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BeamZ Star-Color 360 (BeamZ_Star-Color 360.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Star-Color 360" ShortName="StarCol360" Company="BeamZ" Version="7">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>0f368694-d565-478a-9edf-d38c28340354</Thumbnail>
  <History Date="17-05-19" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="21-05-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="19-11-19" Author="Nic Morris" Comment="Created from BeamZ Star-Color 240 Wash Light" Version="3" />
  <History Date="21-11-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <History Date="29-10-22" Author="Nic Morris" Comment="Updated in line with latest documentation (changes ARC2, ARC2d and adds a 6 channel ARC2s mode)" Version="5" />
  <History Date="02-11-22" Author="Nic Morris" Comment="Updated Atlabase ID's." Version="7" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="dafb3bd6-3ab8-40e0-9cfb-7719b805fad6" />
  <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="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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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" Update="Shutter" Colour="255,255,255" />
      <Function ID="2" Name="Index" Display="'Index %.f%%',0~100" Dmx="11~90" Update="Shutter" Colour="255,255,255" />
      <Function ID="3" Name="Col Trans 1" Display="'Col Trans 1'" Dmx="91~100" Update="Shutter" Colour="255,255,255" />
      <Function ID="4" Name="Col Trans 2" Display="'Col Trans 2'" Dmx="101~110" Update="Shutter" Colour="255,255,255" />
      <Function ID="5" Name="Col Trans 3" Display="'Col Trans 3'" Dmx="111~120" Update="Shutter" Colour="255,255,255" />
      <Function ID="6" Name="Col Trans 4" Display="'Col Trans 4'" Dmx="121~130" Update="Shutter" Colour="255,255,255" />
      <Function ID="7" Name="Col Trans 5" Display="'Col Trans 5'" Dmx="131~140" Update="Shutter" Colour="255,255,255" />
      <Function ID="8" Name="Col Trans 6" Display="'Col Trans 6'" Dmx="141~150" Update="Shutter" Colour="255,255,255" />
      <Function ID="9" Name="Col Trans 7" Display="'Col Trans 7'" Dmx="151~160" Update="Shutter" Colour="255,255,255" />
      <Function ID="10" Name="Col Trans 8" Display="'Col Trans 8'" Dmx="161~170" Update="Shutter" Colour="255,255,255" />
      <Function ID="11" Name="Col Trans 9" Display="'Col Trans 9'" Dmx="171~180" Update="Shutter" Colour="255,255,255" />
      <Function ID="12" Name="Col Trans 10" Display="'Col Trans 10'" Dmx="181~190" Update="Shutter" Colour="255,255,255" />
      <Function ID="13" Name="All LED" Display="'All LED'" Dmx="191~200" Update="Shutter" Colour="255,255,255" />
      <Function ID="14" Name="White 1" Display="'White 1'" Dmx="201~205" Update="Shutter" Colour="255,255,255" />
      <Function ID="15" Name="White 2" Display="'White 2'" Dmx="206~210" Update="Shutter" Colour="255,255,255" />
      <Function ID="16" Name="White 3" Display="'White 3'" Dmx="211~215" Update="Shutter" Colour="255,255,255" />
      <Function ID="17" Name="White 4" Display="'White 4'" Dmx="216~220" Update="Shutter" Colour="255,255,255" />
      <Function ID="18" Name="White 5" Display="'White 5'" Dmx="221~225" Update="Shutter" Colour="255,255,255" />
      <Function ID="19" Name="White 6" Display="'White 6'" Dmx="226~230" Update="Shutter" Colour="255,255,255" />
      <Function ID="20" Name="White 7" Display="'White 7'" Dmx="231~235" Update="Shutter" Colour="255,255,255" />
      <Function ID="21" Name="White 8" Display="'White 8'" Dmx="236~240" Update="Shutter" Colour="255,255,255" />
      <Function ID="22" Name="White 9" Display="'White 9'" Dmx="241~245" Update="Shutter" Colour="255,255,255" />
      <Function ID="23" Name="White 10" Display="'White 10'" Dmx="246~250" Update="Shutter" Colour="255,255,255" />
      <Function ID="24" Name="White 11" Display="'White 11'" Dmx="251~255" Update="Shutter" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Speed" ID="3" If="'Colour_Macro'>2&&'Colour_Macro'<13" />
      <Else ID="1,2" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~255" />
      <Function ID="3" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="10~19" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="20~29" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="30~39" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="40~49" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="50~59" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="60~69" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="70~79" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="80~89" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="90~99" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="100~109" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Speed 1" Display="'Speed 1'" Dmx="50~99" />
      <Function ID="3" Name="Speed 2" Display="'Speed 2'" Dmx="100~149" />
      <Function ID="4" Name="Speed 3" Display="'Speed 3'" Dmx="150~199" />
      <Function ID="5" Name="Speed 4" Display="'Speed 4'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="ID" Name="ID" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All IDs" Display="'All IDs'" Dmx="0~0" />
      <Function ID="2" Name="ID 1-20" Display="'ID 1-20 %.f',1~20" Dmx="10~209" />
      <Function ID="3" Name="ID 21-66" Display="'ID 21-66 %.f',21~66" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="STG, 12 DMX" Channels="12">
    <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="d612dfb3-6fcd-40c7-87e1-1e8b5ee50d48" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="11" Wheel="25" />
      <Attribute ID="ID" ChannelOffset="12" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="ARC1, 3 DMX" Channels="3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6a42a654-0990-49d1-b4a0-1e8a562fa99e" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="ARC1d, 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="2b3dcef2-b232-4e6b-bb10-e7ab46ac4898" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="ARC2, 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="1c525fcf-8c19-4cd7-82d6-1632b672de21" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="41" VirtualControl="Dimmer" />
    </Include>
  </Mode>
  <Mode Name="ARC2d, 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="d95f0e7c-8286-4416-8c18-98d1d9568265" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
    </Include>
  </Mode>
  <Mode Name="ARC2s, 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="00e3f116-d067-4012-adcd-83dc2b82adb5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="ARC2s, 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="224733fe-b1b1-4ce2-aa0f-a1b605f85172" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="HSV, 3 