KYClYopWlpZp18dnaFnD56nhRWf4qm8tLJaXFykoaFh6h/ol2sAnvzI4YO6GEY+6yiD7qKIALpL4mN33nlVJpOPdyraNnb4wD1AA4oDV4OM2TJQcvjaSnPDAiKFsmm1XaPRonvv/dJ/jznKFB4gj+axbZ7ig3ONgYfO5WQRDQtruZwy6QcfXa/Bma0lgA552jIDa0+xl7K5rLIMFUrGoiYD7ZOH53ibA3TrG9aod2QrxVIlxdfKcSSlsMMoNUQLTdrC1PakCg8+HI8eWKX/9pMm+ekhWlteopmZaSoUGARL/VrLXBPq4bU33Ux/+7f/689rjcatnsvXap3Po1CQ48EiZ1K3BWuFtId4r/VKmeb5d9ALyJAVQMflekh3k0Yz8D6BpSmyXIApfKwSfH0azZYUcO4/Oi03vA+ui6s7oyMbR6cUcdYTD5Rt4p+CzzOl5I4im4zFgj/lKIPuoogAuksiGYu9v8IgYGkjOuNeF+6VB/5Z2jDxH38ixC8rfTJpuZ3PYLDGALVOgww6TeOJrDfEdp7XtvZceeUfnDpzVvZvqhal8MRThkmY0mdzKvNO6uwSt0qlIlm2MVXCsSwszAvoSOaODJ4fb/N927boF8/Pc+bq0T+7pU59nIHGMv0MzGklwZPqR5REM7jHwCN7ip8G/cAg+MDDM/Tdh2rkpYZEvbLAAInMfXR8PODOYWC0efM4ZhftT3/60z/8whe+cM3O3bvp7MRp4ZSNd7an1SdiNUqaIpLRyxbwBUj29/cLL60yaUeyWxTCYNDCeS7r2QLaaYHaUQNbXEAc+wXI1kW254rqBtrrtq5GHBgYkAa/qkekLwuvyzzgnDt3ZkM9vrVBkB3FSz0igO6SiCeSb6y3ah07DcM/m18ZIFbXVlWHD8/XYIwwf886W+aUEVPpK/bspa3bt9H+/QeCxUFTyMLTc+/555//TCIe+xLSV1Nh50h/PZKqPJnKM9goOiMmU3o8jxvArNVsBT0LFxmgc9kclfr7Zf/iVwHVRMvlgcehXx5coPmVBr3x+gq94oohSvUMkBVX6gnpTiIyPXyV0eewTgcPL9KPHzxDTx3nhxIDQingPUA3bN+xU/s5+3IcAOG9e/fSiRMnDl5zzTU4wedOnzopg465kALQnpLR2QlH00OqzBvnCqoI1wADG5oOILNtNh0ZaEDpwNcDC44A3WnO4DFLKXJ2ruSOntKKk6+LWpxgMRX3Tk55TwuF4SmFCHj+OR5sjh89LJRLMGtSZk3R33QXRfRhdkkw4OwKOzNvbGqqDPoxXcYftK90GsrvIVyUQqqiEOAzPDJMV0HVcPCQAEtHJi2A5X/mM5/5yoc+/JF7YBwB8EWWiO2aWmMtpds8Lc/l1nlfo8rhTgM0QBsaZACnuMMxkJ89d1aALS1Zoid6YGSo4GnRXu/YuTWamFmn7c+u0LV7JmnLeJFBLs1ZZVJM+8uVGs3MLtFDj56kAydr1PLS5MU8qnLGjkwTC5Yjm7dqmZ+iHFApiOO67tpr6cjhw9/FdWi4blmZ9qvBxdJAKRktgzAoIk8DtqUvnFkcBOfew9nx+PhmGZBaTTsAXZwXOtigzRg6hjebA1Tq7ZPr7XmNQMrn8/auaVVmqcHKVF9in7hGJ08cp/OT52TfpprI19WLvF30N91FEX2YXRAw6N+2+4qc+i0039VeHMpedF15QmhJmaXBloxuVxQaqgoPmeH0zAxNT00Hul4VFp07P0Xbdu7a+4Mf/dhj4LJMMYwysfeDAhTzGvDOaMI6MjIihkSmszdAb211hUDLYHtQAWfPTtD27TtlGwCiSPWgioDSg0EO/VOfPzlHR884lM+lKJ/m7DROAppr1SaV1xtUq6PgJS4ez8iQwXkPDAxSLq+6jeB8oL7A4iSy3v7+Ptq8eTM99OCDX5cD9ryPKzniuhTf4PxwrG5S0TQM09TW1wLZr22kirobCzqB4zqDKxY+mc8BrbSQfRdiBalWxGC2vLzM71GlwcEhcRs0C51mbUCuH3o3ApgZlNHhBRn0oYPP8edyXqigoKO43/ncrehvuqsi+jC7IEa3bHljS1cKGjmdWSQ0RSrV9ar8CZsOJqaeQTEhob4olmqZdGD/fgEQAQLq+HII6CETZ9yu1epqH9rvmZiX8V8AAA+gSURBVHS5uMKLzmIaMlVksEObNsnioPQl1EDtMLhXKmUB6eXlFZpi8BnhjBuBc8ICHTJpOMPhWMQilZ9bXCrTvAYmM0sQ7pazSoA9AB68dl9ff2cBDXx5qylcsJS78562bdsOx7/ZL33pS6vYJJPN3bx12w4ZcDAD8LUKQzqQ6+tKmo9W11DrZUAb2cqxdY1fd/bsGRlsEpquMPpoWTjFgiqfDx5bWlyQwRO0BTw15JrwAInzjvE1w+CAYwDwV3i/uDef7wvCF4486ubdRREBdBdEu9m8FtyohJnuen5QIQdwAaUgT4ckcxv/xDu/9Q8MqKzu14AAQPDwkaOixzXdRWThTxsHAVhQPOFoKZrx4IDET3TQ8FEWEHIDnhVTd1mY5GwXKgtI3IaHOeN2YkKDGOka+HO08QIw4j3U+anjkrZSbXUMvb29AvymeauvzxvHCLoDAwJel0gm6Prrr4O87gFzfpl0usdkxtKV2xSnWBQcKwYZgCy445hWoyhNuW0KLxWgc0YMqV4ibmtzpbbqFu5Z/N62LJ6aQRUSvlWeUQiNkUqL7FGpRPg68zlj8RGfIfZpuHsZFHxfW7cG4o3ob7qLIvowuyDSyezP+wYH6Mzk5AtA1deKCkzrjSlRx/JItghtrO4A4AldYbdxZySLbcePHZUqvJ6eXrUtAxWyVmkX5SsQb1uqo7fSDENHbEtWCdoAmbSqNMRCW5sKxYKAVXmtLGCPQhKA6cjwqGwHigCgndAUCQpaPN1v8UKvaWWiT2rxjDrgjAAwg9owmX5vTw+95vrX0He+/a37zSly5hyXQc33gsx8Y3QKe3BeOD5j3m+yfVT6nT9/XqgicPmjo+NyJMiMMQMQrl4GrE6LMVvvE9k6MmoCJeWrbuAprQzJZnNUWVOSO/VZqvP3QscZZdDdFRFAd0F85Sv3PnTXXXd9dXR4079Dd42w94ZocBk8IdlyNV1hh7TNhuIwP4cjKBEPxe6du2hkbIROnTrNINOWTDyVTlG9oXw42nqRC5meq7uQIJQXtNJCI/uDb7HimC3hgtOcNSJjBrWwrhfwAGSDg5vEttT121RDBu6YjNUOlCimyW3IfkRllVp9gkVIaInXNd8N4MR7X3fddTQ7M73G1+5pc36JZMqRDFXrxV8I0GqBlSjs8RdcMD5On2cBM0ID4Tjn5+ZpZHRMwFle6yvVB7JvnLdcL88LMnzx0zA8fSwedBs3J1flWYZnBloN0OKpbeSULzjeKF7KEQF0l8S+ffs+9tWvfe2W3t6ea+bnFzaAK7hLMy02ygNE+E/ZWGSabGxjtbheieINKtUqbd26nW666XX0rW9/S/OeCljD3btbLc7+fKWJ9jtvKb/Pzs5IKfXmLVulCtHhLBEZMl4niodMWhb3AKjQ+eZzeeotlWTRDdN60ATmfQDYlm2HzkMdufGlBtCXdaHHjh076I1vfI+41qGb+dVXvRJAmnvwwQfL5vW/c8NrLCgksLDpmc7jnh+Av7omfmcgCAqDKNBHl0p9xrhIVB0dlzsr8MRWg1MysHmVbJkHq1QypXn+mswcUBqOGRC4Z/DmZtDo3MwA9Rt46She0hEBdBfFf/3mN1/zgdtvP8d/4EMAMeFl+Q8a