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Pearl River JNR-ELEMENT (JNR-8230) (Pearl River_JNR-ELEMENT (JNR-8230).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="JNR-ELEMENT (JNR-8230)" ShortName="ELEMENT" Company="Pearl River" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>3d17f37e-d6b3-4172-b04a-8eba7c149dab</Thumbnail>
  <History Date="11-10-22" Author="Nic Morris" Comment="Created (documentation is a mess. aura colour preset is incomplete.  left as raw)" Version="0" />
  <History Date="13-10-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="140e45d8-ec85-4575-acd0-9bcd68c7fc89" />
  <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="Beam_Duration" Name="Beam Duration" Description="" Group="I">
      <Locate Locate="1:7" PowerOn="1:7" />
      <Function ID="1" Name="Duration" Display="'%.fms',7~650" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Beam_Rate" Name="Beam Rate" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="6~255" />
    </Attribute>
    <Attribute ID="Beam_Effect" Name="Beam Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~42" />
      <Function ID="3" Name="Ramp Down" Display="'Ramp Down'" Dmx="43~85" />
      <Function ID="4" Name="Ramp Up/Down" Display="'Ramp Up/Down'" Dmx="86~128" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="129~171" />
      <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="172~214" />
      <Function ID="7" Name="Spikes" Display="'Spikes'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="10~14" />
      <Function ID="3" Name="Dim Linear" Display="'Dim Linear'" Dmx="23~23" />
      <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="24~24" />
      <Function ID="5" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="25~25" />
      <Function ID="6" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="26~26" />
      <Function ID="7" Name="Display On" Display="'Display On'" Dmx="52~52" />
      <Function ID="8" Name="Display Off" Display="'Display Off'" Dmx="53~53" />
      <Function ID="9" Name="Fan Auto" Display="'Fan Auto'" Dmx="54~54" />
      <Function ID="10" Name="Fan Full" Display="'Fan Full'" Dmx="55~55" />
      <Function ID="11" Name="Fan Med" Display="'Fan Med'" Dmx="56~56" />
      <Function ID="12" Name="Fan Low" Display="'Fan Low'" Dmx="57~57" />
      <Function ID="13" Name="Fan Ultra Low" Display="'Fan Ultra Low'" Dmx="58~58" />
      <Function ID="14" Name="Strobe Behaviour = LED" Display="'Strobe Behaviour = LED'" Dmx="59~59" />
      <Function ID="15" Name="Strobe Behaviour = Xenon" Display="'Strobe Behaviour = Xenon'" Dmx="60~60" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Aura_Shutter" Name="Aura Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="20~49" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="50~200" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="211~255" />