DMX" Channels="3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b46eef2b-31c8-4092-96cb-0bdf4e841839" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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6HzJkvI1E6gCQBqUadPlGL2bQnFyQbaWT83QWCvjIJLp1kuv3s7/UwBn+CDHQTgcSleh/vWoa1Kv96iHa/GdZlb4Zx9AHYL3yCTPAUygQVsb+KvdgTuy9BPytCimM1E1T1CwVqE5wHbCEq7eKT3UR49lkKlBxvRpHHF2C0Koi6yXy3vB/BKM9/5M+RNp5AwnNhy7wToSV207ZcTo1LMOskgybQtxIE/ssQlcuIEhaB/iwwTeBDHR6FjJHqoXDIQXVugrrlDpinbkL+0H+D3ToJRzYnxdbCeUimec/IkI0UdQ+/BruZQeDPIMx2I3Jr8ateQtQ8g9CloCDAh9VJYGkGuPQ/IrPtTbCfvIOayWltI+dQsFQ18I3REPOcnMsLBl5Hof6dSQueMs55BMmm4Wr/djGnSQDV5z73Oestb3nL93ncUKjdddbbv6W2DtAXqdXr9Qf4wP+vskF466236h30dvDASlt0e8FI02BNNlfzTLLkPE4uFrFliKCXBjoyBvKOoVmznSfIkMkahSuA3m2IKlWYBHEkqY4HJkH+FOyRa4CN18Eqvg0dRz+PxPiDqFUWCa4CRLEngyxH0yE4U11OEPgSToLAn6Ak2I+o7/UIxUzAPhVZbdB6HH6dAF3meVpL2olMZYZgXvIOmO4CrBN/hXTjOLI5D2UxGJuxR4Sdgt6MTPAi7KSNILsbxs5fgiIYeQQJRbZoWDa8qQNkjpQgXk0LBSOZpjDgD2/5U9iHP4f0mc8jUi1Esqkp9mv2S1KuAdru3IdWWEUicxWZLUFf+lFJmKFsmLK/6jQB6pC200dNB/7Et2B4Tahdvwl75hKoU39L/Ay0R4Z4upgyYGossHMEzClE/T8NW+Xgi7Xa5xgobMKQ5yiepNowz5tzGZlxEuHoM1DZAajha2DZH0Lihbt4P06IzKRgifSmqVIEfo414u9CY6Oex8jIk03bWphELoUJxxZVx/UGp6oc0t4ohkfGPM9z9b8Zydn7OL5xbbLevynCWEnh+GyEswsert7ZRJXPwDMzSYK0gus2qRHIBrD5CnLQbDbx4osvYmRkpO8zn/nMV/nxG9dwiay3H6CtA/RFamfOnHlQWEo6ncbmzZsxPDyM06dPr/AzfmW0WOyTq6gaEwPJqo5OlfHTV4ZIZRVSprirkQgmO2Gkt1HHvQEWVdnAN2MwUQ3tihfVFmEWRxEunYWx9Rqy6WkCgoPshrfCcgk2819Hi+pvy43PZ6QULA4nSYpu8k1ghFz4VxJRuwmeLlxPbMcTUH0jCCrjULUyT/USnPwW+HMvAO4ZMuKdMPa8B87RvyEYPKu9OMSUAmG4whytNKxUlozORXLnOxBYCY7JRyDMrhZ7DJPTEwznYNgBGXE3wuY4rIXn0fJKMPuvpwBhfyc+jZblkTyToSvZwCTLTBDgUmTHQQffk4lSeBjZPp6DoCdgJ1LIoYRrEdwizpGZ5fsjBMUhWJPf4vG8B71vgrX4Fc5fpKdSp1tCqDdTld0DmxpDkOuB6VnwkxmyX7J+CtDISJJZUyMwPYRj34HR5DX0bAImnia7TsPY8Z+QOHw7BV1F2+Vlv1Xncop4/dQmokh840342X4CeT12JEyJa+UOqFwXwZkgblNdEvWJxwf+QTiZQbjJPUh6sxRAHnoKwI2bDMxXQyxRc1pY9PDTOz0UWxZOFE1qMhbvdRMJlTrnnrky4rBMreBrX/safvmXf/mWT37yk//5t37rt/7rmi6U9faabR2gL1K7++67vXvvvXdmx44d/cKar7vuOoyOjp5L4vOquRRUpIGh6icJSjmcnKtiX3dTmyJsh6zQNmGbIwgdqt7NJSBLQGjV+b4C3yV4tsjOggbMZIprvoKwchhhJgEztwXOyTEy0xFY3mmeqAXxnIN4cijZeCS7M3yE+b0ESwJny+P46nA69iJwl7QnhMoQPAi2IQ4SOIjAeTKzUgK+k4I99n00Om5h33NIRGcpPHy9qWeRmVs6wEZc6xzinhg/TARCVhMdCHNkh2J+EKdhbV9IwhdQmnqGYy3A9IswCNTovgrJrquoKTzD4wg7jornRLQRAlBIAIJfosAhuFMQhCkKBZPAzHOGEikiQT/JHl4XgdC3oLqzsFqTZLYejMzlSBe/j5ZR1J4gvgiupAQXUVImh4inOc5PIvbT5lhh1jnmJEF7I4XlAIJGhd/xXhR4TyyxIy3ye4KwuEIm91JbOcDb2qIQMaESVQ5/gXO7A0H/ZcDkcWoxWZ6jV/sUhqYDVRgR/zz2eZpj28h+N1AAfI/zxTl05+GIn7pJAWEvIMfLHuoJcd0GA187GeI05dCWwQbefKnC556LMN9MgzqbFo7iX7+ytcmCBFOJZ8e73/3uP/zIRz7y1dtvv/25NVgi6+0HaOsAfRHbzMzM97Zt2/ZWCbq4+eabIT7RbX9oaa+aqCeKXdeyTj+ePVnBFbsN4otB9tdBhjuEhJGLA4QJxJEiAGWHgeqUaOcE7C4Y9QzCzk069FCJDbNwKRnpPMyePcSwLliNJfK7OYiXnu1IoAlBFCkNCqGwTDSBzo1k2y9SEFA1zuQIgOS5wsIcl6xxO4GsE6gXCdS9BB4yVQJQYmgXUNtNjBqPfYAN8bogK7dbZHtkcZ374E49isTevfDF/5lAHBCkdWiHAJIAtHh2tMg4BVgHr4RB1h61yPzLBDIydVSeJSuMyGp5SskPaBB4vDPwR/53eGSwdscWRHPHYCUKZPE9sX93MgvfI9NNE9SqjyLqulSDZzj1kraT2AKwjrD2KsHMFzM4PH5uEABNj1pDgkDaMYhg5gznl/2EVfaZg/YltLMEzQqU2Kq79yFaOMnPIi1EjFaRQo+TIG6OBoWsS8ZMjEyZBOjqKQpbCtpN++EHBPNujq1zM6+9BqPQyXtLIZPdQAHBeW6U4ojxjt0wpw/CxQKvy4pTFFKgSFzKlr4IIwvA+KKPgyctXLOngZu3mvjykRZqUVIH/kiTiNbVUabynWwa/t3f/Z361V/91W8SqHuFYKzBEllv/522DtAXsS0tLf01GcpbBXS7u7txySWX4MCBAy+zO18oQ5n89chY60hSTc2gWCojOxBQTSV7UhvJfMUnl8emujVjNgmSvlOGleqlFk9wK/TD6r4E3uwhzcyMjhGo8acQCoiUJSw5w9eixKSR/Uk/oQZlFaXh+Atkt1X21aEZrpg4jNSAtp2aNoHfJ5glNunwEgRk650E5fIoGSvZfYlA6rc0WxamLJfmUdCICUDc31S9DJvnaU28SEDaqn0E7WwPzBT7dYsIhMnbKXj1BYQ9O+CkqNaXCPa8FrtCxj/3PR2t6IunCdE/8MT3UCIAG3Bmn4PfvZ/gqSgUUhx/DjYFi5ntgF+ZhdM5RMAm5tgEv/QgDAo0P5uHXavzmgjCvBYVUYPwA3jsX/kS1TdHQfAcjAmDmsg+WIPXUGsY0XbiSBzLHc5jMs95oKDs3c/LoQCtPYGwMAxnfhqqOcs+6xRUtjZFBTLfnmgUpwiqdagSGaw/D2vjTyEQ2zVBNxQbt4xTkeV3bNX2lrC2CK/nSiSmn+O0lvQ98sOGjm4MVAA7oZBKRNgzaGCqHOBkJULv2QiX9DUwPmTjqQlPmzrabp4Xyswn5jgxwT388MOFm2666Rv8+Ka1XCvr7cJtHaAvYvu93/u9B7/97W8HBGdTdtQlaOXgwYP6u1fLKnfuu0jCcyM0U/04cLKGwR4yoCwBJGrqjbvI40LuJaOqTCPM9HPxbSC7zelQbDM5ok0RWuUfuYoAloaZIEMDAYV/Vd2P807oCDalzQ0R1fmIi90J+iCnCMrst7CNZFAhTPaz74BMkgzaEzfBPqA4Br9jJ5l0H0wKAkWVPnSXYCkxNyTgkOKGbqBd12TjsxWEOnLOgHxnolWe0VGGfmQgbcfXbhWGeH02BQLBx0rp4I2QwGUGNaiFexHVntabbeLILSxaAnSEnUa5EpLuE7CnxQuC/W5/C4Jmkyy5i9dHLSKV5bWRpZLpGt1XaBOIP/8SwtxGqMpT7P8IXDUr3traA0XIpgTdJCSkOhhHkkBsViME87yY7k2we8jSZSMPEgAjYN2Kmb+4H/ZfDnvmCAXACfZ9kgKlzitjP2aAegs6qnGp7lEwTaAvm4LtZ4DSIRi9W/TmqJXp4nXXSLmp4dRmYMnGcnEKCa9O4VuD6aehwj5qMy24BP8gCrRt2edcdOQC7O438P2zPk4smLjEdHFZoYGJkoHxikRUmhS4HuffvqAHkeTseOaZZ4RI3PiJT3zi/b/927/9J2u6YNbbK9o6QF/kRtVxtLOzc6uw5p/8yZ/EP//zP2uf6JV5gC+clF1YjQs3k8VzZzN44zUEpaaHRPI4F38XmdN1ZHkefFfYL5loTtzMUtqH17D6Yg8I6r5Gcgv13ifhd26BPUcgrT9P9lWJTyHJeHgenyAnUYh2luCEs1T5ydTGQ4QDr9PApswWVJJAmRPVO6+9JKIkwSLVB7V4BuDnZnmcEmWUYEVQiso6hlpcBkNijZhSZPPRCcaQih5BNLpIzf16qMFdSGQJoqZkYYtzZ4iHSOQ3eC1JhNUJGJXjMBeeRNR6Al5Q1C5rLaK+ovCSXdNZXqcRGNjQMYeMNcbjKJjGH4Wx+adhEvAlWi9En44AjCzC+gzZu1snYMrupGwoNkTH5zwJ6VdwjVDn6RCQjpohBVSdryneK2olQWs5bwlZqJ1GnPmEGsVSkVrEFFCvUQBRwGS2xImV7DJUlYKimSa4lnlfAm0+SXCeG3WLsmUatneK56Om0LkDZro79sGWMYclWG6JRLoT9tA1WuCqPQXN3IODXwWO38PxNJE0Z9G043B3CVTa0RthomoQoF10pRPoydWxf8DEUjOLisS1R5Z2vxNTx0pNrv38FYtFbYr7tV/7tf/rzjvvvP+OO+44sVZrZb29sq0D9EVuc3Nzj1C1/HUB3p6eHs2in3rqKf3dhXIAr2TWkvSo4SpMBQUcPlXG3m2ShKeGlP08HPE0VjV4W/5nKDJoq6Nf+0LoNEKSOY2qMlFXe3UosT8HBIviM1zgEwS5ij5GFnTFFauHSWam0CkeHDkKAYKXExI85slY7asRdV0PMzMQb/QJYFP1D+BClcf4/hTMaJaMfJ5sdR6RTWbpiXkGOo0bZYgER8OvUxvI+QTpRVjeNJnuCUQEYOQH9eagpB0yyb6V4nilrzLHa7RgZgscIOeKYMzhobac40IKZpETI5/vxvTCElrZCE60BNvhtbZmEDbO8ts9OpLOJCqGDWoE1TPUPsg+OwnYfVcQZDlfreMIzj4INfoox3aGY22gKmaZYHkTTcLEm1XY4Qw1iElEs88hKvQg4lyEi4fgjVOYRQ6crp28UI594LLYTk34jZZuRDT+MIzxB5DkvISNJQoB3kMKom4yXonaDKMiTPMsMPUE2fkItZUCvJnvIZrnuRYnOb8+zN28x3LBFFDaHLTjapjbLodx6AHYpz+HTOWwjhZtl8e5rhXh4VqE0ZKPXMrG1kIdC4M2nhpPoBGZ2vQkdmcxd6yOZBXQlkjDL33pS+Yv/MIvfIcfD63FOllvF27rAH2RW6VS+X+4CDRAi0/0jTfeqNXIdpUUWSSv8IVeAdIuWXQtncPJSQe7h320fLlpdS7IWajWJMGIgDR8NT9MQSe/FJZIEEatBDsg+i4dI6tchFknu/TrXOi2BkQv8nUaSzm/k85iZrGBXNZCi3q4bY7rsGml0mSnREeCIEyHIEzQac4AHvvLb6Vg2EDgvJIsj5rA1D8iPE6mLgElkiApQWCT/B/LaUq1Gt4IKVZmeM4OMnkC79wLBMod7LdO8HoB7swx6AQ/uctgDl5JsB3gP8kct/8HhGP3Izrxl3D8FwiOPucy1EmccgTljXkfVp19W5wPsl9TUZNYGEA0dD01DF536T6Oe0RsRhBYDze/mXM3E/tVk/GqDe+DMfgumGNfQOLsP8EsnoUreZYlZ4nEAJp1nSxKvGPQnIC/9DRQehLh7CLC9C6Y8l3pgA7LD8Yo3AavgJXN8d8818Abgb6bEU3eB+f0Z4K/DL0AACAASURBVNgbhZg4RmsBa8RMW7IVSpBK6Qm407MwTz4Gr9rQZhSVoUApHkHQkvuWQGBRcKc4Nk+yQ+VhXvE+ZOcPInHy07xFRQrXSOc1ucE18M1jPmZqNvZ1hbhhcx2zDQsnFsnAI0tn3btQJRf5t2S+O3XqFJ5++unB+fn5T7/rXe/6pbVbMettZVsH6Ivcbr/99me+8pWvuGTPjgCuMGiJ7JJNGWkXUjNX/AueG8BL2zh41sbP7bc1U5LMR34obJEsc+EgInHXSnXDJyMNygtU/8WroAf28A2INr8Bhlfl51Slx76B6Ow3CU4+YWkOSaNJhh4h77SQ6aVq3yBoS9BbqgLLmCDwpvjZDILZA0CLLDki02uReXvkxJ1XwxnYTZwpkYkTYPrfhaj7V2BOP4n04T8juR9lH0XYVOsby2HUBhl1KOlTPY5bVREVR+EfuFtv9BHRYeQ43rOPQXkT/K4FN0shhJy2I4fpK+Fc+QnY0u/hv0Vy5nEdLGK4LQkqjNmjsN6W2NKb8Br8e/wLOugkrMqmqgSHzMEobOd1OQiWitQszlLABIiSeajpJ6DMEVg7b4e98DiSo/9AtlujQLO026F2vyCjV5avhZSxQM0/2BFn8TN4rmRX7Mc8P4WwPkBBugCzQi2hOAlj4PXAxrfD6roSxpE/RSgbidRYlGSyE5u6uDiKt0zEY0dfQticpQyVxEeSB0U0oYYOrIma1FjSAayhnfCnZ2ArD54hgsNGqv9WXsPDnKsSoZ/PGbWAMwsmDs+30JdNYmdnA2/cZWPhqRQWmzyXcZ5FrzSxtV3vSCx0DumtW7e+86677vrUhz70oe+tyYJZby9r6wC9Bm1qaup4d3f3ZaJCSra6vXv3ajPHa5U6ihdLnDa/SZV1JsjhzHQVl20Q4igpO9NxEvdWEZWD9yLlJBCRCdsD+8ga62SnR+GLDVbQ0eWiHT9OtnoTjK1vBs5+Hdapvye9f4nskIxKbMoCbgQbR1xlJddzs0xhUAOEeZ99iCBaIMA24Nm7tZtZGDQRlM7CL53mGKcIqi4Ma7OOgsMl74dRGUPi1Bdhtw4gEbnwdY4osjZxhY5q2nobEbAjt4wofxWMKvtMi3+vBFRIMAgHNH0IPlmmJT7Hkkdiluw50wPrsvfB6bgO5rF7dNRkaFJAKFtveBJx2XdW23OD4nH44kfsZcAf8GmXfCYJHbwiboVeSAbKYw07HY+Hgi9MUGsINyDouRXm7ENQAc8bJQnGLgVbieApApBz1rUJxlSLrNWSKr7828Wbxc9zFBoJah8SLShmJskxItrN0S/q8xhX/CHUc++FUTscFxJQJf6lwPLneZ9m4yIGqg+hzgXLPlO8rmQHBVuRc8M57hLvlx7el0PwJFsdryPgb42OnbAosDIzX+b8Uosh2b9hm4HFeoRjCy468xa2DVdx/Q4TXz1MgPZt9qlekWWx/UzKs7q4uKj3TH7lV37lPh7TE65mE+vtord1gF6DtrS09BU+8Je1E9VIbg4xc6ysY/eqRUURokUWXXfyZNHzuGzIIzjnNPMywgZadRcZyYqWlg2kkACyRDCpICSoGaStpsMeXLKsOhm3fTVCccObmeZCfyNU4VJkJh9GjazLJ2iJG3JcbUrSdco/HLJdD5Zb1Sp/FE4DA5u0z7UpCYSCGR29p2bHCETdZKoLBNGnoQZ/goA8ALXtHbBO/gPZ3yEeX9XXE/ebgZ/ug5/og50mIFs5BFjQQOenKFRsh0wxTaa+xGuaIjineC3iAkFw5DWaUw9p4eTv+iU4R/+SYyfbl3mMcjpxvSSW8pRUFpGdvzrMRIKCJUmB0KV9wy3x93bYp0fAzG9E0OCcuXzldlCgLEIKoavMNby2eV7/swRPahJ2Rc8FarPsNs2VU9cBOibZuOwMqGi5dFUyy2PTnJt6nDawdzvQWIQqzfD9HoSj30U0+DYYp/6Y5+F9MmZ5P3t5z6idUH1RuSGOOUfNYA6uuBdSm4C4OZrUBGwfvl2AKrf43HTCHNgFdYrCNlnQCZbsJK/Lzmi/dEkkVadg3z+i8M0jHg5PG+jsiHDt5jrGFw28NGXB06W6Xu5RtLKJlkdyIXlkOj/1qU99lh+97WKvlfX28rYO0GvQxA5NVfJ3ZAEIM9m1a9dy1Q7jZRWbL1RsNf5NiGZo44XpDP69X0GWwBBZeXjZXtjoIrAJQ/VglMQ1rpeqs3hzVHSQRNCcJwBRVc8PkwUToOYnEbZ4bJbqvHgcdF0FLDxJNb6k3e1MCZ8WgwH7gEHAM5K6wknYNQKz3iSp20qS3NQ+wE4PVXyfrDFV1DksIBt8bpPg6MCaeYznT8DvuRbm2RN6c0xSpEZJ2RirwhZmXthHFlskQ96u83qIF4fKEYzErYQAa2XIJB0JaCEDXTwp2f7h5/oJohOwWktU7wsIU9thVSl0ojqHQGD3LW0SUB4Bsnc/hck4hUEHQZDMkOcQE4h4jWjPkdwwlLgdLhEcO7fy3JsRniL42xQczUXtXmjVeuAHLVgRNZSgBKNJAG6O8zr2kYFWIMlUIwlNl0oxURNGRhIndVCb6OJ85vl5FsHcEUTZzVqoWBKR6BCAJYlTWNMVZ3xjFDYBVzV4PxS/pwBoURMxcyNyWRRYlh6TESR1xRu3XoXZewU1g6qO+FS9u2GfeQRuME6Z2mRfCjYVEElzupnYPzhr4Nich65UEjt2tnDN9gTGFlsoueyPwshfzg9zoXJskuT/8OHD2L9//y/edddd//