0i5lNu91fDconDl3ilmCP/RQJhbWS2MR79ChQ5RMpSVjRvYHMAGFIlm6yQg1gOilw4BOQWaKt4fWGtvv3r2Xkgk41dmqh5+rtocyBOoF7BdgjlJpUAgo0IASAtpiUAxNLQFUagqbTC9A8NnSmZsD1wCD1E4G6H/xz9+hFg11abntOHY2l8sBwAGMJ0+fliKTnp6i0Dl1nbEGg5rnBYOdFNPo8vVd4+NUyOeF2igWe+QxXOd0Niv7NQMU3vvm176W+vv6he4wsj+cNc4HpdwP/PQn0rQWMxFL+6UEAw+kdxuy5M5np5QgXoTSXRQRQHdRPPnkk63Pfe5zr9gyNnLm8NHjWQAyiiFgGo+fvQAwdTdtUw6O0HpaCT9UhRiE+tlMy83+QGUYDTRp7hrTcvHc0AuClu1o5YazwYrTFGUAnGO+Vna4juxfMlAUuWSVhlgt1rXF5KhcbnHWXhUJm6PpALNfZOKtRlOyX4C8qDt0T8CTpyfoL/7LX0p5NgC5XK5IAQmsRVXG2tTezq0XZqoalFFZaSgJXwM3LEfv+uI+Gh8boy988Yv0/HMH5HyxkIhybjWgxOU6wPC/2FOiXKFoAJXHJFcKd+qVdVpYXJLBR6oKYWGqj93MfIwDoaKqrECKGHOUtwl/1ouX6OsWxSWICKC7LO69997Fz372s7+7dcuWx48ePWoBeMTkR9MbIrXTSg4zRe/I8Tol4hJhnlrvX9QhyIR9ChaqLpxZC1WBKjptcB+LxwKPCkeD9OrKMs1MTdH09JQy/+nvJ/QwAR3gCM/c1kAJj2WXGNoCjbAhHMzRKVMiXyscVJEMXOYQyEJNNR98K2CWpDLgEAB7fkBnGAoieC/sF0XkUHbIeeuMNiQnBIgeOnyUDh87SVPnp6RrjeqqroptMBCZohcoTY4dPyYWpUYaCDplbWVFN9tN6SIZxbWb62lZZl8xoXogW4zpxUlI96Dy2LlzJ9XqjVMX9xsVxeWMCKC7MO67774n77r77j/ZsmXLv5+YOKVaNmkdL+kqv/DioEHYDRlzkExrBNZl3pDOgZJQMjKdhdMFHK3vX/B6ovByGqiHw4cOBVV24Jqx0Aiu2UznMf0XaR0UIa7ypGjrgYb0ImAwmPhmUIhxxqq7iQOEfdUEAADW09urOrqYgg5tCqUAmLfzFCijqYCjr4MXUDWebvzqBuftmQyaVBn2z372Myr19UtD3qCsx9K9HrEv8NZigNSiE0ePyvlKFqwLXgzYl9fWROGR4aw8k80J3ZKIJwPAxu8A5yS/Hnx1sadIg4MDNDgwSDu2b3d/8g8//ot/3Lcnit+miAC6S2Pf5z//H77+9W+8j4Fl3NUKAU97XCD7VQBmPI478Kp8LSgAjA4dreAQ6ou9e69QU28vRJFcEBtg2e/sS5QMWocNcBZ6wmyjaRbhXdFZ3FaDibTFintybK4GSKPxNkoNwz8b2iCsYUa2LIuYIamHmCB5CniN8qQtFEo7oDgC+Vp44TTggm0x1keA1pmZmRK1jHiSxFQDAgCt8thQ7bKghUY1JUyrsABoMmNz6kp2aAtlkkyWpNAmn8vRwEA/bRoaolw26/PzaC45x8d8ptFoHG02m2f5eM9Mn5+cO/jcgUfvv//+2kX9IkVxWSMC6C6O6empG/fs2vVYIZcbS6fTDoAEfC4qBXGbOHOG1tbKHVlaKH6TJdqWzVvohhuuZ0Cao23bt9Ls7JSADTjUoN2T0AM68/QMuAkxIvoHTONhWjQPAyP+fXjTJsrlcwH4GRrFyMjCmay5F47Y8MH6fRTAKv1zB5yR6SqwNdy2WfSzDe8eKEKcwFNDQFpv21k87cgTiYwaw5FuKTiuOgN0JpelkcSY0BDCr2u6BDSPo82VMODAHAqZLwqCkPnH4zG3VCo1e4rFOr8OfcnmGvX6+Xq9frxarT4zPzv78MfuvvvcRf6KRPFbHhFAd3Hcc88903y39Tc9/853vusTDDp/ahahOkDaWSA0P5vfATTIBHcwOH/w395O/+pd7xIZ26rI2cpUrlTkhsU27NOUdIvzm9ZCG5tT9Cx87LHHaGpqiiZOn97A/SI83U27Kb38EsGoIeDbdgNqQJWjm1Rf0QriPOfYgeY5wcet+gcqlzlbb6MkbiEdMjJqHmwgbxNLUFKNB0wmLxWE4NKdzvnIYqWj7EfzhYJI/0ZGR2locJD6+8QQqeG77hJfwxq/fp0HqGXO3I/z9XqgVqv9ct++fRFvHMWvjQigX8aRTMbPlKuqo7YsFhoKIMwf+xseEHCEakOawzIgFXsKIkkD9REOk/man8Ohpva26Hqfeuopmjx3TrTNJsOXqjzd0xAgCee5Vns1WNAzsjpjpA/dNO7xelkwg7baUQOJpYHacNtSgKK5ZCxAGq4a99ifZO9Zv+OVrV8P0C0WC9TbW1IURCopxTWFQr6Vy2ZrfNxlzsCXOeNd5NsUH/dZvkbPLszP/dD4fEQRxf9vRAD9Mg4GwtNKuWC9YGEv0EbrxUHzOGiE1bU1LW1TzwWKB09RGAC+FjS8er+il0ZjWRgGBZpdEo3xysqK4pF1NiqWpHpBzNJ+FMZ2U1QMjqILkFEnA0BOyg2PY0FNfJT1ghp2bvhgZN2urnD0TJWg5rAB8iUG31wuq1QkMccv9fS6DMq1TCaz4tj2JGfzh3hwepxnB4crlcrBL37h88uX/lOL4uUUEUC/jGNiYuJITFo5dZQXBjzDq39BZg2wc32hJsRk3lQnWnZQcdfQ5d4or27oW61eF3BWOuOmavnEP0sbqMVFZeBk3sss8Gk3J1M+Dlc4J6aA2YCvMiyKBx4WxnmOap32XJaW7pX6+mhgrF8qCDPpVJPPd42z3LVkIuH29PY2OPs9t76+/ggD8M9nZ2ef/E9/9meNS/+JRBHFxogA+mUcjz76aO11r3+9x9N3u1Oc0vF3CNQbppyYVMYZc+IKjBlsa/WGOM6hqzeq9+AVMQ19M9+gwUaxBQo1iqWS4pSlk4oqOkG375YoHUjAVDLdRlMW56QTS1yVkKfTGbkX3le4XpVpZ7MZ6iv1SdarOG7LLxQK9b7e0noml13hrHqhWa9P8XFhpnCKM+dn9u/f/+R3vvMd9/96YaKI4rckIoB+mUcqmYJqINMQGqK9UVbmXwDYRJKhYhFwfb0mvsorq6viNV1DuTdnywBl4Yx1qTlkwKAyWrOzQi9gX21tU4p9AXw7xkm26ILxIgAywBe8ryrwcL18LlsvFgrlXD6/WMjlZm3bPgfg5ffdv7q6+tg999wze7mvZxRRXMyIAPplHnv37j0bS6b2Li0uMbCWJQvG4h2yY5+BdEMxi6+y5sWlZSlJnpufo5WlJc6gawGFoaRsTa1XdjsyuVajowzh7BvyMiwuwpOit7fU4ux3nd93nYEZcrM2Z91z1Xr9l/Vq9YGlpaUHv/zlL5d/81lEEUV3RgTQL/PoLRY+WOof+Mn46EhycnJSWlCBsqjXG0JPiKtcVT0GrhddTw4cOCDuamvlVapx9tzWaghkvfBYxoKbkdjlsrlmvpAv57PZpVQqNc3Z7lkeBE60Wq2D/PMz9913XyQxiyKK3xARQL/M4+67736EgTTDGeq/3rNzx63xeHyb67oDlWo11Ww0fdfzfMe2Mm3XzVVrtUSlXLF6i3natnmME+xmgwG9bPm0mMlkp2Mxe4Kz5OMMvs+Xy+VneN/nL/f5RRHFSzn+D1Sp/rruUhKgAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>