    </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="Aura_Colour" Name="Aura Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <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="d7d00123-d15b-4d1d-bb3c-66582f84160f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Beam_Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Beam_Rate" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Beam_Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5f1913ad-26d8-4ae6-b10a-678e25c39663" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Beam_Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Beam_Rate" ChannelOffset="3" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="Extended, 14 DMX" Channels="14">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a293fb78-f451-4e43-9fe3-d63d7ca04345" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Beam_Duration" Wheel="5" />
        <Attribute ID="Beam_Rate" Wheel="4" />
        <Attribute ID="Beam_Effect" Wheel="22" />
        <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
        <Attribute ID="Effect" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Effect_Spd" ChannelOffset="7" Wheel="24" />
        <Attribute ID="Reserved" ChannelOffset="8" Wheel="29" />
        <Attribute ID="Aura_Shutter" Wheel="6" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Aura_Colour" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Beam" ChannelOffset="1" ModeLink="Beam cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Beam_Duration" TargetId="Beam_Duration" />
        <AttributeLink SourceId="Beam_Rate" TargetId="Beam_Rate" />
        <AttributeLink SourceId="Beam_Effect" TargetId="Beam_Effect" />
      </Cell>
      <Cell ID="Cell2" Name="Aura" ChannelOffset="9" ModeLink="Aura cell" X="0" Y="1">
        <AttributeLink SourceId="Aura_Shutter" TargetId="Aura_Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Aura_Colour" TargetId="Aura_Colour" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Beam cell" Channels="4" 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="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Beam_Duration" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Beam_Rate" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Beam_Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="Aura cell" Channels="6" 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="Aura_Shutter" ChannelOffset="1" Wheel="6" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Aura_Colour" ChannelOffset="6" Wheel="8" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Med">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Low">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Ultra Low">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Strobe Behaviour = LED">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Strobe Behaviour = Xenon">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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3tbrI24WqTk8LGd6+7LYk5NxBGOnGVioCvmcSkz2PVynn39a99y7/71lp/DO/2D82733zbrf9t565dT9799nf+ybnz5/7i93//9yeWJJDX3q5IgP7hH/7hN/7MT/z4rdz8PAhSwS2E0CU2R4M1zTFqqk9P+9epDMDMump2pboEhKzVRyG82miE+lc71sa60tllc7eRfmrk1tl16rL8rMPKbDPh48lP4obfzncOWbu0bpxKImka+eJ+/9o7FefapdyrC/+WjHG0Yy3IBVCflLR62AROPezd7/0xYcZIILDp8tCIjEBiD85YIV9wxWMvSX0Plj/19LN+GylLrkvEknj0eSyTkASIV/3IafnUKjqRnP+760/+xx/fRebizp3bvzcyMvLP1qxZ841FnuiSLcKuSIA+c+bMeyigM7DzGv3CP+Fob80K16dGTKoWyNl68xvlG6uh0FgQR77320SLNSgQJ1qGrWdLZqYRDRpjize+sRZ1W0gBbjFXXdSon4ajNMVG6jHMhmSQ9BzSdeYHqSy2ZgE3Yd82mggLG4G3USmZ67ZMNn+pI1jY2MCyqptbMm7xYPjKO8XFWrMzvpRFSQeIXIQDlgQjvuMzf7Bh5rkhhZv3kvzjbarBsc09VC6dSo+mSe9o21vwyMP9czFShg0LN7bN+2rlZWHXHZ1PvbFYPPrAj/7oP/jkpk3bv9ze3v7gIk96yRawKxKg9+7d0wXi2BDPPOT1Vg8rsNHrdr5RGMuH/9HPu3yh4CbiirtQg1nEUnayPSokzCRH/bOWyAMr4JZzYxW/4mws3xWLRfkN9ju/+3vuZ3/uZ93O7bv8A1WS78+O68QsNlsLM7vg8MEY2ppZByGdATrv+TSsLfafj/lOSAB9Dptt5jhbCESs/kWdxJ28pr9sxrldw2ddp26Pcd3LgpYl7src0+iSxdmrAc7FW1pEqdFxu7h9ca2m4yiJ2MCHoAlCKneYw2/opDJnsgUljfvpJ2Uf1rnzF+UUfC0yJGsWGmkAfanWEx+C7/AvSofQEs5oIjktniUP1Kse+uKD/zTft/af/stf+lf3v+nGG39pqZb292dXHED7m/LWY8eO/hMZQrqgvU03uz0btOgw1CNDq7evL3zX53LrPJBOxu7kUMkDaklqAI+ODcvyvt6rpPD/rCv510JSP5rf22wrH//t/yLrAN4DAwMC5rMtCswts1ZOsybfNxoP8GwLD6ST30xm+phanCaR8H7W1ZLOhA4A8LcpvQz8szanIwijDGkz/5DGdfHiyt6QdSQrMwyz5zMbDcxJL3QNMBbN+WbOOhpZYu30ShysfxsWZ7beeCzNQHrud8agp2IndTqu6t+Q6PaV4NmDUFCWFOD96tf/Wq5VoZAPMf1EgFSTjpn1pJRps3jARbTXfF1L2rm2uIseqJcbE/fPCWD9K7/6Kz/5gZ++710//cGP/LtHH330d9/+9rdfvOTOlmyOXXEAferUqTV7nnpK4piaO0aasDH/kfAxHoi73/Eu0fcscqBULsl7gLnNA8XmTQPu4a895DZvvcqdH6+4fB4wzwk7BoABS3m/qc+dOl31yz1bilUzrHhGXqvG8h5QtogSWDgAOzkRS2fQ3hYJE9d16i3vfwtoSxRVeCh7cwr29pBSMD6uvTIdNmrxrClMMFybrMix1CYVFGedaqWTHkiyIwBSl80aO4H5OgC7JpVMmIEU96zWH292OrFqtV7vn3PsJs9kZBnnFmaNl+LkKeBdih0vtKVLdxYwZsiEjfJob+MT3IuhPKkUXJIaKEHWiHJ6jLTzwMDWOQDNpxI1aKS9F9Cgs0dv81vaNiAtSCAwaynG1SLbQg5B/vjEH3yq01/3j3/k537htF/w6Uue7JLNsSsOoCtnz4pulljdFFDyxZzfyDdBNC6VTwgQresreGCI5T1yh7DmMSdzFd5yy20CjoAxcxsC1OXymeQ3wsBb9IE5dPiI6Imyi6jeMzkRGxNSwAac5RzGYnfs+AGRRbT2b07AvVws+W3HCWh2543p59xxv2x4uOR6evrkYc374TKM25g5HQ1WCMV66BRsOey8GvoCPrf4DiciKSXn5jz42ay3rNksItYx0Im0zGonx/bpQCpVZfQyTI9T5i9tMV5/XWwUMOdaZSb6XahTwBKJCAs3QTVTz9M6CfMdNNa9MIdro0MYS30I2dFE/cjCJAjMOpzU+ZkaWYYWLkm97fFKTc7l/T/V65hkQirWHXGSgTiweYvUS0EmQRKhHsfd7h4B+bpwOnP++ftf2O/5hUc9smr22JM3KUinKwaQXrXKffGLDzrfr//rX/iFj/51R0fH8CV3smR1dkUB9ODg4MrTpZc+xoMn4Us4POoemkZdVo2HBkcgQ8XNm7Y5COznPvsF9/73/xRE1X3pS19gFgxhxUdeKLptW3fAKYUp79ix0x04WHG37L7Ns+OKB+uqgCBAt3P7DvfC0ec9QCs4j1ZLCagC4sViKlMAmMyAiJtyfW/B72vAPbX3OwJUJqX0DvjfTifTDbgjRw8psy/n3Pp1eb/fHQJ6Q0NFv90+eY+xDENTj/yDPXj4gNuxfZuApESZ+A0C/ith4v4I6HC2bRnwAKNJK9VKSUYDgCnL6bS27xxIWHvVn/fJw0WRWBhFIOfob3X/rMe50wlx/m057XQmk06hHsizlvcdRTVIACznd/xnbD+5hmEEsNDoITtKMLOOxExGD353NeLAp9LrU61UEr9CY+dhnYbNmGI2X4cB0NpEBiYf4aBW3bjiWn17sO7ggafkOuOkQ3rjO8jHeEVn6bUOhn1S46NamqD0tBj3vrSrf18///wrsADMcXhfFwEUpA807q8+8OB1vmkf+vmf//B/+MY3nviLpcJMi7crCqBXrVq17LmDB9/CbbS8dU0YTs+Ncmhk0VYLufsN612hKxJw+dAHf1bZpV/39ttvF3YMKwYQn372KXlAmYEbZrqqo+AKngUTQ8zDqwCpTPO6665X1upBa8w/UDb5bDVIFKmc4jRrzK/a5kECoMIxCSPu6+3zjLoo4FrI5wLjjnGGut7eta7Xgx6su9ClUgogeax4yP/mhF/u2XtLr3RCvX0Kqj/0A+90zzyzT0YFgP/63l75jbHqCb8ftjf8wr6Ukecjd7qksgxAVS5VJVmC76UN/ToTvnN69LFvy+c73uY7rBYANhK5hJFFqTzkRjqq0oYC5C50TH6n5XLVH++RZEbz/v4BGQVUawrgp8rFhIF3rx1wuWVx0oHYFRVJqJqOGkzrt86gmpGMugq5RNvnnGgX6yC6/Gbzsw2jBN9hZsE8C/Z17zMdRHZUYb4EzuX3/ut/cp/4xJ86m7Wc+xLWTPlW1ZpjCaF74At/6T784Z+WbSBjUCAJqSMfThtSAWgzLyPDAPwGHS5l7bJ9if2fG8lxKcu6mxcyq/ntO5Gb/MfP/uIv/vIG/3rqEj9bsmBXFED74eF6buJC9sGdnjtMns8AXXTX3m4/HPcP66HBQQGSbVsikR+IzoBl7ujbJtLFzW/a5U6eLqm+7MFjfe9mcRbCULdtVRZtoAKYDAwoi85FfQGUa8FBqNEgMHe02Kpnya61Itttj/KJFl2RIjkllVD8Kkgtzn4j0zEV3OzYMWHPGKMBOgd+p8v7kpnMkW04F5af9OBXkKc+Lxo