eHPvShx9Zm1aw3aesAvQbtjjvuOHbfffc1hoeHU2L3k6AVAelDhw6dA+nVC2Sl+UMKW7U8hal6Hscma+i9RMKYe6iO53XaUF1FRYA+3SvpL+CSMRoEEykLpajaqzABp0AAkgREC+NAdgsCAq9JgI4IcMl0HZZxjGC5AJMM1PRkR69JFkjWLCHUZLz2wF5Ep8bgtUTN7qPqb2imaZoBVLYDgaJaX5sD+i8l4J0gsFEw8HxGgiDobIAjYKKaOpBENjLFVuo0S/AkZ/PSFJkswUjFG2G+YekgvSDk45nrpawYJHiNEzCHYXdeAuPYcQooglzlDEE/rTdHxcshlIRHAcHXdWHPHoBLrSLM74BZ6ERUmiTgkS0nmtoEgcIIQdJEQO1CSkwZndsIwC0tuKSfqLwEs1aOA0asJc6zp2sLKpcgKl6K7hjM7mvQsDkHFBoqdPVYrESXTrgvOVWMjo2cJwqwgHdi8FpYzTntkx2WHuM8J0mwQ8SVFSvUEF6gcOFvmy41lkGYnRR+ZMTVVhbJpuTpGCMQX4uoNgqnY7t2Q/RPHkM08DqYs09QsvJetUZ1QqdAhXDFfMTplKRSe4YVJqshTi0GSI0q5Huq2DNi48nTEo5PESPsXCq0tMvcrHgG26HgX/rSl/D2t7/9fj6nveumjrVr6wC9Rm12dvbFoaGh68T/VLw5xMwhzGRlAn9pF2LR0jypZmJn8egJA9dvGSMrzlFtnofd0Uu1l6uQQCCBGWLiMPJpssZOgkWeNEpCrptxLUCxLVPttzZcgWDyAMFAkiNJdrUZeAR0KaMki1uJ+qzILKn6RyZZXm+n3tiLCAy2lL9yetiXhH2nCQp+XAOxOcvXPAF1A0HsDI9JxkVj6wQ6I6PrEPoSXCN2c4K/mZ6DUf0+sX8AQb5Tu61JchDFa0zymrRsssRcUCdLJ/hJuHk0BKM4CpdqvMn+rTpZbmtWMnvwupqS3ZSgt6ArzZjVSTinvwFvYD+vK9KeE15rXjNbDbqSpS+SuoG8nu4NcQ6P+UMIOzbDWDgEUzZavXn4Ym9Hg/2KnbiMlGzuNVyYzSSHayE9tA9BmoDPiQ4rY/HGZavK68jEPti1RfiZYZhBRSdtkrB1e/JrPG5R31e5TE8iByWXR70I052hsKaGVSFwuzWkei5H1L+LQnOjFiB+I9D5vyGmqgw1qBZZfe0sx0oNQ+zUTqCz4FGJ0JkPAxVBSlvuHQCeGfeQsx1s5SM3kq7iTMbEdF1K8jh6/+F8RfiXmzzELMfnF48++mjX3Xff/Rf86NcuzipZb6vbOkCvUSuXy18k8bhOh3HzgafKqOsPtr05pK3eNGwvEF35OQzQpJp9dC6NpWYNPfZZGI00AnsKyG/Wm3QqM0iddBEq3Q1TvAtsqvEqiHMtC0AXZ7S3hESU2VJFWhZ4fZwA2NAgsVxCUNuwTZXWtffgV3QplmjpLMLOjbE7WKKfqnynVuWlEjWyZHxWBV65i2ySqnjpKMJsjgy0BiyeRuSeJQOt6tp9fhRvRgbNCZ7DgT33CMHnBgR1Ak3fbviySWZIzmWfGkFWU8CoNkVtYRC2Sba8dARqYDfU6PM6dNwIyzr9pyRiCoKmHr8p5aO8knblcxbk/D78zdfB6rmMgJ/STDhOGWrEYdoch7glqhaFk7cIa45z6xL8I1fPv9ySIIrD4RveaQqpKiyJ4PNLnFeCdTfRr/MaWKkBHmvEFcfdFgF7ivM2Qe2BfRcFRMcJ7md0zhMlFWysSJfbktzPgZiImuIbXacWdJYgLPXC8rDzwsi7gcSAtlnbVTL3s1+lYKqRafPZkahDAexkDxxrgUJoUs9zOq90kQNHCibwFm3vMzFZCXC65KEzlYSddXFJTwPlcRM1gQFTogx19cdXPIfyXrw6JE3B3r17f/XOO++8m1rhk2uwbH7s2zpAr1EjA/nzIAj+aztpf1dXFwYHB3WGOzFvrEyi9Iqm4l12qfpcUh149lQVt+yVyikTOjGSchyYZGlutaTBmStemwqUMuPcmcnCckQdWVnfTu0iFkpdvBZBo3yE556LU4Takm7T0B4UnprVgS6m38nfzWjmG3gWGWYvHJPgkurSEW8q26c9LwJ/DPbgbjJtKTDbGdtLJckPwSkUpgqOQQJrhA1LzIVPRuvNEEwPE2Qla9xu9n0pkn1btBucoKiSKuF+jWC+SMYqIYlkmWEW1vwkrEYxNh/ocHVeS9SEb5DFq6oOXRQANt0kwd3i+w5YlSai4YTe1FuuVgsxHpmi2ifziMrzOpOebWahNo4gKtUpaDgfpQaFx5yef+0aZ0s18zme06IAc2AQdAOCrtVxJc8jhRGpBUjuZgKtEbiIUhQI+Z7Y3xstXtMCooV7EczxHtSWIyJVHHwjgThwRRtYYt9LFIYUHmagowv1FmSN4Dv+FIW6giXFbiXx0YZboLp36cAYyRGdXHwI4eh98OYm0JkLdOFc2fw1eIJ9GxW++VKoQXpH0kRfqoatXQ6OLjhoEaAlrF9ywETRy8lC+694dTz44IN45zvf+dC6qWNt2jpAr1H7oz/6o8rnP//5qV27dg22E/dLCtKzZ8/q7y+UQEnaOZOH2JYJfg0ni8fGbFy3u44sAc82zgBkRipJ4JLQ7t6dZKCdseuYZPCU/ymCMwHOK0+RtSodAWi0qErXCdAEwoQwtGhOs2GxRUqyIAFQSzwrCNBGqxtWxoHj9AD9r4PKD8ReCzrFms/f2wgsm+y9Tkl0RsczKn82jiy0xPTgaLNGy/M1LkqSI2HSCYJpwp4g2NoEuiSMebGp7uLYJfQ7Lm1lCAT7ZKMqp2sbGlmexxvj+TiuWTLoJUmnucT+5rQg8AmigUOhQF5oBy3YLsGvQsEydxTGlqvJoBOxS11xXG88hkWy/Vw/zMHrdPkpXR3B+XeIKi8hOvsdRDM2nEUXbnOc4BWbDwwdfMMxid+yjLT6OAXT6wjwm8iY59B66T74npStkjzV5KcDl+vAG8mDEpmXAl2XEVRvhjH+edhTZMNuVftwa1MR+5egmABk6Q3O/9KLCAtbecwheM9+iYKmBLPnUgSF/QjGHoaR7oNrZOLCByaFSXQD0nveSk3jcThH70bBOYsZMvVFS6rxGFiknHv6tIferInNHRH2DdexQCE208xT4Cq9lxGG0cvAuQ3WYpoTr47vfve7XX/xF3/xOX79i2uxdn6c2zpAr2Eji35o9+7d2n4nm4XXXHMNvvjFL57bJLwQIVnp3aG9Ochij82lMF9pkLWR2YpKnKCKT7Zo1rjIwkugUiNxkiBxowol7SVVf6+pE+eHiwRQM9RpOpXR1FGFkkpUu+iRzblBXLdQaXW3TLAYg9MkYFbIRuc7CdD7ADIzTYPF57m6oKuW6Ax2Q1cSeHZz0BWE9RcQnuaany3Bry/GtlxR6T1Db46JCcbSYeA1zSotAlK4NIqwRGC3KVBKzyAYf5TXbHNsEqjRQsC+7aHrYKbexPO5ZKEvIBr7Cokj2XF5USaIvxUbShzOHJlFgt4UhQznotLF/segEjsRTBxEMPkYAncCpgi1xZcgHtJSZTcyKSi6enlOMvHeG2H1XA1Mfx/O+BehSgc5n650zzEbiOt6UQBx/KhOIizPwT/wINCZh5POw0taFIZksdQAfM6TJYyacxPVZwmyr4eVuxZB7+NIHP9jju9Fducvm19CXUyXH8pOKaLGS3APfBqomWgkckgEywJcfK/tTtlmoOAx4S9O895vI+vnOebnkBj6JSD9DHrDryLBuZ/nar/SU5hlt2eKHvJJGxu2uLhyk4dvH2uhIdGiEdm027qgR4c0MXVIEeTrr7/+to985CN/evvtt3/3Yq2X9bYO0GvaisXin/Bh/zVJnC4MesOGDVJuSKqvnPPieLXAFWG6msUQPavI4thUGb0FLmlxLwtOcvF7Ougi9AlI4Rb4AnSzVL/rkzo3MbqGyK73wuzfzBUnZbzLCCceI7jdB4PA4hg1hIkGwTTQh4taLRtMnrjOBaOwJQlRqROKYBu1CGD1Crxxcc9z4Vcm9Piw8SaYBJCgvqDdwbD7l6Eu5TUd+TzU2S9SJsyz30CHY1tSrUT4dCA+4JauTSiZ+qLaONzRB6CcBjyPzLo1Cd+uw25WIVYX8VwJdSrTOercY4gGb4W94z8iPHkPcPxzunCBgJqk7tRbXpGlPSoknDxqzKJ1bArR4gEKlQM65Fw8NpDM6eKvgbjmFc/wvEU4BNPAfZ6CZgF+105Y+/4AiYP/jdf6JIUixwJxUUsBrSSBuhchNQC3QuAlww+lYncgG7NJnfMkaJRhEpR10QD2H8qmroS1LxzR5ihr35/DP/pxJGbvI/CntBBQQbzJGhoUGk3ek8QgompNl+HST0S2F4ZsPmYGIJbsKBRjT4F4vRkB2T4WTyDquhrJ7OtgDPMc49+AtZzq6fUE6X9+KsLpJT6Dgwr7tzYwXrZxdCah09gGVpxQaXXGRWntAJa///u/x7ve9a5/4EeDa7aAfgzbOkCvYbvjjjsOPvzww82+vj6JotCL4IorrsDY2Jj+fmUprNVmDv2SnGxST5DA8PyogRsutbUfrWy6ibVBos388ee5kL8GZPYQl3IIe8mmFw+RvhMQ0sNksWRa5VFdqSTs3g978PUIZ76O8MSnYS4+B1vYrZhpQx2BrIHaEvANiwRuguXoY/AWTkBlEzAWvo+msnW+Y3GR0zkpGifhFQ9ATR+E2bEPnpOQKqxQ+34X1tgDBKbvwfOby4UJ4uuLwoZmjp74B08/rv2JVUtqHmb4226YnVcTFMmWrS6eKwVXAKzp8UVAnT8Ob+I0lEVwuvL34bz0SYTVqZh5it+1eHBIkic5l+Ru9mYoZI7qclxGKgMvS8FVpUTKDWn7tE9BYUcZXk+d4OzrBFTGElWB6WfgD5G5nw11BW4E1EZ8ajF1gprk+OB7s28T0DgOMRCb4pOd6oKX93WhBSnDJelTlaRTNQq8Ri/215aIzInneewNCJPj7O9MzPhFCxAf59ZLQP0YVG2E119CJAmVqq42MYWSkU+EneSNblSoWWzlP/nsnHmKwmGQY+B9mX0eDgWCld1O8D+hQ+7BObl2q4HvHfFx5IyDN2xo4qadCYwvUUB7aTjK0RreSjPHSk1ONrZnZmbw7LPPDvDZvfO9733vHWuzgn782jpAr3Hjg32su7t7bzvd6I4dO86F2r6aH/T5D6EXZItc+fisg6WSi6Euk2yUjDYYJuPbRwZ0BBEXeyT+z+In3NnPhZ3Sd9oQ7wJJ0ERVHmTAqkXBQJCKpkcR7fgNmPNPIX3mXp2rWTYUpYaeGcrGV4aMlMyV6nSUdGDXjhJbqmSNCzB6KAhKcwjspHYLi9wSAYzA4ezi93kC6wSsqrjKLcIceCNSTj+cqftihqlzaGR5WR0co/gbE5CpFaBJYJH+/TjYxs4P6zzGykzHG6LJPgRiP05u5GdJmEsTugwVEv0IR34e5ug/8frKmpkr8b6QSuHw40otmR5d+RzCPA2TIE2225iESQQP5DZIhRSjA26zSZwVE0mCoBYgLE9SABLoO6+A0xijsAp0Bj5h/oYA9MJhmPkr4FlpHTATZTmvRpbMV3J99MQbkbUFstOCBm5Ux/Smo8H5MEpndLISt+dnYRc/y37r+mZLIVlUxU+Z9za3lffT1T7pkYSsJ3hPOkZ4zg28PQUElSKiDO+5S01B2Hff1fBrkk8li2jjT0MduxtJ00TBCVDNAZdvinBmHhgr+Th6zMJlexq4eksC3z4RP3NSPLhRb1wwmZK0UqmE73znO/iN3/iND334wx/+5Ec/+tGFi7RkfqzbOkCvcWs0GoeoJu6VjGGiLkrypGw2q2177Ry9qxlLu7VZpxcoLBD8jk/WsbFbXCLIUv0sGRWBONdDFjqPUFztdJBEMy6cGor5okSAM/iWTM6USiYEjZlnEbamCAdXEGSHYA38FBLBvXBrlWUhwZeo+yDb45hDu4NM+1s63NmUbGyFIXiJTiSaZa12Sxg6JEqvEpe58mamCaQdUs8D0Yn70Br8CWr6m9jXKW0zFpar440ljJHniMgCDYK55G42By8Fpo7Bc4uwxA2wMCxiQ29mSZY7q3enLoobtfj7kT1QY98ikG2Amd1D0JSyepb2YtGY4lahlkahhvch4BglOg9k6QaBLiBoe1JqivOljCTCXF9cYkxygQxdCWOeWomZhd2g5mAMc14Ksc9xSDYcVfS1GuEYglaKwiMDX6qHJ4fgyKYgmTOS3dr0EzuOLMXh6POTFAYFGF1kxtPP6hSltlTKQYqvCvtt8lmgAKxxjB7BvzKPoHM3gX4DgXu5+njH5WTPQzp83RzapQsjeItPEbg3aT90Y7HG54DzMX+AQi/UkaGSkjXN29NNGXHDLuCfHg9xdDzEQK+L6y5t4tC4bBjyODsB3/a1lidt9TMpz+7CwgIeeOAB62d+5mce4kfXrt0q+vFp6wC9xo3qIVcLfrHtDy1tz549eOKJJy6YenRla7MXj2DWIFN7fpTqKReVYfp6IzCqEETFTUr8hQ0yTartsukVJQneLaldJ8EVVZ1s3pRIOp7LXTgCOzkAf/o5mGSBrd7dxN49SPontVubobrJQAsaBMJcTvvwBgRkQzaUkrbO/WzlB7UnoErnCfRdZIVkzGlP56PQx0kF6zoZaFPC0QmSXVfBmiRwG/W4WKyYODgWq3gC2HIz3OKEFi7CjgOq5+LlHJAdSg6NKD+iN9uMoet0fgr/9LcQyUae2HKDGszGPEGX45Mag60FncBIAE/5ZK4Lx8k8czA2/CQF0LMk0mXOaRrIU60n+GuzSN6I3doai/CGruW1ceyTFX7eC2NpkiDIOYksnehJADSS8lpiNqlScFV9BIU07JGrEOalxiGvi0JTWLoSM0uKYM2xURrApYZjJHk/5o5TuFwHf/EEEsVJ7c3hqZaOXDRVlVoRNYEymbJk4ms9zcspkv6+BX5zDmZ6m3afFE0hEju+5OhWDtkzPz/7JM+Zgck5UIsvUmA14YtZRTzGOeWZRITBfhP7RyI8dsZH4VgC119VxbU7DDxyME1RaSDJ8Un62GjVM9jW7qQCy4kTJyR/9DUf+9jH/sMHPvCBL1zk5fNj19YBeo0bAfqIsI92Xg6x5wlAP/nkk+cYdPu1ssWLAnE4LtV2N3BwaDaBkktITEpBUCIkASCwErDEfKICeLah7ceSKEjKwqoEQUFc1uAQwHIkc2d5njz8jTfCkiQ+qhdJSe9ZIDOtTevCpXFtQQoBpMl6Z4HZE2RWvTqBfdC5XUfbWamd8MhUHUsAWsad4WcRgtISQTBLVj8IzBNc0mTHjRn2JdF8eZ0iVDLvh0ZN59+wCEL+0S/B2vEmBIsHtZnC6NwEg6xdpQk8Tg8scYNj/zr9Z3VWqrsS4HbCGP8GghTBm4Bv1hZ0+S5JcASp4C3Sg8Aqftn21LMULDmYw7vQNGahJIWnVDIXs4OytQueVKqRfHd2rp8/e0m7CKqIx5KBirCQcmNSu1AEjFTzVi6FSDitN+tUpZOgS+GWHYbdvYVCoqq1ELFlyyahCrjkGlXYPRt57dQwFiJd7cVmnwYFkwg8KQsWWjX4aMGuU7i6kiSK1252I6JmE515BvaOn9I5uTUbF61LNgCliG8oUY4VbW4SQWBVl2K/8KilN2clx7VsOjZDxWcvxKXDCifngcPTLvIHbWzYUMNQPoWxaixUEgTppuRewcs9itqMWiqwfPnLX8b73ve+v77tttu+eM8997yGQ/96+5e2dYBe41YqlR6Vv20Qls2Y7du3a3AWwG6Hgq+udhG39q66qX1VF70cXjw1jZv3cNG6Z5CYPoFg78/DXTwFy5eQYIKt34CdHdAlsKwc/5JxmWkBaRtelUx1eK92wZNIORQ2wqxP6