3IFetlgVIIw/AlbKOCmiLfF47hwMH90lnVMjvkogWjhN2zOgCY5vl8rDINABtoTefyCusb8fEcfT25aUNOF5jqlrsviKMPfldkJVglnQ83WFSddP0advi8aEE5DkW63R4LZWr8nvR0o9qZM6WTTvr7gE6XNPctQPV62iOXOqM2MjEInkAe3iAXqdCwrqzo6PJxtswCrEuYRQDa6ZSHU5D4pkp60ocNPHQtCH31I/d+8OJrMNoT94f8czcjcosK/d7UG+syYF086oZdINlJf4skzaNmgSca6/b9cm9Tz3zzqWklsXZFQXQ58+f/63isec16H9emzv8JY0ZgxFjZc9KKsExdapcFl1apI+cDv9zUU2YJw8nIMQfBmhs6B2QdXmYJQrD728i86B2zxZ0GUhZVR0WOs13OAfbha0WRDY45Y+hvdclcgmsF7MOgW0Xch74PDOuVqru8Se/LeAEUJreyT77fIfAyODpvzmQHCOfC/mBBGzY3snxMBrI54UZt68DvEtyfiZvsD7AtKHfg7EHZdpn0NrH7499A1S5ALhYsahMGxA3J+fJ04PC4GlT2DjGSAFpB+P8n35WGTXfy/WJFCxvvjEvrPS5w/tEu9ZRSE723X2DSjvC6OOqO3K0lIxCOL5CvleAfGQ4lvMBkFmfUYQybz2W5/Z/VySLm2+5PgmlTDvVWDsKf97YW2+XKagSeYa2pCO1aB98EEhhcvdR05moC2cTAqeRHXLvDY243n7uRz9qKBXdcwcOuLe95U538w23Slt3+33inGW0x/ExCQDr2LbrdOhMaYNXY68kHsb2+Xu/819/6M/v/8yH/ds/ftU7voLsigLoo0cP9dd9McdBuLDxEADMv/kb/979i3/2T4WpfvazfyYPFOyah1VBrSLRHBjsBkkDtnnt9ptkKA6YSYxrLpKhPWDRnZdQDQ4qDKuV/tViZb4K2sr8ATBABD37yNGKbBumafpu5XxNGBWdRByXBODY384bdomGDTA9vXe/MGwDDUYA6M7rPTgDfqNjFQE0jm2nB49DhzgHJx0B+yeuGxDinG7e0eIOFY+5vXsece9453uUZVdK4fx3yN+x44Puc5/9K/ej9/6DsN1CEmWS8+Anx/TsUwK4/QM7FEz9H0BWCkBnnYB1bFwPRi1EzWB37L5TALJc0mPj9+1Ryua5FgBxV5AiTh0uS4eD0Z6TovX6kUV+p9s50CLatnVqo9VZf013Bsbc5zb/uAIqbfWdJ56SzobOg3NvC1Ez3AMc6+DhQ+JrQM6SdfyIIdfW51aeVucnnRD7516grQBXnHqkb9dbLAkpZ4Y109CK+9OJ4AcxTZta0oCy1eLITn2VrbmBPlyTyJvz/q5o0dFkpr6Kaxxdttbr/3JEDVmI80WZW5QHo4DTp09f19196dnOl+wKA+jjnj1nb5vFyRuROFjMeMD/yT/7ReEdvf5Bg6EMbOoX/RhWCujs3XtEgISoCYbRsEkefh7m0yWVNJ6L9wmAyNA+SsP2kFBqkwCIMrXuroIAsznb1HICFrmoJOCPc5Bt8JDDIvvWeJbrWdWhQ4P+4R1Ooj0AQSezdOTdlq3XyG/54xgldM+pww+w5nxGhnVOatF7PcNt8eCEk+zwoCbaAG4yb16QGHbfeY90YOacpANDLzf7oXfcFWSdqjgkYer5IJhOlKsChLDZnO8IJqZiOReYJYBHhwCA0+lwDUzWoVOy8EX2CxAD3CZrWCfQ06MM8uvf+qq0B8s5bnPOni5loaWa7INOC0OyQh5RWShdk/1y/Q2IkUc0nj3j3PR3S/+Gq0SeKdpvBnqlc5P7MCMJ8XvJEuysL16UzuCjcd/jmaiLf/Nv/0/3xONPSv2NXFubXgsP0jgPSay6uIgIDYnkOLvA89AMnN3CQYSagZpxuvKe0L/jR3p37NhxyWNasisIoD1TWP/YY3t6CnPqUzS6OxoyCENKNgwEYOHhZLiLhsrQHDAA+HJ9BWF1xWJJpBAACLDBhJl1aWQCTPfgwf2JXCJA4tI6vxZixjBYwKUlE0GQJJ9Uk/X7tw4IOLM+f3FUk+MRuUD02z7Zh4XRtbcB/gUBiGPFWsh+hMFpSB/rwvAAbCQPixAxGQZmSIQGSRGPf/sRd8ttbw/Dex0JaNifgt5j337IXXv9myVKBMZMtArMHPBneA97pI0M4OkoGKYPH9WOAVCV7cbauQCsnD8OUaQkOo5CPvUnoBmv6clLO7F/kzUGNuk6sHg6AYsIsUuOb2DzJv0AgLOOacuMSNraI7nOGPcAHQWgzO/YP8dnsomtU60Uk8QjGTH0alSNXXs6vIq/jnSWXG/aAb8E2xZJYqGhXUgS4l4+Ovg9V/SjDMLteqP1UuMZUMY+8NP3uf/+B59KsgW5LpJCHphl6fAAACAASURBVEAzYdOw4FX125faNHUz4riUUWfAeiGQtjvX9gOLpnMZffnUW/ft27fipptummrysyXL2BUD0P6h3DV8qryVXpyqYJYVpza/mhZlbsYoOKEwHjpkBIACg/3AfAAeNEfAGxYGMMKkccBNnB6U35HE0t2rrBewmYzUOcXDriDp2WehW4bYca0iGiThZOoEqwjYsW0YNb/DUcdnwB3pAgAAUCDFBhoyd2BVIyE4TkICN6zTDkT05SHNgiTyA7YHsAOImDFTQKlyvCqsH4MxW7IO7BDgxtll0SeAM+vWtP3993lh/m6TachPeZCNEscjdtONN8or0gbLOdYbb7zJRXFO2oJtALe16d4QZuZEg7VrkgvnSSdQy2mGJ8CvnUjOv++T86EdkKWQHaK8b3unnVyzc+5u6ctkclYTVp3Vpy3aBvmnWDwmDtass5BRwK23vDWJ4rCOAHCGTZqjUGWYq1SuKB7P3L/pPRjuZ7f15hukeNL/9p53uXvvfa98zzVnlPaJP/kjnULLZk93LpFNmJew7tnwf708E3wwEJ6u1YNz1hqkkMWmPGlo33lXPj2y8b73vfEH/FcPL/KnV6xdOQB9flRqFHesWtUAzrLUzQfSDP0sBpoHHz0UQOBhNucLYXYYw34eOsDZWKFkDpbPCPhdjE8LY8UKIfnE9FV+lzJQjeO15JTJOA5x0KqrGlho7HBLIjNAtkUHh5XVlLnDmAm7A0AAdwHnwOw4B77vXZ+XVyQRwB3JBK2a/RWCVmwZkNSAuCV/m2bx2TA+ZPkd3PekOzvZGpygkWfOhL9Vk06MoT4MmWM1DZnPnIdEdNywTWK/bX/mRIT5jgxXE6B14WpxLowSbLSR09G9AB4gWBIH5gEducjISWWLXdeptEByz97HNBSxcF0hSd7BYOe0Kx3Pcwe/LZIQo44oJBNxznS8ljWJsdySe2DXtCftxfY59skJz+pjve7WRkhMn/3sfum0N0sUTN/8N3HDLWq6Mvcm2jbyFBIZbWIm8c8VBWiIiRbmymT/Oa3zUVenO6nXnbEse15k5FMSHx1lSp36VzqfqXgq5+aWoF6yBrtiALr08tjyKMOeuTl1puv5LVuqQGKg83nRCHnw0EbRnzGG1ZhFA7A89g8fr9i1120TIN2x4y55OGvlOAEVQAZg57cwSTTeODO1kSaLRCItFEI4lxlMunj8gDBB9pEj7K5NZYhaCPeCKTqniSciMwyEDEZ/bDinzIEJYyaWm1fAZzTWpJmSB0/kGYwH3x5+6RQ8XWP434JM4ll8uejBopA68VxLPjhLB+R8bV+FTQPJeZgzNRcdc4PPKqu1TEz5vg0HJg92vcaMMQqgVwLkh3wnYA6/rLGuXQfaGeCVcwmsHQaNSRy5vz9oI4A6L9Emqh+35a6R46laZiGjnN6C2zSggH+sWBS5plzSkQydKQ5f7hFGFdWaHjvHt3lTIdHdMb7zBFySeHA2Stz5unxS4CgbC82LzTi/IqD1wQPPyisRGxidAW1E/PMWtyXcyOrIo5b07KFn0+8435UuSYrJsuc58oYBc2adZrp0U4vT9G+zickRgjYX9/sr2K4IgCaDsHR66I/1pnSZugHNE1OyJlM0OY2B5iEFFIhtxqmDlGEREtft6hNdFtZ29Mh+Gd7DngwAcpHJDBVhlDBnG2JjgL8wtqqmh5umaVpoMmvIbJzUpQYELXwNzRmdlmxDSGZvnzJmc7wBtjBVzrk3lEcF2GD3PNTKWtOY4dmqRoIQsrXz+usDc1eGz+84h2olknMUycYvtyJQADEgoXHLRQF+GDfgyHKTffhs54kztGVTLkmPdzjw2jQ+HMBk+y8cV6C19jCnKbIIYYQsP3b0hOi7RKNEotmr047RAJmcSDiMEhgFJayboUeIu67lSr6dnNvQ6xJZpDuv4YLa2TmRPThOYqS5XoyKNvSqfpxISGGUIgku/rpYQg+dhRXbAsy5FoyWir6DQB6T6zCprJiiUwrQ9dQZ8GzV5A9/390gFe34Y12bZ5B7nOQV1mEUaGx78ssz6XiRZ0BANp6z/cQWYszNvjfQbgTwkFlIp4AsU6nErevXN9/skqV2RQD0ypUrWzzQvCF7G76yUkGaLguYWmTGw1/9ogAMzsC9exSQAdODB/e4TZuvEeZF2BdsidA6S+EGZE2v7uvNyXrC2gKrAlQBMQqT5ZLYWzXC52anWFYSEItWEwGiyww0MQuxy+dzbtuWgjzwgCLHOhlltFH/QHOMpC1r3YtYdN58oU87gt4W2c7mwHhZh+O0OGxYIWBnyRwcX/eqgjJvvz8cYqQ59/bdk1Tsi3KBdXogsw5g67brk8gHOht0Y8LSGBWMHS8J04dVStRLPhaQs1EH65dP6fnQudxyi4bmWSEl04ajWFPW6Uxgq3RWFlJIG+/Y0ZfETiO3EIVDyJvJRbynHehg7bjJWDQ/A0aHZIkuZEzS8ZmcYteeDo0/dH5L7TdHJ4lNpMwTMqdZgdlQNKSqesZ55OgLkuJNwgox0UR5PFE65dt7vfvJn7wvSSuHZFioHduU0roNzvJ5Z1TJgnAA6zp2PR8gZ+SSOgHRAzXTosWT1Tv8p79ovtMlM7siABp77LE99SE/yY3XTH/O+KXDnUitDY3EGNDklNMjCRDy/lq/jqRwTzDUviYp8mMp091dlUSPlCw30pFbFVhHhjXcDcABGDb09iUZeXHNwtQKUvsB4LHwNHMS8oADILAwOhBYM44rYY3OJQ5FWDGgqedzZ3K2chxntJbG4/t1OQ5AC0MDEPUcepL0cUIH+euJVS7RrMOCxEsDqPwWPVwjUjyz921vSSpIAKY/0xYa2xy0Zd9ZbR7Y4UG3KGDFfsnM7O1e78qjpwTgDViJpKFzZHj/jrvv8Uw4Db2zUD6OF+NYrO1MTyd0jutnESHm3Mw6gJEgpOJgOQ6lY3XUApg+/TdPuThoyRw/0SJxHCfZoV2+9wS8RR+uVuSa7RjYLIyZkDxGUXQGsHkL66MToIwARuicgnRatClrqz1g33//n7pbb36Le8973lUX7wzA4ztJHOJB8iAT0WpK10VfoBW32tyHTZixAbD/YwaidOKJ9Ps6kG5k11ZUyWnstD/v3RcuXNjpydPg3J0tmdkVAdC9vb2bqeplsxarFrYQhw61EhqqslEIiQc5KS40boCwVR5mCZXaMiChZKRrw5DMcYh2ywObk5C4qius0hs5GwWyqiN1kLEHCZuLYwEa0pbTiAz9rckBgDshZoCLhZ5lfzt0VI8bIDRJRc4ysGZC6jin0bFZGQlgdhwYWqqG8VWFMaO5I6nAiLtDPDHLADxjxDnpIHCGqnzAcZBUgvyDZCLZijhS/XaQHgzkkShgl0hJAGM+v02iEk6Xnhap5NTpYpJ1iLRAR8L5Gyi6FZG0LcmFSDAtWzW7k46ir1flG42B1jZSB+UZ+ekdt77NlSvavuYIZkTDeZk2DqOu1rRTB9yRRThuAJ3rbKns1kkwUrCUdUYchEVSf4Rzt3BNkmHo/NaJLBULWCNxZO9FIxFZ+QGZg1nWCav7wIc+4N73/vfK6OPTn/y01GQm9fsvv/TXrsMjO6ne2euey0xEK995QGUGl+z0V03D7AIAW5q4rjM3/K6pZSroTZyPb21tbd3qPy0B9AJ2RQD01NTUBykwMxDCiwBpLd/IjTV/iF02BnqHZNMN6s3tAQ2WY1oxjNIcVGim8emqxO8+vWePOBcJnWLdndt3CpMCSmBWITdEfstQGGZJiJY42gM4wmrbQ1hdHDTV5Pg8+JX9cBVwB6BbIq12l53lGoZGtMkdu9URCIDF5zSWF/Z68OAJYf3EM4sTMa9haoCpOBHpeDpWu7a8xgabVm7gDWuVaI+uSLRZ/nIhUkWPRZklYEkHh8FQ1UmnrDLqG/Btq6FvDMvpBHbkdorDVGKyI9V3BQg9w6dNs2GEtB8AaQ7XwRAep9EUvZJtybYtJA5QzkogyCKAfDWZ0FbrarBstqqJKESRANZ9bTvdZK2SpNcTVkcpVypeAPQAtOn4MGeum6V2P/HEE+5af2w/ctc9bjIaTfbPNWKkwLGTTEU2pjn91JTrVi64Ol5R6NT6HBj3QH84J+pz0FEitb35tvraHOZTyRp9KEAbwVsamG/Nj65ymdpzNvMQz0bdhMvOLcpxKORoeqSuLOySzW9XBEBzE8usG/6Oglmgt8VNZ1ExC4M/f7MxTGToiFMQhsxDjkZI3Knqxzn33P7nhclhsCEsF20LSRwKlgADrwAfhsaKwWgNqAdDtEG5PCRp02+78+2Jdm1yBowX1mXTa0kmndPIBIB11ncMZOUBDKfKxyR6AzDTZJSSa/e0q2/TQMJ6t2zVB0o6gFol0ZhPBS1Y2GWvc/35niQEUMLXQi0JwJ9oFs1W1JA8i7bAYJ6EqLE/JBHAFDDk9zDGI3sPSedCTDbHinyATCNZgG1pESHS1IkugeEjVQmwxxrVok7CgUzMedoJ0G633HqTbIf2sEQQQiPpFDlnOlWO25gsUhQAQvvbthh9SAdyfEhlrfIJTUv3IxOuH23MeaM9c75cb9OmuZ1g0JSnJXmHtHirH4KTsM93nKVSSUYKjD64R+S+kJlnMglUcTYtJErAEdAEkMkepW21GNR6jeMe2CrrcD7cx0RyRKXjc+53eRwy7LluwmEP0gbcCSgnQDxPOF72M9JJ2DYhd3yms7hw4ULTiY2XLLUrAqA9ML4JkE5u7chlGHTTX8i/9mjAoCVduzruf9sq32lCABlxQ3Kz8YDzYFnUg7G1tNhQ1YOHpkDDBG+5/U4ZittDLLWQ/UOLHAEAWChZkhXowWb0+GBdFbVaOE4DIjqMk0NVeTB7eysJuGN0MEgT2eF6FLajQ3ENMyN7UIDHD8UBH8vuo2MYFdmkJdSWHnBd1Sg4I6NEfmEUcN2uHRLRAsCbHi7mR7ibd2x2lXhUQtNYDmOE6bWF8L/u4NRTB2QkjBk2KZq5HwAVqKHhRygkehhQTjxmYYY5ty2/Q37LtcgXVFc/WdZIC0lkuaGQVMWT0UhmZhp0ZeLOVWpxSbvHks6t+vGx0rFEThEA7Fsv54Nx3twnRHZYRyB1wqmREmnIIOcK0NORaOkBJx1Bi9Tz9h2FP7+HH35IfCb1M8FL6I50UtlkFX2tyj1o/grusc5Qoo77kfaDLLBNV3dn67u6pyBozNnlcfi+JtuPdGQ5XwRHsxC97LZC3Wg08l+cu8qSNdgVAdBjlUpB5IFw84gTW26gS1S1zTgVxTHVpoXpYSI8hDx4j37qm8JSADkkAR5AYmL7+zWhxOpHABRaXF/ZGo45y8DDRseOiOQAiJItZ2ndaLdPH9VEhnZJOEnBkMOfcNXEgQXL6+8vpLOshFhrQAbgkE4gRI+YxkwpTJbjYJQUaf9AT4wXkhRs07vZFtEPjz72TWHMgByMmUmQaIs4Kkn2HhozbQC482dyCQySTu3pQ0/LsB4Nms7HpKFcW0GkA1KwLaoBSQFGSbsizxBKp7PB9AWHXS2ZW5EwPbuOMONj4XyoMW3DfcqWtvl1Jp2eu8k86N6WfQnPkyJNHcOy3JJluE7m/JTj94yfzqw4POryHSnTF20+T8dAO79LvrOsUI79jjsGJFqE5Juz4+vl2ICsvrw6cmknJA7sS19+sN4P0jBbTSpl6dRWWkxLR2g2aYBJJZwvsdHZGeizd31rFIeCHxp6l11ms8OjdzcD5qzDsCk4N4nmCBM2XzVnY0tWZ1cEQA+dGqq7sbmBcIjMX+6gvroA+p2EY+U00eCjv/zPExAFrGCJNp3U5k0KDjZklnTeUECH4jhJerZonC5xILF8Iky3ZKDKjCkAmNT2GIcFpo5C1rUpt5AaLDPNltsxoM1apT0AnPhoK5UKAA4eKsn3wnL994CDZPt1pU5CMuRwjMHeKHikHYXq+aaNA+Aj08U67ZT9923fIRELdDTDpdPuib2D0mbIGTgnW0hw8cN7zhXmh7wgYPkmkoB8B1DQjL0nvvMdaSfemyQyOqahjEdC7Q6ry8yfRbFwnKMehKVmRlshiaaQ7MK8smdt35p0ApVQw2Ng4N2+bfZJJ/DcwSPSCQDyOipywrzp7Kz2NEwfFkv7SCW+Xk34IWrGpkWzCQesRgsdgkSi7N2TRNXQadOm9Rp0NtU7+11cv9C5IC2NawW+MCck25qcM2t9vZucKbLiUG1ONGljyrKiRdjMyvvs77IRHY2v6Tpz9xmd99SiUv6ZXG7gv805sCVL7LIH6Hgi/mCxeHS7OUIw1dDgSvOleGsySD7EnXKDA1af/JSWsGWyThJPAD9MSlnesMuN+ofr8SePiB7L+jz0FsHB51Oh2hnRHI898JA4u3i4rfOAfaETM/THACzMNGTARJh6SEyhNho6bjZ1GxMH3GysJUM9iHR2xKGym0YvmBzDccAe5RwJg+tS4JLlx1VjNvYpiRYe0GarkYCkxfsePfJFd/Ntt8lvYcyMACz9nL80tTsSYL9j9zoBQgv9YwYYq7RHh0MEB8clbLClJuvxe9gsDBZZgOsh5xGAFhkGkF7TU6kDUwudowNC2rEOjWMW562/ZrSwFbynTcTxWqL9dSZ2m/jA5pY0Jk97au0RHSVIMk95WMDZOq1oUySsvVp62VXC/YDsgRadC44H0rtxElongyMRkMfxnL0X9Rql92ddklUGtW0yAq4X/gM6H67hxem1EsmRnWbLaIhMpeU0S/CFF44ky9tX1Zfyt0p5aOPp/Im2JYt6So9NgLmZ09Dvp3Q2di0tUWnuwiXL2mUP0NXq6A5/UxayQDxvEZg6i5MVucl1qqitSfA/7BNw5YEmWqMQ3ekGywrYWvUu7+790feIdBCF+Fq+1yL0V4kmiMEsbUgP62XqDXuwkENMv8XBBWAMlw674ydOCwAhW/CgKCOuCoACMhenD+mcgYBtn2qoAAWOKIodwRwJY2PaKsBHQu1C2ByWThybSya0FXbuCVSfJKUMCmhYwXkiHCxFujC7WfTuyZqyYdoLhxzHqqw8J2BogGcatIYvMpVWJKOK9b06Sig+o9EkZG1y/Oi1NnchcoimxefkfDkftGgcedm6HZJwEqJP2KexU6mH4oEpHzotHHw453DQYlaJr60QSRLIC0fPuH3PPCOdGR0BRvtpof8BkYBw0lnBJs5DOptIK5swzRedhxTlD7HcZBpybqSR8xvAO5mqrG+96MtRlGW76TvNpozleg7LJBIat40uT8hmo1mctKWHyzaSLSqwNoJy1ihnqq/yb9N1DMSZEDeOtBohE2Rs2livZtz9znvcG7q6vzjvzpZM7LIH6JEx7aSbhgQtOCdE/TJufgNnAU0PZo8e3CPfEX8qyRxhJgurOletpqnaVu/XiiJFSXGfQgDmMG+f/53E24Y43WwqNKx2Td9G1z9wgwtTdSaZcnQEfAWY0a0AViZ5AAjUcAYsmAnEQv+MubMfMgzVcfVQAv7MLgJIGjNHf7dYcB48prMaCgX20dSZWxARF7DE2SbasQcaiZsOdTsASzlXd9FNMmWWB0uL+GB5n2fOtAFp2wAemjbrAEK0AeAwMozePZiUbgX0LJMT6anohkQ6QOfmFXmIY+D3ha6BJBpHq8/VkpRxAJR2Y0QAyAPO6N2E+w1kIl9M+rGOm20gn+zYkZP7gFEDUTrcG8g5yDV0pMzBSNtzzGzDInksVZ79sX9+p/daykajDIza3RmH7Mh05pUUlE3SMJmDTl8mpU0Jcn0cdKxM2gDWzEC50RrXM0vZdSRhgMxGZOBsSTTv/8BP/c66/LrfOnz8hdGdO3c23c6SqV32AH3cP2gE8pvz4pXMoIJDhZ6eSVS5+fHI28zN1OPAeACRJGAu4txhRpOxWAsZBRlBnXcaCsfwWSIw4jjZBssxTUjpEybKfIfIFxbqBtChvYozrCWSiAqA38L60HRnnRXPz8s2qBPC/jgGGDOSh0QMuCipO23s3moSy3n3pNEf3XmNSrDCQRggJbOI99EBqLzAb9BYLVGFY6cjO1UGUPVYAXcYs4TK5XtcbyZzmWN4oTgoYGrTasWRhtWxX3HSVkrSqVlND44ZcCuHWctpF8tSlIiaakmLGIVqgsR4cxx9OR2tmGMUoARstZC/tl+tN9YZ2rdoghLbYF/aIWqWJKVdLQLkWHGfdCgyebDTzEXkGkxS5+lsQwW/msSRVyQcD7aL9INvgEkJuE4f+ce/4L70wP3S7uYITFi0yc6NiVb+xtZU/MiPEjqkc9T9XxVqb9dSiaMx68+MZBXPfKVtazplIPdxW5jI2L5zLe3+Pq+fBEBDAp2Cc3JI/ndnR/zzp5/pIH77P/7nr27p3/LLMzMzs0vgfGm77AF6xIPguL9JUllj/tKizcwK61sctLEodMNssD3gCVAxtOYhw+kFM1yZI5XZYkBDsaXA6vgNDzXygxXV58EdLcYCqoAzzM/AXYodhQL+xuI293qG5y+jaMz5QlLGlDA3AF8TIHTYynJOX2ZR8Sz35FA98MByjx3XjMa2TDwz4C+lS/22L9R0Oi9CuhiWAx6wbYz1Kr09sh4Pqjnjjh3XqnwYDFLYXYiGsLhpKzlqoxCARkYffvuDh094cNXZYwB46wA0xbpPfgeznnU6x6BVvIP9U4sEQzuWcERKcs6kEwtgACWWaMfBSSszhY+lQMi1ave9ik5pVfDtVgnad16chGrXJ5MkcM6wZT7TUTIawJC3xDG7LhKAZuTCPWCSDutrPRe9V5Ut19+XKXCn9zLtpdq+jrqslK1Fusi5BolDCMs8IcgJEDsn4GwdurFjbNYtawgDzB4c/8QiC0lS0wVNlqH06dVXX/1rgHPzHy5Zo132AN3S4t7Iq96QoXKXxHQuXNPW7ntubobAErM6Nea/v0G0XqSKgU23iRZpOi3LhR2VNaJjTU9NhspkosECYb0w0guZXcN0uIkZ0mscdCkBTT2OXJKOzUNt8/ZZXDYZflGYaqtCSFk+Th4cgHLzpjTMCv87EgAdA4DGK8yc7Wrt6HQORViihWpZZp30DRWNNIhChAgGMNt0X+RJoslyzDZpqwF4/1Y9P8AVhk/EAOtZuVY6G84NttsSpZl+OreiMmvkDhvFWDghy7VSn0vkEptRxTo00YbbGthwV58466zIfeRvlqoUciqGfecFoIgJl5KsA2mhKBcyPNsjzfak06AzRHYxn4KAZUU1Z46ZYzeZzKQvom8AcdpgpPSi+Bey56dOQDenMkHcgNgkoHCO6Ne2j2xtDszqc2gEU/3vpXxpazoprpmCdWDLgTkbW+baNYJ0lPk3c7TJd+Pj4/vz+aUyo4u1yxqgH3nkkeWl0yO7qXcrs6HUVHfW4PyFmXRupS4DwHiQJMh/921ueVQShsMD++Uv/ZXOSTgwINXtsFWF9AZf7x/Q9W/ZnFR2AxQADotioNYyoVgTcSUAbFVnw/bsVh0xJQFmWBxsl4dYZgt3LjiHOqQ2BPoywDDhptyxUAAom8xCdImE3IV6yzjSVA7ROObC2l5N//4bBVyiG2bjOESjaKci0SN+GUkcnvf772tu56aNrhyKwbO9LqJVXF+yP5gtgAv4Catk3sQOrW0BqCMRWBtv6M+5wroeNzx+ToBuYLZPihFZ4k+hKy8dY3/tqiCfDITiUIeSOiQt8QXXvV2PleVow8QnWww4ujgdp3QALp2Et7ebTvI5yfDjWtgs7GlkS4Fa/779DrjZ7a4uwUYdtaSraww4nbXNkM6xI9HQOYoO3xEJeFphJEtSsqJSGwa2y4QHNgK4qn9LOnEsMsM8ya+FUKP7ox/9l+JUlFIBlCottLunnn42CSuVbD7PVJrVoiFgqCbhoL3pFFVhLkPyB3iGtFNIJRCdA3EmmQsR4I4zEgegHwKR5BjoHFasWNFcvF6ypnZZA/TatWuXeRbxBt5n9ef4Ug5C2EV4eHlYeJhgIqRzm4ceoLJ4XvRO9GfNFixJRtnBA8T+aiwxDA1QJNoBa3fD7rlQalLD8WJlsf4BYWJWtGKLQHj0ca1fTMSInEcUJWF27Pdk8bA4DmFxVomNVzoCSw03RgeT5yGF9VgkBNNtlV9SrdxqWUi2GoWKcv5ciy1auyKedoeOhzTqTas0QsQfyOjxF6WDYp1vfPPbrrNt2vX3bXaz0cokbduWjx5XTVgYtwdTgMnA2+oyK4BWBEw5ZwCeEQcdlkgiA5E7cuhJOQ62ndaz1vNpk8JFJ5JEFkY45qjE6LTQyntz2p6MXABk2kYYc6xtTNINs6IA8qOVUqit0S/HbRo