EK0wpgDLmpDR5bZml2aPhd9Yxzo3IuwKjmnB4ClaXHEgCUeBQRPGZfZOawz4QWScH7wMv60Dls26xIEHy8FVZqF1FyRhPmy3KUIrhlNS+lrmMWTME81dcUTP90LlaEAKU/ALuzluKWqi6V9tIUJe/NnEA3vJ3hJFZYMMZswKKaWRk0Dv4ECNYgGWWgYFwlwZzWQRbLJON1CQkwkG95AjEvpYKBI0q6KIAxbOtsd0RAok4X3XAJnXvI31znGBW0yUmbI65JaYR588xQFGqFbKqKLnrEkxQAAIABJREFUsGmIXzmFprjspXPLgSiyYRlo4PQlIx4FIKozZP28lrlJGBIBGohfC38TpXSpMS+s8R7MYaESwquPY4SM2rIvBaiJaB93MxYoUudQ1UowFibglNl3vaRt1VLjMOrcSkDm+Ja+j4ACNmzwzqeUruWYFP+8XIRrtio89GKEY9MhrkwG2NlVxFLDQi3k2NNpDdCrg1baz3A7DPyRRx7JvPnNb/4rfvwra7CMfmzaOkCvcfvIRz4y89BDD4WJRMJomzkkedLQ0BDGx8f1hmGbSV/Im+OcuxMXfJ2s9tmzFm7e5Wi/XJ0k/8xjMDbfQAaWRJBIAsXTMJ0sHDI6ifyTbGva3iseBFYn2WMO0diTVL37tJ3YrEldqVGOa1wHY0ASFql5gldW51A2/DOwG2R6ebL1+bPaf1iSyUsuC73pJh4deZsYpgjavQRlk4D7dYSZSwiQMzH4BBLE4mhW5xplXVYKmCOLNHR+DO0R4cdx52bXNjLk3Tp4I84TgbikVyBhzgRMiwJhcY5/eN4ax9GoxF4gkP6TEKdEn0Bai06iNHcCPbkRJMNLOBVOnIxfGCEZus5VnUxo8JbARic/QhArQo3coktVSamvqHicoF+NQVFSoVLDEB9yiEAN57TdWBcMkIo2S6dhdF+qTRB6w09HGpExl2di843cj+wQVDKjK8NE86eAY1+jBD+qXSAlgbajCvBUGR2ZAsqeVOZehBWKfb6qfbFDHUVJoSeePV6D0zZPQUeBtFk2izPabm92UXA64lf+ONTY55AYvR+NMhk8708qY+jo1IFeYPeQgWfHPPRT/gwPNrClo4QTxaQuoZbJZHRWu3PJu5afzfZ7qbEp6XNvueWWX7qT7Y477ji1tqvqR7etA/QPoc3Nzc0ODw8PtFmzvPbt26cBum2Hbm8Wri6B1W7C9NzAxNGFBCoEhoJX51Iie5p8TDNgY8ONMDZehag/DyvRo6ugmLECr1k0xOWL4IlGXWdhQ5LgO/UMIjJokIWqwNE+zgEZodHIwLPEXOHA8gb51DjiIwglYLPlJxB2bUarMo1UUjLS+bFrW30hzl43+xxZbaQ3FA2h2s15nQVPNsNCyRLXDLR3SlOKr3qSTt/UeSEUmaBhc533SeDNgE72JE2YqBJ3vnoFNoWNJLdXBLpo4TTU1Atkr9PalxhhhUKiGAe5iBFB1bQrYL1VQdKa0ulJ4STgdw3CGujUifyl2kvYampFRXyiLWGoQwLmHKu6GYpz443eCzX+HRiVQM9P5LHfQBJGNTRYiyVYKm9H5ROaISO3UQuVcOIlNBdf0mBvaPPHNp072nQyOp+zpDsNqW2Ex74OdearsCov8P5O6BB7o15GwYFOmRoa7NPnNTYI4plIn7t54KuIzj5MAVOgZnMCprEEdG9HOC1C9gqdjApBFmr4P8Hu/0XkTv4VzNGvwjFbOhOASSF3xVZgvKRwphigM2di71Ads5WSNodF6aS2N4u2d+75W2HuEJIhvtGf/exn1c/93M/9Iz/av3ar6Ue7rQP0D6FVKpUn+bC/RQBampg0pMqK2PLkoW8HslzQi6PddOCKgRmC54nJGvZuHNMpQm1hpo0zCBayMAY3wchfAnFms8woLhTbEp9jQlaLACR5O6aO6ZwPxiLZe0Pc5CwCXHfsc41RuASqMhey5A/eVGhiwM5ysXcR1MUzYRChVAmxC7B7hnX+C9nsC1SgbdwqImBLTb48GbM7hnBWTBpkvh7B01/UCX90sLgQaF/qI0ryo6bOBmdGPowyBdVEGqprq86nITbVkEDsSj292BEQTveQzoBnDF2OaNuN8E4/iujYvbBqZL+R5COhkPA9JPlKiwYQUf13pZoLWXo5g3CGAqf7cp2y1JudQOv0dwhwdRgUOqiQ3Wc6YW3aj7B8iqyZwiVJYXHVH0AVD8A89AmoyhF9TSpMx/UelaUr0kg0JcSm7Dq8FyfgzhyF6t8OS6qYux5aZ78NxxlAnffR4bmswgiCxTGdBlXd/F/gn3kI5rFPwwkmOdYmAsmR7XF+ZRPQrOqAJClt5r30CIzpf0DYHIef2Ml7UkOYMnW0qBRUkKRRqFBYzh2GanJuey/nXL0T+Z7roY78CZwStQ9H6Wfjp6608E+P+TizYOHyThe7hmt4fjxHFp9FLp/F0iL7wsvt0O0mAH769GnZU7nyrrvuumE9b/T/P20doH8IjQD912TIb5H3AsTCTDZv3nwOmKW1faNX54o+F1mo7dBkT2S6z5y2cMUmn8BINqwmCXBSkYO6qiTXye/U9sr4f4rgI1tzrs4UZ0mKTTI8JeHaE88hmnbjjTuxDUuos0/2TVZZoCq8xR6AY/QjkPSeoqJXGlyqZKi5DgLP5WSjWR044pXnSfCO8jweoj4CUnefDn321Qgwco0uY2VMfhdYWCTIl2XXVFd+kbweEj0eKkk5Oq9zZhhSjqoxiojXEdZH4ZcJ6C0JlSYzlNJXBJUWGXrykjfpPBmYOQQv5NivfQ8J9DTMI5+HUXyeV13kmGXjtCeu/xfJxqG4+C1yrk4gYB/+7LwGTsk5ErmT/M00AXkOQZWMdykDvyTst8SfUzA4FExiHtn9fxD4HoU58UWy65bOyRzK3EgtQwofCWSRXNdSsVsN7uc8z8OzW7CCpAbFoPwsr53X7Z6FP6k0m42KJV3cN5Qw7qs/DPPw5yjIntOmC12XLKAQcPmbooThz7H/YzqISFkBvIJF5t5EIj+gtRxFISnpYOFzPJELI5WFX2/qZ8OYfhSJ4bcgEd7HOZ/VAl+yNV2xReHwhIfOcRubdrdwfL6JZov3NpNFs9HSBWVfuTcSP6fiG33PPffgHe94x9/xo+0XeRn9WLR1gP4htN/93d/90oMPPkgsDsx2GSwB6UsvvfRcEv82KLeB+hWh4CrOBxFQNT8wKfktDJ1lTol5wBR3K7JUqsFiagjNJPyzxwkIRwlkdZj1WryBeMktsSub6cAcvgJe90ayPTLqycdhVX29EaaaVarzLeQwoe2sobitqcXY1NE0dA4Kb+6IzuUsARVe9TQiiyA5ewh+QCDIE8w8Ark/B98jgGS74Vz28zCqBOsTn0Vi/im0xKeYDFpy+Zsq1KlVNWhLSlS1BHfi65Rq/N4aigFcPFKaE3ArFb0x2Jh5CXathFb1DMc6jihB1lo5y2u6EebQDcCRu2G6S3FSekAnVZL+RWiFZoJzL7mXKZCaSwTfbmJVg/MqebIXOaAcwtpMHIHY4m/yl3JOCYxnvoKAAzYv+QX47MM6fS8k0iW0FqDkups8ZnEKkdnULnCW1yTDTUBSnEihAFO8RqSaeeghzBNMyerd4knYiZT2arHGvolASoHt/l+gnqdQWjrKa6dmIdXMxSwkmQu9UY67qEOzBWCtTIH9OHFAty7g0MNzdmq7fkIKL6SHdXkxTBxCmN6GVGBSGdqLdEv2CCJ4fLZet1thbCHCnOsjM+1gQ7+LomQwpbjM5XLnNgxXm9+kyXcSYTgxMbHtYx/72G0f+MAH7vkhLK8fqbYO0D+kNjc3d3hoaGiPsGZ5yNs5oiWJf9vM0c6H0Abp1SkgDbJhcZuaqSYwRe1zS7eo1y0d+CFlqlRQR+Xkg4iqZFUqo22NRt+lCMdfJFgfg1nZxI7E9a6GQFzuurbBGLmei7pA0H0O9sxj/E4KxJJp+q7ekIuiPEExSYYrzJ6/82YRnv4OWfJuuO4cDIKG52Q4LrJNuz9Wz8nw4DY4/kEy4iUE09+Ejx6orf8bjMJuOKN/jUhyaKBt25TQ9VacvEhydPAxtbL9UOUSySPBVQq5dpL9EyhVshdRYwpefZ4awwSi7i4CIAXE4gG90Whc/VuQMgX+wT9ln752F9T5N0JJ9sT5lJSqdgFBYbOudB0m+FsvqRNO+eklWLlNCHT+DwoogwxcKr9Uj2kbfFQgWJ95nIBIQZK9HAYZcSSud2JPl+CfEoWdGqKgWUQw9STCzh1wJKd2q6Ht3TpQJ5mEkRxg//M6+VHUu0m7M0YRNRXJLz3+NNy+62AvHSAGU0MCGX29k/dihpeQ1gIN2QynqsT7kkGU4vWZZNu2eMB0aje50JWajP1IdGwn0FOA8VjJB6JmTsDsLCCVSMNDFUlqSsl0hOt3Gfj6cyGSCx4S/ZFOVwpJWZJM6BzmwqJfzUdfAq7EVPee97znz/jPdYD+V7Z1gP4htYWFhc8MDg7+URt0BYwl7LvtwdHeQFy9SdjOeqeWcwQL82xS3X7xVA1bejqguDBhdfKbTvhUSTF/EHZuJ9A1QFX+JH8fwSQIhAstmIkeLvokPLJPtKjmVqRvAsD8SYL0EPytb4U9+S0kCEih19JlnUD1XDbsxPUuNKSGnqXd7fw6fye1Am2ClQSDkOmKG3VkUb0WD4NKAKuQ08AazDyvfYitIoFVfKZH3opw7EsUKNW4wICYbwzZhPM4roTO2BZK9nkyaqeXILNAkPHEg0JKY4W6ArYUakWmC2b3bgqfcagqBcWmN8GZOUTWOAA1/DNQ01/RY1GSvY9gZ1E4RTUKptq8dmszWkUKKQJbNaH9zZUUOUjnYWcGCfH8XZjnBfFvdRE+AdmUijULT+taiVLvUFUPaq0mTBDYPQocY0Jfi5hTQiXh9fNQ/fv0JqmkhkX3VljiCidufxL5mR3RXh3Bwksw+/fo6uSqVoHDawvERVG0DKOis/+hOh+H7ptSbFciI3som6k1JTbCtijMkgNaoFrZjXxGeL/TC7Hb3djT8HM8xvCobaTQ5PVbqgWb2lfSjJBIKYz0h9jKx+j0kotBq46s46FesdFoNl9mf24/myvBWp5j8Y1+/PHHu2ZnZ+9473vfe+cPY339qLR1gF6D9slPfvL2Xbt2/Z8nT5584t3vfvdN8tnk5OQnt2/f/ocEXOVwscqD3dfXh0KhoG150lZ6dLQTJq1k1GJWDnxL20Nfohr6FlM+lxyeLR1BqIJ5OPnNPDBDgC3BIhBLvmSpqGJJvT7xuJCAi9IYfG8Odkpq6/G3EgAiYM9F6xdGYEnuaAm/lg0+CRAxRI1OwLe4ilM9JFfinjeJIEuuynMZ6UFEeareRor/pvpPNhp4Pmw5Z1CDWyfQDl5G8J3SQRXe4I1IzI+SAb9IAFqKF7yYacSsI/UCJcucTtVJtlsYJKCWdOY7U4rIpkwKAYKXeKHkduhcGobkhe67EkZmCwH0RfbF82Y7CUKSo6ouW4v8SwBt1Xganqd6HCCT9wVAjUvIgqd19fGQDNYSW3d2QLsR+rUyQZwagNkLc2AIKJ3UUYviXaHqU2SaCZ3TWWzPgeK11frYF0E0FenIRhuSmpXCgKxcChuayRGdx1soqmxoygacR+ZvSD7vrt0IyzO8j7KfUNZugb5qalOD4Vc4J1M6+RJSFW3yMDuGYQ6+AXXRRFKXcswjejNYPydWRhfHjcS1UlK2iiYxSq0n2wO7dRjNKCX+OnD9SOcs8QjsmwYUzsyHmKm4nCkXxYobF5hd9uS4UI6O9vMpLnlPP/20pCT9PT7vd919993eWqyzH8W2DtAXuX3wgx/M3HrrrXdOT08bR44cufHOO+/87TvuuOMTH//4xxt/+Zd/Odrf379ZALodVSgsWh7utplDPDwEkM9vDp5nKwIGhmWi1lI4OQ3MLBYx2EWwsFy9meb7vXGVD68Gq2MfQkliJPZdAq1kxVMETWGtkljJ2nDt/9vemYDpUVTrv2fLvq8kISTsixAkEQggiOyCAsKV5fIXXFBRRIgoQkgMIRuEC8giBriAioIEULgIoiiIAiIBDAZEEgJZCFnInpkkM5OZ+Z9fz/dOTirV30wIc6+YPs/T31JdXVtXvfXWqVNVSVmvnZIN841htatN2vXsZ0x3VlLaaVcDyaXGzpYb0zIAqmlIrSewvy3fsCoF84aevVMLkoa2g5PSVW+nS8lrrbNo06bMnu+aHj7btg+bBBl7fu/vSXnPvZMKA+gNM15NF7JweGwDp4nTwOvYcN86iWoburefk5TXlCVli36T1HQemtTWVCQV7GCHaZx1FPUw5s4Glp16pxsibVjPc8aIaxuSNoOPTeqqVhgotUkn0MqN4Zew6VF9ZVKXbrfa2ZimdTq11hEts6H+anb365tsqF6blBjYtekyKKkYcJiVd4dGe2zUQzD5DX1Sm/GEA3LX90g2WF7aGIsuS95LO66E079Reqy3z7L3ktL6dZYmJgDXGngNMIBfmNS3s/KpAtB7JCVJp/QUFs4bZCFLXeUbyYY2Nqp5609J9aqlSXVFWVKz8KVk7Qr7XV2WgnJ98o6V1ap0g6VaFkm2qUjqKl5P6l99ISnv0T3pUntn0s5GF21q26UHAFStX5JU1tQnK5asTlauWp+sWrPWvmuTpdZRLqyqSFava5dU15YltVYnmABGn5EeZ9tgNaWyvdUWFjKVpvuRbyhsT7CJyWewiAUQh0X/+te/bvuJT3zix+Z01v9KY/s3lBygW1m23377C1evXl2KymKHHXbA1vkyc/4B96wSP9ClS5fvtG/fPvULQLN5Ekb/mijUfh2IbxSNm4/WpzbDtZx9sq40mbusIenfp6Kw3aU1eGOTtcacShuWNtr3tutpo15jd+0NNGtWJmXtOzTu+JYYS+vSN53M43ip8h0OTupWvZvuo9Fo81yWDufrsfltW5fuBldS3iGdROSk1tLa5Uliw+c27XtbPIuT8rKOSUO3nQzHhhtm9Up1wCy8qFvP3hidjH1+NKlbacP/joPSnddKNxhjLe2Qbo9aXlqT1JZYp5Faq2HD/K51JGVJhQFaScddDEAXJ2Xdd0t17WXG1MtQLZSz/Ns6jDLLc/t2BqadbGRh3cjquUlD9wFJw7J/JLVrXjLgWJ+st7DWcepK/Vpj7xVJWbWFny786GLlYx1Q++424DAGu/yfSXnbrpYOTEvs/ayzTs3KsHrdciPey5KqtWuTypVrknWrViRVVUuTyrWV9v5qk1rLZ32dsfl6znV8vVFVwrG26IpZKF7686RNRWmSrl+xTmk9K0exowag7VWvWJkklasrkkoD+DXVHEHFIQfGrOsq0lPO04U6qFFK1qV7TGFwiNUNmyeVllZadXg3aWesnZNz2pgbRkEb7Lla61DXWd5r6krtv41+OMSXSUIOmG1oPHcxTV8DowvtA8t23WzQpb2h4wcaq256Fs3iFfbp+NSnPnXG6NGjLxk3btyCD7JdbSuSA3QrS8eOHY+gssKGAWirtH2swg60Cjt/+fLlkwcNGvQdGIcmBVn2LXM7v6ow1Pk1rk1rPM5qQ2k74zjtkulz1iXDP2JgWLcqNVUrM5BpGHxEUgezq1+flPQaZGBoDLRjJ2Oz7ZOKbrs0nuDRrV9qwVXPKS0DhhowG9OteTtJuhmYrltgw3AbWK9H1VJYoYd5V10vw2YD7XWNutC6LrskJesM9AceZsPrPkkZq+hKO6T7YKTDd87WYx8N9jM2oKxbxU5rHZKaNbOSqpWvJRuWv5XUrK0yIGK/68KRW8akYbmlbdcaDC02EJqWNHQxFgqwMGvVqTzdt6K6viapXrsEFwurMqlcsSpZb0x/1eIVybqqkmTV+ppkVVVpsqqmTVK1odwAqWs6uZoaHpYsTpdTC5QoU2yIy9DVozIqbVzcQ+AsZqyxcNfXlqSGFJw+w86CtQBcnY2CUJ2kRwzWp8DMBF76lgqn8XLuY+N7a9yQqS61tyBSY/ml7VMwZd+OmnrLX13jUn/8YHGSnraeJrGxDjQ0pbjRLV2p2LhRS+pekoJ3fdoBp5t7N5SmceEGq047+/qGxnmMQij1DY27JTbWsUJI9UmiVCcFjA71ziE4a58ZVHUPPPBA6SmnnPJL83Zg67a0f0/JAbqVpV27druhpkAAYAC3a9euHHs1dsKECe/deuutC9u2bdtPJ3yz9SgnrWgTf/z7zdObNu8vNIby8nb0AkmZDdUXLKtNVlZXJV07dE2BGJAuXTkzSfrsnyTpDL8N5+uNsXY0Jp22wIZ0KNvYQmuSCmOP9RVtktrVy4zwVhtgrkqq3/lLUv3ea8n6NUuT2vWrkw01pemuaYkNsdPtTcvKU7O12hJ7jv072penk4dtO7QzZlqf2lGXGzg2rK1J1hoAr1q2PFlXg81sdbLGwqqs3pBUrjPQM7ZYDfAylG7okDK7xmMJCWO9seOFSQV63dJ/Ju1YfW4sNAVyA75qY638ZiRRa+BZU2tlVgfQdU5Z4ob6Rr8bWMwOVqY7jGwEuKayTTs8lXMBiJJG0BTwMexndV+qAmhEK0Fi6qdxk6uGdEP9RjQrbbpb8FIA2ELYTZ8FsEzPOxT4lSRNqt6Gsqa00ultfvqO6sTGkRZJKSnZmLaNYdYX7m1+MOwmeW+k/wV6XTi4tgiLDvXSLF5ZsGABZXLAVVdd9YlLL7306cyHc4lKDtCtLG3atOmJWZIWnHTr1o2Ke5zdSme3V65c+UivXr2+qgUq2JLCojlMlgbid7hD1Pi8XXSbNh1TuHhrbUly++9rkz133ZB0wHqibI4B2RJjjH9o3DOjjj0uWOK9LqloA8wyNbTBAHGDDdtrk9XL1yc1VRtseGrD6zVlBpr1NtQuSRlj9YbSFOgaG2r7xoUNAHWp0rU+adyquTxt4aVMgpU3glOKe3UMtw1uG3qly7U3sFFUXWOYtenQvfE4pvRq2MgS00E8zLN2o+VKelp50qiDT3dngx02NIIT7DRdWs3/pK7JX0mD0lKXFFLcCK4NDZsCtQPHwsYfhTw3pmWj3wJobzL057u0ALSqARvBLWlSJaQ0u/F3fYFx+nhdemLHTknCFX3hCSih20b/jc9nHVSc5RabByn2nBavTJ06NfniF7/4E3MavJnnXIpKDtCtLGVlZW1hwALovn37JjNnzvyI7lsFvtoq9Fdh2YAxLHq77bZL7/kVhOF/v2ENoFBiIL3Shvt/nl+bPDsXYFrXeKdkXbpXM9suw6YqUv1knTHSggkfVaCkbTqkZsl1urd/gbnVFYCvvoQFGOZWUpoETTYRoNSnYNO0314KwhoVI43pbigsFEnSDiURqDZsCnRN0NxE/hoKTLUx7I353giEG8upIdk4cJf9+MZnAfMmsEtHIokLu2EjeimOktICuBY2ampK2Ma0NGySviTZtJA2ZcMlwn0xWKkSSlywSRycBbKxjbSKAbmvM6HEDobIklgc0ZN/nDvkZNGiRdj9D5o0adKRl1122R9aFFkuqeQA3cpioFvmKzE711VVVXW24V5nG/atmThx4lu33XbbCmPa3WVWt/POO6dg7RmL335UKo6m3ylFbTx8tYGFGEkjAtQ3DUkBqsa9OFLGlupU65t0iilKpIyupOnZgoa2cUFFiYbaBd13AWwbpOxMGlmqhtLp9KUApVAOTQzSKxeacKFh02G1VABN90uaQHLzzaP8bwW6MQ4Bf2lpSdPvGKAkSqsDXKUtQM7oe467+sdcp5M0D2yx/S68H//tf8sMM8agfVr8SMx/exVaWM/CdIfArjoaHuEGQXn44YeTT3/60xfY3xygt0BygG5FOe+88yqOO+64TeyZESYBu3Tp8kX7eSP/V65c+VTXrl1PQQ/tmbaxjvQ3Zngw68wGkx4XVVKgZymRTS0H/JC8EXgK+3vAkdMd5RoaD5xN6VtJkz409Qt+pzNNpYVOQNC6UefasJEyNyFPqfSgAt1kIyCwb3FjUkoTl6zGNBXy7fceCVlkOLTedFXl5nrZcHP5EFhiQ/hwsitkrc0Bq09rFiiG78/78RJbDBIDzlCX7O3llW5ZBcm/QNSnR/nUpHSYpixmHrrJXfHxn93uDKgXb/ZALkUlB+hWlF4mmiBEUj2rVX6sOSorK7+cFAB61apVN9bW1p6CX+4DyHvttVd6KKf00NyLNfBUSjUp5Iaw2iS+0GA3BaukCSxTt0QAUGhcUhs0mhi45zzINGwKDs5Wu/FeYS+RQqNPkxmobEKdqb/CNIcSY3Rh+DGJWR/ExANdmIbw96bqpmQTMNyS9MTcwk6lOXXE5u8pO96YP8hEOFpTuBsnH+s3SVvYKcbCpT5bnf9F0UTlspnkAN2KYky5O8AashsA+vHHH9/74osvbs+ClQkTJjz9ox/9qLpjx45tuc9EYY8ePTZpJGLhXh9ZTPxQWnFLQksQ7y6/npWGbC0mWbrR5kDKD4c9i/OMOJ1EY98Kp0v1YYaTXaF+NDxCzINvDNDCIb7ux8rDx9MSXW6oAogBYOwZnzb/XayDCZ/JiiPGwJFQZ62y8uUZ1sUwDv0/+OCDa7785S8/FU1sLpmSA3TrSif0bx68EBqoAXBpz549J9rfEbgZu3jVWPQw2DL3jXynoIwIKLxeOtYo1Hi8PjH0Gxsa+6FvOHzO0k2qYQKcarACUR3lpd9yDzsA/1t+s9QRPv3FQNP78x1NjF0X63B82WZJ1ogmBlCxvIQdSVYZxRirL69YOkM1hsKOAWtY3lnqlKxy8fHE3gOqOyMqf94skFyalRygW1Gs4nZWIwobCxv0z5w5E3voEQW3R4w5D+MkZeylO3TokPTu3Ts92p7fgLWYdKhL9I3RMxwPoB5IQyAkvrDh+nCyno8BTwzkY2w0xsxjetGQ7caejbE2H4bcfLrCTsz7CTuL2OEJKq8QPMMOLIwrBryhhIxWYYTlXKy8fJmGeQ/LKNYJheUW8xOGEXYwCme//fZLVqxY8f1oZnMpKjlAt6Kg4lBjFxtWJYZVGBh3GT9+/E2jRo26YM2aNXf279//CsASQEAPvfvuu6f20DzPNqSYLMleWgAixuyBRfFIwj2lYw079lvi2aryEZMsVUjsd7HhfRZgxIDL51cMUfc8cw8Zpw8jBE0/svBl5TvGMG1hR1msfLLKJSwDny5ff0IriVi5+bBCcA/zHnaoxcTH4cue9KGWkw7bRlANVv4cB766c+fOL+QnrLw/yQG6FcUqaq/MTBNDAAAgAElEQVTYMFG/AeCVK1d+8/bbb9/eKvF9Xbp0aaheXwPMJLUbGk9LZuMkdNJ+4sYDhQfMWEMLv0OmIzcfRtZQO6vxhmEJGD1Q6p5A1DNy5Sk2TM+Ky7PDmBrG/w/Zsv/2owGvAojFG7JDSRYbD58Py7kYYPsyiYFnjNmGHZjvlDSHAQHgwi+HwfKbjl9WQqjWqG9sdqSJ6QEDBqR7ayxcuLCpA2NTL3XYq1evTk1DDz/88GsqKyv/aGTjrxMmTFgWLchctkhygG5FMdDdj8ZBhUdVQSVHN6tGgQoDkDYmfbJV8JOXLFmadOncKVm3vjJZsXxlGgZ6Z1QcfsgdA5rm9IUxtYVXg8ifvsNJtVCt4f0rDZ6phezT36dRS59eTH/p4wkBPAss/TPFAEyyyf7aQccUmqmFcYfsPRZ32Anx/nXMGfdZ2s9/1Q3cWG2KX1bhaZKZbWhRf9Fp44Zf69BT1sooizpGvcJt4MCB6VYBbJ4vfzvttFPqj3jwR7y4cQIKS7Kpj9Qz7PSJAzep2kj/u+++mwKx0oLb0qVLEzb6OuOMM+bYvZO/+c1vvhJ9Gbm8b8kBupVk9OjRA0444YRz7r77bnTNaYWWyR2Nl0YJSFVVVibV1rjYypElzJ887OPJP17/e7Ld9oPTxkGDEksW6wx1pJ6t+v+hqZdYuFdZhHrZcGvTrM4gpg+WiInGJvBiao2Q+YXgGztRJivuULKA05eDZ/Xa7xgVFPsawyy1cZXYJe4CTty4h52v2Gn37t1TUATUCBfwA8jYY4WOGvDTylFYLEAMmMrMEoDmPyyWuHHHjbrARbyki7g9+xUrlps6QdLCc6RdG3Dhhr/1ad1rrIukm7zhpvqFP9KHu8oeN9IGox48eDBWSYvOOuusHJxbQXKAbiXZe++9p0+bNq3t8OHD00bC4hQaP4tPtPAERjLrn29Y4+ue/mev3Rdf+Gvy3oplSduOXZNZs2aljVl6Pa/WIAwkZrIV09cWA7LmVBgxicXlGae3QAn9hfF4Jq/hON8Ak3eDQQrcNHEHcPEbQEMoY0AKQAREeFZHNPXr14/JqhRs1GFi8shvmCRx4AZDpHx5njwJjAEw3hn/xWIZBRGezpXkIhzcNDIB/HRUFP60+Ej1QKArCx7C4Hm9X54l/cStMqQ+4Z/8qNxVL3DznS7+6Bj8uyNM/Pl3T5iwZx0Mq/TQ+WgUoMVU1GPyUhgNDWhxxclliyQH6FaQMWPGHLrLLrss7dy580JrVPvQEDTUZXcvhEYIU2lTCihUF84frE9mzrYGXtE2efXVGemZgwCNwBgJ1RkhuHqG6MG7OfWAD8ezczFhLoGlvgFMqWz0DesnzbCutNMpMFLAEVBjWCymChAyRIdpAryKk82i+A9YAACEy4GlAAhgoTxqSA84C4T51s6A/EaUBwGfOhCVA8+LbXJR3rj5vBM3YUovy3+VieL2E4U871eQEiZ50qiCtJNOwNm7UX7482oXPetXW+ImtYbSrXwrjVxa5OQXOunZ9YUjrJQf4gDI1YmiBhGjVhqVZtyd2qnTB9qAcmmSHKA/QJk8efLXhgwZMubcc8/tN2PGjPTwzNdee61p+Etj9kDUYA2td89eCXWcRlNfvyFZZw1s7YrVyRprBIMGDWxiT2KRXl+sS2xS9wWWAjAEwKRh04ARAJOGB2BqeA/zZIk5m9sonYQxaNCgtAHLooRGz70dd9wxZXVc6kS4h191SqRfQ2ZAi/i9Ppl7AJwAUvnBrwdBqRxUDioD0ifgQzRxhV/tBCirGM9U9U16pA5QmAhhikHyPGAlN3VcHnQFnqSZPCGhekUs13egYqH8F/sGTJVH0gZoa6JY+aETpNzkj2fwh5vSwyU3H56elT/SgBvvkXIW6POM6osfJVGOpEGdp4XR9gNvTLmkkgP0Vsj48eOHGbM71xrpn/fff/8fnHPOOb0BBlgI5wvSmAFGhsoaIvoz3bjWVNlQ1gCRDY040LVL125J1dpKawRrkzlz5iQHHHBACrIPPfRQyig5cYWGAYDRaAFCGicz7bDRt99+Ow2fBkejguUSD/pCsVsaHW7SpQIq6ghInxqvGBki5lkwD2wCVgCK53WuIs95lirAJh6FWzDDSu+RD7FODd3xS7wCaIRvgaHYMM+TDm+loDzwPGlFBJ7ET5gCFp4XeEkFJZWGV9P4EYUOU+A58qzDFtQpKm+4aa5BZaNvRMw2BETceEfypzDk5kdFil/583GJzatD1QSkd1PeiJdylC5bqhKlSyMmMW91slyFUVK27WUuWyU5QG+FbL/99r/bZ599evTs2fM8Ku7cuXNTwAE0YaH9+/dPWSn6OsRbR6RMzQjWoYcdlmxv4JoCX9v21jgqkul/fzE9PomwmFVnVp5GA0BpU39viYEIGLgvHawYGR2EhrECbO7BhKQfFSPCjTB5XioMWRngF3c1foEjz6vx8j/UmwscBQYCCS4NnwW6AmIBhUBFeSNN/PfqADFdgah0qD4uARTPIwJY7gm0xVzxK+sFdaikEzfP8sU8vc6c8NUxaDKP/1ze1E2dghi5ypc04e7Lkf9cPKtOSn69jt37k5s6SPyJhcsNIV515FokpfL3ajTP+rVYyum+s42/c9kqyQF6K8SAsBs6ZVgyqgJUADBV3GDRqAtgtcOGDUuHj/ihcgvQaPAHHnhg2tjfeeedZNWaVYUG3T5h609YuFgkoCtgEgP21hzc09BTE1Ba2CJ9qHfXRQcgnTFhSDWAmxoxcWoI7YfMAhDlR6Al/apn4B4wxHQ12ecBWioRz16lWw5BQ/GpbHTArkBRrFLgTtoFiPJLZ6cwxQzlpo5Jk3oqD6kwBJIqIzFTyk6TiOqU0KHLTeWDDl5uYtOMlvzhDYSFP20ZIIsQuckfeVN4yh9uxNs4v9Hoxn/Kizh4jjCoA7hrElP1yu8jo/dD+tSRSi1VxrHmubSK5AC9FWIA1UAD/v3vf59OdBUmqGqtwr9o4HyrXf0NZCfutttuqQrir3/9a1ODV8PlYqcvlsM+//zz6X01rNmzZ6dWAgJRMTXpbMXIEL4FshpyS1VAQ4Qdif1KFy7drpikmJwYuJi2TLHwRzjSBZMOGizpVaMWw1O4UndIpeB35hMQK1/Sryouga50zbiJKQtg/NJ3gRgi5q70iIlKhaFyI0zpWqVe4NKwXmoR2f7KjXB4R4h3w9JDLJVOWeZ5yqfYPW5iu7I2oUP2E3gIHbxnxf5ZqVpwgwzoXEuNSjj4wautiJ/6pPLj3ZBX4lWnT3nhh2cF4Fi4kEaNqHxnL1VOLq0jOUBvhRgjnvnss88Otoq9yljX9B122OHW66677iHdnzRp0hc0UUYlx+ROIO0tK6ZPn54ce+yxKTDSqDEdYxIP99TSwxqCVBEadssuFhGQ0uD8IhA1OMIQkGryT5NwNDo/VMYvHQLuCl+22GLFMicTaPoJPJ4HuKSKEBiLhUrvi0glILWCnpc/+RHrFhioc5FOXGWgyT4YsPyKwROPOjVGMtzzFjJ6Jzwr9k46VdYCbZno8V/sVLp4lbHUGLgRHv7U8RAPbgC+gBI34gDcVQ68H0ASsFSHghsr9vAndRLpweoFN1l6kB46fE3oaa6BkZw6UTpz7jOCo85J5UXa9tlnn6ZOmTjxqw5OzFwqm9gy8lw+OMkBeivk4osv3suuzPvWgFaIdVGxUYF8/OMfT/74xz82MR/pRV955ZWmlV/orA34028aAcCtCSqvh/W2rjIr04ozRI1RukPAqLBxetoYARTpLb3qRAwavwJ5QFubNgnMBJBcpFXDYuLheRq5VAn4ke5T4CKVhybtEK1yUwcjPTX50gSZrEJkNSH1jsL0rFhqE4F+k3ljQcWkzoHn8QeYqmx5H5SlFqMQvmyRGRGJkTN5C4MFPMmvFrNg/bL77rvXrFixog1ulCPzEocccsiMefPm7UOchIct9le+8pUNjz76aDluACKr/C699NLkJz/5SRoW76LgLzF/aTlR5qSNxSIKHzdGbGLAhMezADZ+8QMbJm8f+9jHmjoZRoDIvvvumwIz+SYvuJNPWX5odCe9tr5zaR3JAboVxQBijoAOQKAR0/gYttIoYHLIHnvskYI2Vhs0DhoQemwaCA2O5zWExg2w9PpYRBNcfnZdrFMmZdIba0Wi/MqeVrpPTV5p+bEf+mvYi3+pTWRVIhWFgM8zZbFajQBkAibrEYG2Jh2lD0dk0iYg9wtAxLSlmhHocwnUBL7klbmBwY2r3yrtdyfiwx/v5KijjnrFgHNf/DPiIW9nnnnm0/b74++8804ZbuTllFNOSTs3TCl5h7xTmOgXvvCF5Oabb05Bl/htVHST5fUey9tf8EN4J5988l0vvPDC1w3k1lj8FeQHMJ49e3Y5nZBsvz/xiU8kb7zxRlpnWLat0dNll12WAitpYTKatGK5gz/qDN/UD94HZYY/ABuGrpWspAWWzPvgt3TKgDOi90tZkjbKCH/qwKSLRwrgnCN0K0kO0K0o1iDmyPSNxkflLpymkgKWVmkBLLAbJgo1ccYeHf/4xz820z9yyULDbxZ0zjnnJPfcc0+TzlZsnCEycQAYGk5LdypLCUCG+7A7wED6TcLArA+1jBgwYRGm0iRbYC6AgGXt0hUDVNoXQqoUGjplYe5LjZ31kjkXaT7uuOMWvPbaa30tXeVSuRxzzDHLrbN518LYmzQRpoFhvQHMqNdff330woUL2+NG2k888cTvWof2dQPOncgn5fSZz3zmVntu3osvvjhBYHT00Ufff/XVV5951llnrbROsROd2Wc/+9mp11133enf+ta3XrRyH8Y7Ou2006aNHz/+cAPFSyytV1MeBtivW3jT7f2dSR5hmHQ0f/nLX9J3iqrhrbfe4vy9J+3Zb1HOX/va154xtwMNsO8YM2bM13GzeC6ycr/u9NNPb8u7B2wpd/LMMWmEg8CEYesAKumkTlDGdDSaY3jzzTfTb+qaJnF5V5Qr70TvXqMSCAEiPTv36bT8fIbi1qQqfqknUsFIvKoulw9ecoBuRZk0adKqX/7yl2mFB0RgyDQgJmVgXzQ6jrUCwGA///znP9PnaGCACc9oBZ5UADRi7dsAiNBgAAZ02LfccksaPo1JjEfMW0uFxXw1ocY3oDt8+PAqC7ve0tGZBgcAaHIJAJGuF3ZvTHOmPbv0lVdeOVidjHUodQcddNCxlrf7LX3dZZ1gAHuzgeVyY4jfJ37SbAA566677trNgOvpV1999TDAdMiQIdUWzs4GTkOef/75Fxg5wASNwf2HAd1TBqbvWPkMIM02XL/E3K4dMWLEQGOcX6c8TjrppMfGjRv3X5dccsnjVgYzUCcZwL595ZVXnke6zz777G8aSPY74YQTFhg4n2HvpP6iiy4aaWz2xiOPPHLuD37wgzMNoAGbYy0dbxx++OEL7PcnC+9x8qmnnnrIpz71qf5WDsdZp9LTWHE/66gON7fUcod3x2QxQPed73yn2tL0p5tuumm8hdFur732emXHHXd8A6sfe0e/YZfDoUOH9rZ4SwBcyok6Aftlvw7p3DUC2n///ZtGDnSudHoAOGXERf4BadwAaTp82aZrAlbWMqHljwdl3dPITCMVqZL8Xh3e9K7e76yVywcqOUC3shizgV6UyBKBBqmJJEAUEKIBMGQ2gEsbBSv0DLhSVgSThskgND4DhPHWeF6aO3furxgC01jY+pH9ogFFbZZDXLBfG7Y+bZ3AIfZ4OUBKA6fR0ti0Qg3/Fk97Y8GlAASNUcyQcM4444yUFTL85vlBgwZ9dezYsU8bGM6YPn363oC2AdrN//Vf//WHkSNHDrXO5206nEMPPXTZVVddxUnOsMgzjGXuZs/WWRxH42bA/xXrLN4AkCzvF1mYzOhN+8IXvrDQOrN+xlZ/ATgX/H7BwOGJU0455Y+AM26WxoutAzvT8rjommuu+YyVZ4X5e2+XXXb5tQH73gZ6oyxNp1t+u+29996/ML+nWtyPGHDe9sMf/rCTlVtHA9mXbPhfbW4vmltbK4d2xjrXWxn3t3QtuuOOO9rY7zJj4qX2H33SUr+aj/cKw2UCTmLvpq35uSJklrIvRvimwxZQahThN8byppRSOyAy72MkQ52ggwOoeT9802HjzuUn88KtaUNTTQ/asvbxolGU9iNReuo5/DKXVpEcoFtZ1EhV+WUaJdtoGhosGVYLKKtxsIIQhq3nEAOiN6+//vrR/LYh8hID6D6AOOyZlYYAuSwqAGBjxSMNICddfvnl//2b3/zmy7gb0KR7TKOTRJcJgweQH3300VKxLO1eBgAA4E899VTKDAHd448//jnAmTRYg/9/5ne6pXX1zTff/O0bb7wxmThx4pwvfelLC2zI3s+G0p9TORiwn2bh/dHY7wgbor/Dbn8GcF2tE3ni4IMPrjYw6W7scrLF39nY9DSLb2crl5633nrrs+bW0QC2gzHJDVYWH73nnnvYGan85JNPLjOQsNulXa0zqNMkJZ1MQVX0c9lKc4/OxTqp87U3hXZ9k5WEyl46bOnidYVWC7H9T7z4OQLPVAFq1Qn+azm+t/GWf9lxe9NAmexJ/UCnrM5UIy8WStFxErYmfaU79tsHKC6BNOJ3QfSMWuo07Y7n8pAz6FaSHKA/QDnvvPMqjL193irtZ5ctW/ZRaxA9MOLX/gc0ENgNDQ4mzbFXmgQEXGHEiIaiNCyZVyEf/ehHexl73G/UqFF/M4B9hJPBGe5qtl0qCxrPiSeeOANw5jlzv9z8f5Fh9CGHHLLBhsNtYG+wYhoxDJC4tMoQlYt0y4C0LETOPvtswG/RlClT7sFf//7964zt1lnYZRbfvLvvvrvC0ltugNvG0rrWGvIjd911VykM1IC4xIb6Vhxld1lHc5cYGProAoh+mvjEFMm3peMjhfQn+ray6eaH5proRNSZeYBD/PBdgKfL+wtNxvxqTelefXzFzMt8Gn3aEFnZhKv0/LJqPSPzPF1+Cb06VKWV+sWIjEuWQwA29Qt/gLhMEakLsl9XukKAFjir/DwT9+aEOUC3nuQAvZVibHK3vn37XmyV/vgdd9xxwJNPPlmCPlL7GmBqBQDKdIyJFtnAMrHE7D+Tg5oE1NBSDU+AUrDg6Gag+NINN9xwozWSHxgb/fzhhx/e5oknnkj90PBhzsy8Dx06dPqPfvSju63Rdtt55515rtr8rLYgu2MOpsUg6DdJm/SVpBEGikj3KBtY2PTs2bNP4Z438Zs/f35HWK7+6x567OZALPytMvDs0zNT3GCHmkwlv4wGJJ4JSgSAAjm/RF5hhmaLsfgFWP6MQp8H30GE4kFYz3mVgsIOJ+DUOWjJvU+vX6ik9Pl0wJQpH377PZ2lXqNuik379Pgl+kqf9OISAX5h9WoO0K0kOUC/D2GTJGOuI61yH2EVt9u9996bWmqIZamRUdGZnYfRILBVGCm6QhgMlf+ll15KQVKbHmnY6pcza1UZvw0MSwxQL7TO4EIWKBAWemousRvCMGb+eX96RwGc2tPIAHL00yFbiwGmByu/x4au0I9v2CEoSYoBmI8/61km03yaPSiHIBnTs/q4YuCclTbPKrPyEgJsc7+LPRsCtN/wSExek4Dhc3KjY9VqVLFpbXjEKIp7MotU2P60G614FTjHmHUurSc5QLdQAOV+/fqNtkp7xOrVqzvfdNNNqY1pCMqIB4nKNZVJXaFxaTGAjjliMhBWAwPW5J7fYlPmblq6q7BReXApTtQnXnD3jVlDU3TIeg531CN+KO7zEYKYxIOZ9+eH/Z4NFmPQYdg+vBib9Iw21gHE3oO+vboiBDGfDg/YYT69PjaWv5aAcMxfmFf/Pvzy91Ad4jtE7xZqHHSPkQajN+oZhIC6gAWKVG8Atcw69Zz/H3bIsvAx4jE9M7O5bJXkAF1E0Pcaw7jE2MZxBm7dHn744RRkw0NRkZguD4GpHPrxQ5OZb85KGQwNAmDUBj5c2KU+99xzmyyo8LrPcPZf4kEixuRCJonqQuH64X4IyuFzWUDlgTjGLMNwipVTmPYwrz59Wf5jeYix5jDPWXH5fMpPCNxyfz9MOivvnvHrPWlS029g5NMUMv8QpH15MIJizgNWDUEArGHWjPC0GEUrKnUclr41eao6evzxx2Ou+ImimcrlfUsO0IFMmjTpBGMaI6wxHGQMucMvfvGLpiN/wsYeY0+bA2h9k/2xli1jo4t6AjUHplBM1tEwtLJQ4amR+Q3XPXvbGMfmIIj4ybFY+v0VTmiFQCo9pL8fArNncc2JB9EwP2GZxvzE0uglZKEh8BXrYMNwBEYhW20JSw7BtFgnE+tI1Jn6FaAhk48xaT/i8mEqL4g2gZJVhg6UlZ09jNpvXetHd4RX2E2vdMqUKTc+9dRTI+677766zTKWy1ZJDtAFueaaa86z4drkNm3adGbyDt0wzCI2tCzGvnzjavyfJPPfeSeprmnctEcqC8zb0KUCvnvuuWfaILTZvjail5pDi020uCSmK/bSHLP2DTYGeqHgptNavI7Zs0uvd46x/TC8rO8YWIfpjemYY+9F78Ez5mLqHC4PYMpXaGoWMunmRgUtYdyxMvIdCh24TO289Uls9BDrfMMFKUqTOl3UH1y+XGSi6Lc1pTwgFTBsRn/swHjsscdecM4553z9zjvvfNJGmCNHjRr1UtHM5dJiyQHa5JZbbrndKuG5TLgx/Dv00EMxR0umTp2amsP5ybQsiTVCxKp78vxfn08Xk2hfDC7YCid+n3baaWnDY6myN6VKny00Lu3IFmOoscYeMmexsFC1EYJXGI4YGSLLEn/cVAyYslhxVhyhhPrrrA4j/B1jxIVJ1aZFIEyIaXFJGG4srix9dCwfsVGInvEqkhijD03p/ORuOEmoe8pfCMaeSXu7bq8CyRqxxMpT9U/7skAWUIVQX7W3CSDdqVOncgPuY/bYY49jHnzwQXNe9pCV/TiTuZu9wFxaLNs8QI8ePXrQzjvvfK52Q9N+ujTks846K3nggQdSNi2JmWeFEoILumftj6BKr93WHn/8cfaBSE9jUaNENKTEL89iL/3CCy+kG9rIDCor7hhAe6DOGuqHoBOak+k5/9vn108UeuaZpT7IkpDtxso29Ot/e/Bh75OQTXp/vhxiHYMvRw+onsnGAFYAGpZ/mA4P3oovzJMv1xBYfSfqpZiaI/QX1iXPtn1+JLgxl8IIEPUfgk6bEScT0QbWPfv16/fl4cOHf9nA2pwWTHn22Wcn5SqQLZdtHqAHDBhwpex9pScWYwWk/+M//iN1e/nllzOH1cUmxxDtI6xtQwVe/KaCo+dm1aBfWit/2h6Tb1Qv+GdJuLYcVQMNQc2DsdIQa/zeDSYPO1L+tWRY4fkDT8NnQ3DzYJRVLnpO971bjH37NPu8+udDVupZp/az8PtZawgvsA3TEY46YmnVd0zNE/qP5TtUn2SNiGLyfnTh/p7XX4dp9qoRxeXTyoiTusI3BAM1jE52wbafuZXu3bsPGDRo0DgjO2PuvPPOPxir/s6YMWNezUxwLpvINg/QxpwP0gSYZ0VaaAJIn3rqqekQj13EPIiGlguhasIDuZZOq9FLVYAN9LRp09LNk7T5vd/IiOf1DYCicmESh32l0RmG+tWwYYVMOdTBhiBLJ6Klx3rer1YLWZkHbrnHQCo2lPZp9fpOD6qhisbZdDcBrjpW78+XffhuinUSIXvOyoP/7VUKIWCGI5BYh6Oy9f+LSRbbL+av2PPeT2jDHnvO/9e2pIiW0NPJA9i0KRbKYC3Sq1evcgPqY/fee+9j77333kXGtn9hIH7lxIkTVzSb4W1YtnmAtkrWTob4fr9iASKVD1aAusMYQDqRF2vIsW9ElVfLmL0lBICMJYdnfdKXemaMFYieIQyWYrM/xmGHHZbaoco9tFyIsdgsQFCetGud0u6BR9+arFJnFVMbCEi1pNuzV8/u/bdPlyS2qs8DS5bEzM5iwBOCUGhTHJsMDEHPT95mgXys3FvKsv27CP0X6xizyid2P0xnrHxVB7LqeRgG5YJlEhfkBhUdNv/9+/ffbs8997zIyMmFBtavL1q06MaLL7749vqYTmsbl20eoA2QXrdroOqGjqwXuCD8h0mz5/Ktt96a2kLHGqLXB/rGLUYOi4adCnQ21G5I5r49h8O9N2FhYoGynGAI6c/fQ72BXho2zWSmZ4/hUuZQ/xxOPnkgD/WonsWGE1Je/P8Q+LPUGh4AfOOOTWaFccbUIt7dp8P7i4FXyIRjEmP/Ph7dD9UB4QgrJi3JQxjWlrBnH24xRh17NhxdheLT09wEqU6uYS4FwOYEofvvv7+kR48eew0bNmzKbbfddvPtt9/+/PLly8d973vf+11WeW1rss0DtFWIi42F/t0qVYnO9EMEXAJpKhymRaeffnp6DJG3jZbof4x9aLN5GLROEqkvaTyvMMloxAqPTmPo0KFpxWb4CNNnI3bSyj7AspP1p52EDSucHNS9LNWD7qvjyfLj3WJqhFgD9/eLTSbGACnG6sL/WUwwBuweiDwIhmWQ1eEU+10MnGNhFmPAMbadBbSxUUKWXx9XrPNq6ZmDSnesYww7GF+naEe//e1vk9/97nflHTt2/Pjuu+/+WwPrufPnz/9EbgGSA3TChMWkSZPO/shHPvJTA7YSQA7QlIpDVhUIbqzGY+KQiT3A0ksxZsJvOgB/BBXXjNdebWLGWgjg9bxisAAxIkBj/+cwDjUCmVaFTBUpNvwN0ysrDs/kYnn0OuoY0DY3bJZbqF4IVQ0+3THAjIWTpTqIDemLdTzNqQvC3z6Nsbib+5/VEcXuxYA+K00tSXeso9V/P88R2186TFfsvXm1lR950j6YjH/jjTcGGYt+9cILL+x1ww03VEczsI3INg/QyGWXXfaza665ptcuu+xyPeZD3sRNqgBE4MnCEk7SYA9mVA2xoWyscUrNAXjqCCie0+KZpxgAACAASURBVKGm4cbqOmcQCZmOV5+oIYV+lN4QkLKYYvjfN0BJFsiGQBamyfv138Xcshh0MXaaxdRjQJvFfouVS4zpqjxDEG2OecYYa5iHWP6zwokx6ywVSPhsLC79D99FmI4QcGNxhmUU1mMRFlkt/epXv+p06KGHXm9ev1E0A//mkgN0Qb773e/+wGRY3759/x96MiqdDurUBJd2leMe24RipP/00083ufsKGoKNKrG3PsAfcdAZ6OQLgbRnGqhWYOvhsNibfvk4Qn8tYaAC7pjEwCoGdLGOwn/HJAZssXC9W8jWio1cfDzF4ijmvzl1Sdb+0MXiiZVJyKR9nFkqltj7jNlce/8AoUiBDiXAnyZz+Y07ZCIMP5a2Yh2ffyZGYnRkG7srHnXUUekcDdv1MkI97rjjjt4soG1McoB2ctFFF33+xz/+8UFWYXaWPppK7C0sPDOFRaND+9vf/tZkheABxDcagTCTjWLL2hoUNx0npEqMvplVcBj++83iPWuTeNAJ4w/vhd/FwDNkrVkgEXPLarCxdMbuZaWvWFpiABBj3DHgzxKvborlLdTPx9Lr89WcTbMkXCCib7/NKPVIx1/J1FEjPtVT6p3Uapqs5oJU6BBdP5HHPcXFFrbU76w6Hctn1sRo+JyIj85j5IQhrJMYkQ4ePDjdUMye6RgtqG1IcoAOZNasWQcOGTJkgVWetqgYpI+mQlOhNGmI0PN/7nOfS+2SZ8+e3bQcOmzAOoFCxw/piCIuGpcuQNniT61ECJPweJbnQoaEeADOAtsQpEM9cRZoe9M6L2EjDBtebBQRxpfFyrLUECHI+XthXsOwsmyTw/s+Li9+hJJVvt6d1XUsg2axhjYbQp2lhVCcvO4ncX2afB6obxz04C1udDyXRk4iDH6BlcxFqTekwe/bzaIj/Ku+6RRySADAyCrVZ555pik94d4v4agwfC+heiN8Ntw6QKpD0if7aeo+aUEsX8s3K/BtTHKADmTChAnLJk2adOquu+76a07uoCIB0t4ETfbRXDRALDvuu+++5OCDD14zd+7cSrv6LF68uEx2zzQMFqmwsMQzaJ6nUr722mtpxfTnvHkJVQhZw80QxMNVhqE/f8//DofEIShmhefTGsYTA0U12hD8FD9Ao4NPKTOeZwEEqy4pP85wVIeZ1eHEAD+06w7LMut/KOF98nLhhRem+3yH/ogXlRiHO/gNmbLUOOQd9oqJJUI5ALiANhY7AnwJajk6B8oJcNcknr7xK+BDdKIOblws1eakHfY4x2bZp9urScKyjKU/izDEVGi0EY1WSb+Am2fN/aGiL2AbkBygI3LZZZc9et11193cr1+/b1LxqViwIG+qppWGNDaAl4NbbYjWyVjISQ888MBTI0eO3N8q2iHm/zoD3hJtWCPjfSYjYS40tixW6SXGZIoBo2crMYCNxRNTHcQaW0uArBij988x4cqGUZo0nTx5cgpkAhYOtmVpO8Ntyuziiy9OvvKVr6SAwiG1f/7znzPjDlU0YXr9d5Z6JGSAPg+4SX0gdQTp0ek4XLxf0s8oiM4lXDwUE8UrAOY3YdCZY/tOZ6+DZ0UaWLDkgRiw02/pmHlGoCxbf632wwQUgkCaIRGAfLi9bJj38CSdmGoq9i4kmoinjbEnDXpo2hWE5cQTT6x87rnnxtDhbcuSA3SGfPvb377g9ttv/4QNA/dRxfZLjDXkVEVlUx5rQCXWOH9r4LzHxIkTp5n7Sz/84Q+vg5HATNAps0eB9rpAYgw2dPfiK7waWUyKqS58fDEgDtMRA+Ss9MXUE6E/7wdmCCOWGwDNniMMtVH30HC5UBvQgH1YLCH2HVGxVYjhEnWlg86VzkGTtLxrAEPlSgeBqgJw/fSnP53GCUiyKu7MM89M9tprr7Q+YMv74IMPyqa3KT+HH354Cs6w4R//+MeZE7G+vDxr5UIfSxqIF+AFRKmPPg/ULUxA+Q/gkiYAFjWG4tTp4H7vGeojdVd7Z6AHZq9yzDrFwJvrTMKRW6xjDgFb74MRKAJZ4SLNRx555PpVq1YdnG+ulAN0UZk9e/YhxogXWqXuCLugUqthaAkzIhCgYr/++usV1kBevv7665+/8sorj5g6dWoJy8NjekckBo4haGcNtUNADRlhCPohOMTuZQ1Z/e/mADyWxlj6PAtTmADK0Ucfnc7oA5QsaX/sscdSFRCXV9uoY4SF85uOkLkAgQTAa40d1VMKrLwzTq75n//5n5RFApw/+tGPmtRBPAMw875g5zB5JoJh7zqUl3gB5ZNOOqlpYk77tbA6jk5F4fHcl770pdQP8ZCfsGOMlZdEcxAIagBUJwAn7BbLHuKhY6FuAdxi3VKhaQET6eMbkCffPIO6hBEJHR9qFD/ZSBiUTZbePVY/YnUp1FGH4ndlpG1xyv2uu+46zdL6qbFjxy7LrFTbkOQAXUSuuuqqNVZRjrEG+cyiRYtKqHhUcg0ZtWpPlZCGQyOcNm1aV2vcx/oZcf+dpRv2EoJu7F5MijWWLIaclYassEM9crHns1QlPpxYXvlNOevcR/4DeACgwJQNo1CP+M2afvnLX7KEOG3wl19+eXqcmN4V4Z1yyimpHveGG25IRzLosQE76f/pZNm7m71XbPTTxDb//ve/J48++mjKqE844YQ0LOuAU3XVd7/73bSjIC4AlLRhmfDNb34z/X3bbbel7Dc2uZpVzvIHewZICZf0wuRZRSrCIH8AsNdNy5YfNq0RG26AMNYb0t3r5G+eoWwBbtQdoYrD15dYR5sl4bsN842q6pBDDqmxjvkxG32OsHc2JzOwbVBygG5GxowZ89y11157pTGNMTANMSbNnMNSGBqiN6MheVYdU0+EEgJWTEIGKv/NgXjoP0xDLIwYkMd0jOE+xFmqjWJ5DfXd+g84/PrXv05+85vfpIwPnSvWMjDISy65pMkfwArDBnCwQAC4TjzxxFQPjDoEwEQVcdddd6WABLh+7WtfS4YPH57a2TIJfPXVVzetvAS8PvrRjybf+MY3Ulau8yFJH7a5MHR+o+rgPVMfiJtwAGiG69wnnK9+9aspaycPqGtiapiWvHOAHuauA12ZyCNNMGqep4PgP+kRIVAcmozkWe0nwzfpxh29Nc8xaiHt1GVUHRol+tO8Y+85rFehOi2rHvHeDjjggPrtt9/+NYtryve+970p+UZJcckBugVy8cUXXzFlypSjrRIfrBlnKhmMBGbEiRLeRjocxoYNMaan836zgD0L2HwY4e/wfrFnwri8hLP4sc5B6cvqGGIdjZaTC/QpS06yQZ0BQH7mM59JDzQAXHDz4QPOsGWeRU99/fXXp+8FcGXvEpUlwC3TMrHIfv36pZN5xx13XLLffvulKgKZwyHetljpjG0a5d+v3j9WPXvvvXe6HJ+OQPpsvw94FoMOVRwvvvhiE+jyPPmD4fJfFkGajPTlK3UM+cFkk/KAHaOG4VlUGID99OnT03DpzOhsAG3KnTj8KtZYfn2dyhKvc+Y92LXYOq6b582bd7Wx5ZTNMALJJS45QLdQrCIfbkPqJQbE3QBjKjHshgktmeIxWUNlpEFkLQEPJQswQ2YSA/qY6qCl8WT58XGH8YT+itkQS30RTs5lqVoYurMJFaAGqKA3Pvvss5vKNNZxMMwX+AFQMEPYIBdAhrDfNszZ2xIDRKhOCP+II45IJ6dg2jpVHYYcSrGO0wvxYdHDpODPfvazlP2LodO5E2+ogop1ksozKhnUZnRcTEqyVwUgq4lN8g/wEs4nP/nJtOOh/CgD6uGcOXPSSUudRq/9Y3iWMlP8sH38I7JM8Xb9WR1zTIWnezyL+mTYsGENNvr5q7Wb744cOfKZzQotl0zJAbqFYgy6duzYsYcaO3vFgKAUdiFwVgVnf2bYG7q8P/zhD6nKQ9ISlUMWeOle7LmQzcT0vC2VYsPtWFjF9M9ZnUc4sqD8YJnsawJYwLLY1pXvMK5wUybpYP1KOITOETUJ95gU/NWvfrXJvtSyvoE5I0xCsmQfNyYAjz/++M06FKVd3+FoR2mAkWsYP3r06KbzAHGDsV9wwQVNWwMoX1mdJyodQB2VDWyXusV+yviHAQPcWMEQrk7fxj95Pvnkk5vM5rScG7aNf1mpkC6YNWDPhChhUme1KEtl7nXN4TuPbXzERXpZF2Dl8HML8xJjyWuilSuXopID9BYIO99Nnjz5Iqt8NwLCDLHVsKjoNHiYCZNMNFCsBdDpZYGX/y/JAukslUUMSMJnsgA8fKa5YXfsfrG0+wbtG7BP0xtvvJGyQgAO9vmtb32ryfQqK80wXqwPdBCvLCwAGICHd8N/rALQKTNHACjJ1prTa2DbsFwYOmCGX94dumRv7+73ykY0x+B1vVIv4AeQ1GILgE6Td1zEF1qtxMpUwEdcqBwAV0CYfPizM1HLMIrTWYDou7WP9y233NKUZiYaBw8enJYrDJvJTnVYsqcmDOKBRcP6/eRtTD3l361WKxK+vcN1VoZ/tf9Xf+9733s8WqFyabHkAL2Fcskll9x06623HmcN/Xg1ZCo2jY/hI/aoNHSGlDR+votNtISMNzaUjuluY2G15H8xyQLvWGdR7L+Ptzl/2iwHYOBw3hEjRqSgysnqWG1IJ+yfB4jUIaJ3BmQYStMpwh55BwAyk4EwOSwyfDmgr0ad8tOf/jRd+QcgccG8YdNYeXDx3hglaVUfYdDhcho7v2UJgR6ctAP6+BfAAlqa4KPz0OZbvhOLHfqq/6gnAGE6DzqxwmkkaT3jon5psRPhaqUg9dEf+EsaKBvSCxBrkpH5k/AAYr4BWnTQfjMu3fP7dxP/SSedtNw6ohcszdO7du16z6RJk2Y0U81y2QLJAfp9yNe//vXPTJkyZaFV7j5iLDAbQIJhqXR/fvgtyWLG4X+vw40NLUPJYrcxdUcxtUhMmtO9ZqkCspi6d2fY/p3vfCcFVi500IxMUDkATtgbY8uscCkTgOWOO+5IdcUwQlgmgMVzgC5+AK0JEyakpniYzlGOABjqDVg7/2HaxM0CD0AYgOVdwoIBVdwBQBag8B8VlvZP0anv5IF0CoxRIWiUoA2NAHX0wLBzQNqbX2a9T01Q0tmQLuJDf60JauqY349cdYTOTaaBPIuVh1YOEjeqOOomHRh+SLMAW2Ws9PtDhxWH15kD5Fa2v7X28J+ZlSeXrZIcoN+HYBI0fvz4422I/SJgQUWmssKimA0HqNFlchgsEjLkLAkZqwcyv2taCIByCxu637jePxc+kwX4oQolFk8IzmFHEnP3/7WrGmyZzg0d6COPPJLa/WK+BtMF4AAZWKwYH6ZrlK+YqXTODPnxI/ABqAkLfwJemDUr/HgO9i53bf2qJcjYPvOcX1EndQUgyXsmTYTBPfxRHwBp+aU+MIpCj8wzxXT14bsnPCb+yCc6YvKojkYgHaqoNO8BW9Y9wsGqhDySVvLOb/JNXpl0pDOTf8hGuAgraz7BZJtf7deakgP0+5RRo0a9NHLkyPtmz559Og2HWXYaJA0J1kSD9Ie9tkTVUMyPB9LYisBirDrsGIrpxGOAXoy9N8fsm3uWlX82LE47ONnjDho0KNUvyxpDu8LxjSUDQOoPOfDbt4ZMPsx3LO+xcqDTFeMmXuyqsYUmTQAYlhMwWvzJDbAj3YAowA4rxR0Gf/7556fpRL0Se3+xeQTiZnk4IwQttCEuOgBUPH/6059S8Pdpxx5cq1Z5nhEAqgjcSQ+gTh1Vp0f66FRUPjyHRQ3P+Pob6qSRwuhu81MdcvnAJAforZCrrrrqPy+//PKPPfTQQzvDAmEioR451O95ibHUGMsNAThLvxu6tURik3rFAD8LhJuLN4tNsw/HmDFjmibkYmUV09P7cMPfW5KfWBqVFtivJtIYHQHAdMbSAQvAsSXmt86FxE3gh5u2CS02mvH59GnXZCG/xd7pwFBfMEIIn0c/73XgpBm987e//e0m1YwsS2TJgWA1I/WGVm6SR+Lgt/bxkB/cCh1l56IvPpetkhygt0IKq592sYYwxhjJ2Ta8HGTD6TJN2oSTQLHGmaV2kMTAJuYvFlYoMSCNhdkcE465Nadv9v/9JTBEYofTxn6HYK04tb+wJre0MT1AKTCVqZ23suA+bBGGyYVf7Ubn/WdZNoT/w07aM+ZitvFyF0iiLyZdpFt6ZQCW9GmfDvTaxKNRhVYcKn86mV0dj7YnUHyy0RZoI/zGL0xdeZeZnvaa5oKN2/3DbTTZd/z48YujmcplqyQH6C0Uq8Sll112WXerrH2tkva2itvdGs1cG9reYiyk0xFHHDHEGsZRxnC6MPOOjlL6USSLOUliQJfl5idtiumJw2djccXSFmOtWeFmgXWWm1clePtkLoGK2CiXgNSbrgl8AVWel92vDvv1k1xhGRfrJL209F5zec1i/r6zQgSS5Am9PPmU6kZ5J18ytxPASqUhG2+lz9cTufl0+JNbBOKIOk6BOt8AtA6wkEnegw8+2Onss89eOGXKlEeszp87YcKE9zILLJctlhygM2Ts2LF7d+3a9SxrHAdZ5dzFKnJX+93+xhtvLKNSMwnIbDg6QPSjbPrCZJQqOmZbTPBoiTK6VmbOC6yjRUw2lLBRe4YegmgWoCr8rHBDf1mMOvZ8LC9Z/nWfPUzYt0IHIcSApKVqm2LMNFQfeGlu1CI37yecgA39Kv3aVS5rZBHbggJ/6JpRY8Q6Eg+k/ii2MH5/MEEYjl9yHrvC+FTXyA+dh6w/YPPTp08vMfcTd9ppp8W33Xbbk5buL48bN25uxmvKZQskB+hAjAEchT2nDe96M5nid6vzekEaBjuhMRmE7SuTMQJkhAoN4DDhgh2rbH0JE3cqOb8ZwnpgksRAlMvvD5HFCrMALQs4sxh3sf+xMLPC9+ww7DgoX0YZzcWZ1WG1RNccpsH/D4FX7zcM0/8XWCGxMvdu2lTLL3rx4BgCZSjNqbLC+H0awy1kQ//ej3eLpcF3cDwDm0fd0cjgK/BkJOQtA+rSIwcMGDDHGPXzixcv/gqLu6IvJJcWSQ7QgfTp0+en8+bN6+0rpRdVYIZ9mIGxwblOAPGLKjQ0BHw5VBbTLuxvsUvVTDyLDgTWXEzK8O3tZIupGfzRSaEUU2kovObALPyfBYJZKo0skIv5aS6e2L3YfX8mZBa7zcp3WF5+uB8Cm38mBNgYEEsvXoythkDo0xQD2dj/8HesHviyzRqxxDo9+UG9IRVSdXVNsnjxkmTJosWp+6mnfDZ5d/G71jYWDx80aNCMm2++eYaRkG/ke3C8P8kBOpCqqqrHbfj2Ra3KCpkJAMDkDTa72MHiDqjKBErP+VVY6AuxqcUWFUbth4tcMhnDdEs7rmnSivABbC3bjYFs2JnEQCT8XWyYnwWAscYfA+ssEA6ZtAdTz2xj6oQsMPfxhBJLryTGLr27/58Fprof+vEAjagueMAPwynGclsqoSonvJclWZ2/yluTiP4sTcgIBGXFiuWpFUuHdu2TIfvsmyx/b3lSX5c0HXxgss/AgQP/fOeddy62EeQNI0aMuDrfWrTlkgN0IPPnzz//wAMP/H8zZsyo8Ftsen0eIMx+DtiSUhHRLdfUVFvLW5cM3XuXZK3dnzN/YVK5ZhUjv/QZbGZRf8CctRk64YllqwHLrpcVclo4wQo5TQRJYg2wmHrBP7Ml6owYUMpdoBq6h7+92sADsbfaKMZsY/mMjTC8CKhCMIypFcIrVEEU86+wYyw7Fqa/H0oxphuWQdZ/D7C+zP2SbhED+dElSw5tOhV2mqGag991hS1Yu3TuktRxzFZZedK2pM0mW6tCSubMmdPXiM3EqVOnjr399tt/aeD99YkTJ65o9oVv45IDdCDXXnvtuuuvv/6SwYMHX8/mNDGWg14RtguA6tRl85+UNaxJHnro4WTp4vnJjNffTvYfvl/Spm2PpgrNpOJOO+2UAjW2qX6TdU0cerD24OYlbPxh42mOTXqJAai/QgacxYj17d09Sw5BO8bYY+mMDfVD4AuZaahi8N9ZaotiAFssPbHyjbHtLAYeG2149/DdCGAFqCHYhsDr31XWqCErP56ghO9Hlh/lFt+6dVXJkvcWp8eUHXDwAUlt3YZk3v3zNlOjoAo0slHRpUuX04cMGfK522677f6XX3758+wUuVmCckklB+iI2DDsB3fccceZHTt2PCBcTosAorBnVrk1gnWX5GP7fcSYQ1Xy3jtvJ+UdYMZJ8tZbc5L+/a1hVbS1Wto47AOk2R+ChoQ+2h8rpENp1QjZsAd2jvgGpv/+22+uHmOuHnxjQKwrDCsEkpCpZ7Ft5SmmdslSD2T9ztLf+ucVXgwEfXo9SPm8+P+xTsFLFmONlYEP2zNY/y48YxXTDcPz/mNpikm4PUDWM829p7CMEOp9oxljfVJZ2dhGXv7bS0lVdZXV/U1PFfLlyoX67plnnim19nX60KFDP3P11Vefmu98F5ccoDNk1qxZRw0bNmyF9fBloa0xAI3+jX0f+mzXJ2lTWp4M2WP75O57f5ksXVObDDGW3K7tYqvEDUll1bqkR8+OyYbaDU0MmWXhsA1tMi9Qri8MF2lYnTp2TA4/9OPJvVMfSNPjj19qiTpBIKBv+ZHEmFroBwnBLcY6faP2bNWfPpJlwaCwYixT4cXS4d30XkKLhGIS6lq9u8KL6cVDoAxVN1kqnDAc5cPHF+YhzEfY+YTMNgTvLPO+0F/MTwjoCl8kQiO/tm3ZKa+xfi5bsSxZtHBhukw8rBsxFRb1/x//+EeH4cOH32h/N90APJdUcoDOEA6Mveuuu6YZix2OpYYm6RAqHMO1bt26J927d03mzZufPP3cjGTfYYck99x7dzJwhx2T7j3eSlZXVSVvvjk7ObBX75QpaxEBOmz2UeDUEB0G6huYdsjjHuwE9QlMHntrr4sOh7S+AcQadmjupXt+6C9Q9aw1dGvOTCwEYJ+OLPYdim/YxRis/oeMtBjAhm6EL/PFmJohHEUojFAFEAM23Y+pPEL3mN+sDtPHFYJ0WA9iow7dU7nF3qUfVfl8UwdZsch8Cuo6Jsu5x9yJFhXF3rPSrBWaPIvKz0aJDya5RCUH6CJSVVX17MCBA4fDcrHE8IyHvTf43nPP3ZNu3XsmP//53cnCPz2bMIW9+x77Jqe06Z3845//TH77+OPpFposyeVZrcrCpI69O9j0hgNSdXinzpirtPh69u6Txkulh6Fgc01DkJ5aAB2Cp1aH+f+x+zEmG6oM5B5jVF6KgUnsfzG1CxK6ZTHYEBy9eF1+jGH658N8ZKk3VNZ6VvHEOptiIBrz67/D5xVPmJbwnfmy8B2IypT6IrVaU1yKsqHxozEo3bM/DSqPTRfmUFchDTpggf9a5aj9R8S2dQRcgWTUd+3a9Z2+ffu+ZmA+mo3HNiuQXFLJAbqIVFZWPvKXv/zlYkzq2DvYV3oqGqsDAVaWdC9ZstiYRE/z0z758zPTUvb88svTktKy0tQvjYPVVzrwUycoa8tLtonUlpfch4U8/tvfphYfXFR27euL+MUtsUmwEHxjOlwvzakEQqDxz4Rg6Zm99m7wk1j+Gb8SMtRVenD14gExZJRZOuAwj7HOJFRBxPy1RE0UK5cw/f59+QlhlV/s/cRUK1n5CCVkscFD3ElK0rpVnzQ499R/SWkThvtwqK+0DRZsIbIC0RoAqVhwZ1KdQxiMMT/z+c9//nDzk29T2gLJAbqIXHrppU8/9thj9VOnTi3V0UkeQBjaMenHMu/GzXgA07pkpgH3W7PfStasWZ36QQBzwJmJPyqr1AYAv18diGg1IkvEtbGN9p1QwwxBJwTfECxCf15CcPCAqkanVWMhwMZm+sMJPv9bGxrFJAsMY98xplmMTcfC9uUU3o9NsIWdW0yVoGdDlYfvVHzZ+rQUK49YnFkqotiIIKvjkkqoQ9uKpF1be7cNZUltTW1Si5qN91Vn77Leflv069ZXN71blQ820MofpCGsn/ym7gDmgwcPRud8Sg7OLZccoJsRA96ZQ4cO3QOLC9gti0dUIbWDGKoKGK9sm2f8/e/ps4ArLBnBHeD1YNxkS2oNgT2DAXkxE89+xaikpoiZ3UnUILS4IGSwIUh4UNHQPcbwxIpCNYcav4A7BiR+xWMWIG6JWyycELiyVAWxyUp1TGGewg7Hd2LFmHYIilkg2Vx+Y8+FIw3v7vMeppN6+slPftL6+Kq3zO8qu7e2TZs2a+3eivLSDT0H9O28w4J3F9zevWOHz+zZre9xf3l1RjLr7YXJshWrkhXolEsrkpWrVqVMWu+bizruO3XVT6VRv7F4qq6unpNvprRlkgN0M2IAe8c+++xzzT333JMeasqybe2vQAUETJnoqKps3BbSqmSqK9aybZZzw5hx4+IZNsHRHh/85zfsmhOhYdqq1GLPOuWDSs43uj4uiVQmHkzlTvjhlpNIDEglLR3WeyDIGnIL9MNOJQzXg5Fn+14F4vNbTG3gw4/pf7PS7MEvVDVkgXGx37GRTkykBgBEUYPpKnT4DQZ+dfbea82txtK0xq73li1bNvC9997rFYJ4DNBhtoRt9WeKjQq/E8Y/evTFA9q32+7R74269pbJY89b2W1An+Pa19lIx5h0w4a6pG1JWVLRoV1SWkJ5bCxndcqI7+B0CbSJmwlFax+/ziyEXKKSA3QzMmLEiOt+8pOfXHn88ce3f/jhh9MtIGfOnLnJZFvKjBs2JOusjrbv2CX5+KGHJU8+9VQKohwlhFkdFRaVBRYhNDwtTBEQoMKAiXP+HidcCKB1yKfXORcDDy9Z7oiejzXsGNCEjNjfF9j59KmRhg3X39fkpe575hVjhD59Yd49WBRj01l5DcHc3wvLKWTe4WIRP3lWGDXVmfsGA9lqe/fr7HuNge0ae361/V5hYS2zcnjP/i+2d86ZVQtsNDXf6s47WeqA888//x4D3DN9xxuODPyogfRZXV0WziBo3QAAEoZJREFUC2vcuGsX/PLeW9qOHv2NAR0aqhfXl1pnb1y5rA0Tf1b3akvSCcTGeluTqIjElr1lTPjeU/WJkRgOP1i4cOH1sfhzyZYcoJsRq4T11lBO7tev3wPGoDvrDDqAUwBTXlqWtOncMenQriKpWlebvPHG66k+mkrK5N8LL7yQVmYAF1WJ9t/wFgswJlg3Fh8cpApIyyxP+t+QGWWx0i0B3vB3LIzwWcUvkC2U0ybqkhAs5K6w5Mc38HAiLJbW2H8voc13bNIsLEeJLBwEsIxYCmy2ztxTgDU/6+2qsv+V9r3K3FZanMstHIbuSwwEF9rvd61DnW91Ze4NN9xQHU1oC2TcuHGZ96xsy7LyEoK1Nve3+pepXpjx+qILDhn6sb++/eaMX5RXcBJLm6SstDwpLbcysf/Y8Xfq1NHq6MZFf2GHHKrf1HkVJr9Xjhkz5q33WxbbquQA3QK5/PLLf2dfXX76059Of+211/YFQNliVOwlHcZVtE0aykuTqvW1KSgDxhjxcw8VhzZAojKj9mCFoBqXH2rDztmMafDgwak6xbMzD6iq/DFmm+WWNeT2DTsEVTHT0H5aafC/fZh+QjFMk09PmKdQsjoJnw/pRKX+8aeLALD2u96YLABbY8C63h5baxfHWK+2Z1fZs8st7qX2f4mFt8jyOc/e1xx7X/NZ+r9Zov4FxPK1G5PG/p0ifu5Aai/qIuVjnUbmqSdjrrzy92PGXH7W/nvv/ov6DuVJj57tk85LypKqGuz3y5J6q9fMIfIKOIaQb8WlxVXhO9VEKAu6Vq1adW/rl8q/n+QAvQXy0ksvHThgwIDHDASGGUh3ZYe6JiZZbxUzAaQwgcNSoSTdYpTKyhlyDHWZMGTTJO3fIWaD+IaGSuSEE05oOlFak486cigE21D3jAi46Bg8Q/Ugq3hjbDoERj8JGHYExVQpoR+vPw4Bl0vn5hVYF7rXarvW6rK4q7gsPev4hsnaM2sKTBZ1ASC72MBooV3zJk2atKrlb/hfRywvpWPHjv2UddYn24htN2Pz/YYMGbKLgHC33XYrgSRI9G51RJWuplFe40KplcXiHDt2wtP21W/cFVcc2b1zzyt22aP9wXWzZpaur9uQVFhYHaxOf3TPXZIBO+1RP3fuvGTBgndKmRyPjWgYfWCCZ3V/nRGUX1900UXf/Na3vtUqZfXvLDlAb4EUhqtH8vu+++5bOnv27J4sWEkbRh3wjA3pRvUAE36Y1T3zzDOpH9QiqDgAH05qBvS8DawfJj7xxBPpqS3SadLYAGepPfxEoJ4vZl0gd4G9d4vpWP39mMojfN6rJ6TCgb0WrFZQEXDVGPhW27Xe7qfAiprArmV2b7E9+5ZdM9evXz/DhvfzW/dt/u+LlU+Zjca2s+/+lvcBdvW3vPe1756W/x723cPKrIfVjUGzZs3q3aNHj5JQn6w6QidPfdBBrpoM1jmMOkZM9aNgLtn8Bh4mo6+44g/29YdLLrmkY8+d97mmU5/VZ6xcsaB7Q0NJMnDwnnNXrF1/0MMPP7Rw9OjRgyz9B1gcO5j/ARZPR0tTPXp1i+sNaxu/GzNmDDr1xAC6NYv231ZygH6fYg3os0cfffSfHnzwwYKezxpI/YZ0ciUp2Xgas19CLX0c+s0Y6/CNkIYGQ8f+Gubth42I1B4xs7AYGw5X6IVxh+oF+RGjhREV7LNrzS/sFXBdaW5rzM/qAtCii11oeX7L8jtr5cqVs2666aboxNSHSS644IKeBpY7WJ57W177WD67G+D1srzvaO+zvwESx6G1NbcKQNjKrYxvk3L7Lrf/pcaEu9p7bKOzFnVIA0v4+aajZ36Dby7cDzrooOTTn/50mgav0uH0HuYreCc6p1GMWQCtlXzUP94hAD148OArzjnnnJN+8pOfVLUk35MnT8bfN7hGjhw52L5LLx45qkmPXDjWau4HXNy5OMkB+n3KqFGj/jxlypRfHHPMMWc8/fTTydrKKgPhknRlrACRBsNCFhnx8y0VhbcEQPSMB1IEkEcfzeShJgvDxSRZKgZNMBZMrJomvKzB1pj7emxhLRyAdjmXNeL37Bs95UL7xkZ2rcW/FJWBgchb7E/yv1K4rSgGUB233377AVYOAy2/fe3qY2XR1y7AtzeAax1oTxuWd+/SpUsHA+YKY4ElXt8qEBSwMregC2DlG3dGTLqv5c9SQXg9v2fG4WQrVj0SmWQ+8sgjKUDT2aMG4/3yrrGjF0jz21sKAdAW1pH2+zcW1GFbWm4TJ06c84G8gFy2SHKA3gr5xje+cZY1lpP23Xff9k8++WTaOP1evTQ2dM7+lOmYjlfDU66Q8cKiaYCoSrSpEpMuBiL12MVaI12Pbta8rrYr1cNaGt5DZWD/51tY8y0dc411vfnf//3fH0qARR974YUX9u7UqVN54X8fy1c3KwuMbDBdKzU2O8zu72eAtYd9A7YdrHzaWTnxVWHlVGadVOm1117bdNCqls/z3gBSQI+LEYsYrsBVTFeniWvDH7+plJdQzx/aWMtPCNLyr7qixUvUDZgzm2yx+pT7pAWAxqpIK1ZJmw4mFkDrJJRp06b90+pKxeWXX77XhAkT/tH6by6XrZUcoLdCQAcDvYe22267M/fZZ5/UNI5GTCOR7TIsym9cJGato7EExmrk6J179+69yp7tyn9YL1YfhZnw5P777+cQ2m+PHj36Q2dTCtBeeumlgw0wBhlO9DTQ6Gnf6F4HWCfUz/Lay4CUq5sBa0cDnvbGZCuskyvRsmjE61sFsICVGC16frlxAbC6J/WB39BH7ycE2ZZMfup37L+fFwitHPwiIr93hczi+M+pPffee2/a2ZNP0k4+dAK672QAarb5lGUPfrTvC2EykrLO/nP5Ia4fLskBeitl0aJF1wwbNuxMVBkwGRqIWJWYDxJOpHkLDA2ZAZOBAwfeag1uxKGHHrqWBunZuDN56/h/luGCALbWSXzEQHV/Y6+7opu1fFcZgEy3/3sYo9vf0rnB0t7Jfg8YNGjQdkuWLKnwNtKUjYb8AksBKtu5MsnqVQViuFqlib8QYEOTs1AvHy6WyZpQLeSx6duDsFcvyb8HXTF05VHgG5q/eTVXbP5AOxuKCaPS8HWHMpMOmvKg/nFhPcGoi5GA6lDBJv+NVqgKubSi5AC9lTJq1Ki/Pfzww+ut8TCUbtpi0Tdyv5e0txkNh7uFycM7sb39+c9/3rT5jMDZLdNup/DOPffcztYgj7Xh+8EWf38mpCyOtdZ437NrHvsfWAN+480335x/3333pbQdPeyAAQP6WiPuw8SXgWhP+729Ne69LB872O8uBrJdjZV1s+82hXQ3GAsrg9FaOktYrs6kofIhkJU6QLpYLoD2xRdfbAJXMUH8CmB0MK5YpMpEUozNZt0PAdTr+WP6e3WuoS2xOgABb7ggRBJO2IbqLM0dALw+LSHTlj/s5zXqUudOHZP6QgxaLJqL8ma+ASsh/KIWodOzPNTnR0t9+CQH6A9AjO3NMHDbX9uJIp4J+cUeXtTwdO28884N48aNe4F7BloN1gBLvP2xwMCActcnnnhisbHSXpMnTy4N2aGP3//HNIs4b7jhhk38evChkUv3Cphy4KcHWzFZTX5JlQDAiilKQpVBS8R3XCGzzFIZhIt4PJsVo/V59IAbMu9i4KrvLBVG7PJzEqoL/pJbDKDZv8LvneJHHqhxeE++LvEeeI73QucJm8YGn3kQ61Rz1caHUHKA/gDEwGrqdttttz8NgoaTJeGQ21tzcFljWiS/Bnw11hjbhiwbOeqoo05j9zuBT2gFoMNoYacCWq9/9SZeAl8x2sZtUzcF25gNdMxN+Qr/xwDXs8cQcH0ciLdu8CzbL9Dxi3DCMouBrgfNLBYbA1sPpv4UbO/Hg24szJA9h/+VZ9LOilN1KmLN0rsz8pBoMQphqJPlYlRGWgywx2fX4Fz+VSUH6A9AFi5c+KM99thjMkN/NRK/i5tfgBLqHAUw/O/Zs+fzCtP8rbQw+vrZf786kOvZZ59NL6kOpKvVRKXfdc+H4yXmFt7zoOnVBjE2qXuhxDbxkVVKuK1puOOewsxiy2E6YmDs2avA2YNu7HRs76aOTmkG+LCsCdmvtpP1lzoVgazPM25Si4X66lDV499VWMa8b57RSd8IenwmB88666wlI0eOvD+r/ubyrys5QH8AgkH/XXfdNctYym5MztCIkXD4HDPFkhvs2xrv93XPGu0r1giP8fpsiSbUHnvssfS4rHByzMcVm3wKv2O6Wh9nyGp9vsIJsPB+qDoI4w4vAAUJQdcz0xhDDTuJEGgFXMUA2Ycfhkk+KHN/HxarY568TlhAGwK18lwMeGN1I/ZevR+Vp0BeZcCk4qmnnvqadS77bxZQLh8KyQH6A5J58+ad37Vr1yf8Cr9wD+YQoMSgmNQZMmTIz7wJ1Nq1a0f179//GFhQONuvBQ+hZUgYfshoQ523Z3ExFYIHCb+kXGGGYK7fUh2EgBljux4Yi12huoFhPCMGqWPQuW6//fZNIxWBsg4v8BtLhfnXJJvXUesKRyFedC5lKMXAVmAc67zD/1l+fLiw+B49eqy3zqKtMfwSPbPDDjvUDR8+/KeTJk36UnN1N5d/XckB+gMSA9ffjxs37oihQ4f+d2Vl5U5vv/12OsT0jAoRgDFD3717dzaS+buBy4QrrrjiER/e2LFjp/3whz+8x+7/p4BAFh3sKY1ukuOGEA82AlkkaxGF0hF+eyDPAuJietoYmMZ0rPLjv7OeDRkt4m3KYYkIZcokGSMYrzIIF5PEVAdeskYiWbKlQBsbUZF2JgQtP3Xmt8Y6mqouXbqstvSvsLqxvE+fPovtN3tDz+nVq9fb9vtNK5d0mMYGSIzgzjvvvK72/BSrLz07dux4z/e///27n3rqqfxoqQ+55AD9Acro0aOfsq+d2WRmr732+qw1mGF2DTbAaFvXKOxV8a59v2RuT02YMKHoPhXnn3/+WQbSvYwFHqOl4oAUemfMqMLTuREPKN5SIAawIaMNVR36LXcPpCE7ZR8J0qiJq4EDB6asVkAaA2R/Jp/M9LwNsVehSIWgzk5WGIhYMJOcoWTp3v39GEP1Iwd/LwaysbBRWe22224b7N56u6qM6a628lhh6Vxi+XjXOpZ3DUznWl7eNvb7z9tuuy1zK9CWyJQpU9i170z9HzVq1NYEl8u/iOQA3QpS2GTmZ4Vrq8RA+tjrr7/+Mfv5KU1QiYWzvBdgRGJs1jNXP5nlf4f6Zj+xhXj1jN9z2YOzDiLQf55n9AArxK/ANrTfFdD6eMKJQS/h8N6nN3SL+cl6Jus54qcjZIUeduDGamuN3a4DcC0Pq81tad++fZdYHhdaXhYY6L5l18zVq1fPLNSBXHLZKskB+kMgI0aMOH7SpEnPGfgdBGhodRlqkh122GEzK4JQpeC/kVA37QFMDFULIDxb5bcYsrctzhrCL1q0qEVqBCS0EQ/9xiYei6kW/PPkVxsKSQYPHlxv4Ftj5bjOQHXNdtttt6IwwllioMupKLDb2RbvbOtsZuWLPHL5v5AcoD8kctlllx181VVXzTW2tgMntpQWVpWxT0c4SSiGHJpsAep+ox/paEMwbolkAa+3KoipXYqpCbKYr3/Wq17IvwFtyuYt3XUDBw6s7tSpU5XlZY19rzAAXs4Zf3Zvvo025qNOsPy/aY/PGTNmTMsymksu/4eSA/SHSCorKw8wxjz3ueeeawso9e7dOwWpEKBZWg2IIwJoSdYEWXPuoZ8Y6PrfWc/FBF11Ya/p+o4dO1ZbHtnqtNLSvdw6oKVsgWr5eMdAd46x3dkGtOkpKWwOz9FUzenyc8nlwyo5QH+IZPz48Yu///3vn2hA9Vtt2A5Ay6xNwCh2HOqRkeZ0r8UmwLIYsVcdSLXCEuMePXrUW1pqLJ1r+/Xrt8bStJL9pS09C1EjGPDOWbdu3Zs2KnjD8jQ/Z7W55LKp5AD9IZMrr7zydwbOdzz55JNfZiIOMzMt7pCgxtDKshB0Q7D2Vg4h0DLBx0Sk/a63e5h/reUEFfvNfzqImp49ey4w4H3X/Cw0v3MsnDerqqrevOqqq+bUt1RfkksuuUQlB+gPodx4443nnnbaaXu9/PLLB2HZgaoDvbO2LdUCDm+NgAC6gDl7B++6664N9gx2t2v79OmztG3btksMaBcZAC/o2rUru+DNNAY+849//OOsadOmbfEE2cSJEz/YTOeSyzYoOUB/SGXq1KlMGo6ZO3fuF15//fXtDJjbrFu3rrRXr171Rx111DsGsq8ZIM81AF5lgIwe9281NTXza2trV82aNWvpfffdly9iyCWXf3H5/1/8dD/Ea8Z+AAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>