92yyEGWSRPJAuVFbSOtwk/BA1QoeLA5TOYmDghDvwzDd9R78uSSmXED0qGOb0GgD0jJR0Yti4TntuZr19GpJHh0WJ2Wu2XiufrWqd/FxmNpmVOjSAvtz9TTSO+Hxcx65NGiwU6uOyLWNQ3vrVp1ycsPpaXE1m3GllcgN/bwH6aNBnz559z6pVq/5w/rNZsqxd1gCNcVNEjVgsQ7navE7DeEaKe4rxwABGOAgxgAbZwrRSbkRAzULrdNYV9ZrDruz79cKaNATLxeMyPI5DhMb63h1amc650AG0hLkHVYKA8Vk8r6VzM5cf+4VxWd0zZAHYqznQhoeLSYz2bEiOsemxTpa1XOeFmksA1Arui+ZInHOQLdrEQVVLCtWPxuc9G17puroLSZskxZNWdMnyDV1M/aG1r1luWYa02Qa/BADHOAedNSX2zDqVTKTtRQ4qiW4P27UKfXQAPP0AJLKH1dRWbTjtzDCLJ+b4YMNkTlqKeCGvujejilooAAXglkqa/GNx5zZ/IR0K4ikzyQwPq3OX6A2Y8Gi1mMg5tD0TOHDugDntZM5EOurUrnIQZEn8gaX7jTP/ojn1KpUQJrwAONMeMFMIBCx288Am0XrJ1AMYieXPTvFG/Wikjmf27XdZeK5/FtJYkfS7+vK8EvGRcy6dgFbv3kDhVQAAIABJREFUQvw99c9Uzi9rTyI5jhw5dN+GDRv+aEmHXpxd1gDte/3l1crLyefkJgzpqgtFdDALBeDOw0KkhKY2K3jCjnZuv0f0PssCQ+KAQQF+MFseRIbCPKBpAX2NWz3vh/GrfNMDLBdqLgmHA6CJxdUYaG7oWY1nzhUkDpr1YeEMlXE6sQzWaWVHu2cV4NGmZ6NWAS/+AG1j1yeH9nlg1vM3CWJCYm1zsg0iGgg3O/IC4LVf59PbYsWYNGYb9i5lMr/9SJKkMhHFSQEn1ZerAlSaiJOTHo8RCMdts5wDXLQR4YMrM2ghE736fbKc9dGNe3riBChpW8LO2C+hjrQXIXVMGUXHyTFJzPUkle7UQUt4Hw5C6lXTjnQCgCYhcDBewBbpgZA6ihfJpLPVl/2603IOgC/nTwYjx7XNtzvX3OYVtJKlluVIR8GxWvEmi3CRSnxv0qnSanFJGLRJHlJn3HccSEucd7UyIVEVC5mFWxJrTm3orZu3y30LewaguekvVsekbAEVHcmKJZoDgJ7f5teQk7KnwYeTunLqexGRVTwRWh5mFGcWFb780099+p7/+Se/f3DfM8/MbL564Le613b/6RJYz2+XNUB3dXXtZsj2ypNUImEhVkP3gS/8pZRw5MFhyMrDSMYXiSvELOPJl+y2Lp0OCsff5k07PCCmUR4CnGQn5okFfqsMR2f9fwgOyRRPfh1LHAHIAd4jwzisisLMLMNQJ5dV1ok2rWFnNff036QV1mDgHKsABnqt7zTQfsXB6AGE3wpz61KHoTB2D0aAH8usID9sWjMSPTD77WjUgj6VaLDCqJ3q1JMe6OmMTNqwiAuKHPF7Kzdq8zYOPb5HdHmry4HRYUn96fKLSRii1diWKBHqi4RoFGQD2ksq61VLwvA3i2OOax5CFgd6ZTLbY8dnBXRt0gSRRNCXfec38kJR5jys+mvA+XF9ieyA5ZNiMlZRKYXEI9jyyUMqixCyyLWinSzrk9llLN1cOpKQAcqxn+xIk0DY77XbtaaITeVlUSykpmtC07JL3qkt2eFhTt/DqMu5Mx6QuU4vS+VGlOFCTqvIYWjUjSYjupWNHsnIvZKoJzOpeQPrDgh+JnxfdC+5p55+cifbHOjr/dTIyAh60W+/4h1cIXZZA/SF+MK2+SprzW9xcjviBQeEGT6a4w1GbM4ehrxW+wIWRyIHRjJImgFYFlAEQMfCpKMwUA2TomC/smzT7yzU63RpMGGV7I+H3JyH2ZhkIkeSuOQwOwlgCzC0d8RuonLaTeQ18sFSz0mY4MEeHqKT0KmkhkIVPKvohgnTlXoVOQHL7BC+ne1HNs9iNclCtHOFuQs4O63Uh3TA8eM8q8SlJFLBpp8CLJlo99jRIyK54HwEpCx12YCOY7i5sN4vHxXnKOvQcYo0ExytvX09yXUBrNsL6xIWny9cnxSoAuCjNpVKGJlYJAjXknOYjDXWGw8hwA4DpzPg2KXI0aaNAuI4crPHar4Irk3/jhtcLr7g96uVBOm8iItmW6MSX96S1I9mGduVGia9V8lorFpdqCyumiSgOK3bbAWRTGNGXqDOc77wBmejyWy696VM9OXInolXDtSNps+iRoxUPbP3I4he16hvL1lilzVAl06Xfio7PFscWEfiMUfDg0EzBKU2ghZ+13oJACb1OGwiU5t3rlTWJJTn9rukGh1Da61JcUyYNaxW6lMQT+tcAnhW2+KpUHQJpx2ADjOD6eJ8OlJ6VrIItTaFDvdhoFb0xxyEHAfON4mG8CCCAY7EaFtUByzaHGcTYVJT4p+NtVIjAkenpSubcaxo0jBr2LIkXoQypcmM3P7EYNXP7d/v7n33TwrrZVuwUJbjhITlS0KKbwdSyK1T4HyQFmwGcfZPx0ciCtLDyPA+3zkeFp3bZqsBWDmfNs8gmWAAXZSCRoAuLF7ijsnGbNNJA2jTzZ7pWqy6zYTCdgipA+S53hYLDUha2KMlomCxWyl6NJKH1fPgOtt1u+jXoa03h1opInmUDichilYKlI5eZCLfBlq6VqNrGmOfm1p2nUziCV/jPCweeynURWlxpVI5XbelQTqhgl1Uz5yVNMT2f2Z5pg7IqwHtcJz8er5MxSVTu6wBenj4VMM3xEA3L5nYaEgcGJphe3BA8bDzmYfv0cceFJCGsf7BH/43yf4yiQPmCIuyJAQefh46NEcMAAEEMABcQMAPR/O5Fbi7EnbMUB/TOhyRm8ABB9v0lMhij2HLWka04I4cftaNerZoURtZZxkSAREN1JqQ+iGh7rOlZdMBcC5U3CN+GUDFcNCxnOPfsE63VTk97M/hQqJfYzBvwM/mHxwY2Cz7owMzNtu7ZqUwUIsVRr+/Lrpegs5hl9IedCj5TtcWxwnjJIlD2PLf6KwpLC/EktAux0zijESJ+HMUh2rejyKqOuKgExAHpj/Mgh+dbNsaSYQEbU5Ha9KEpYbjRCSczqJ1LFKErLxai8aj04nx3a23vFXKhqKhw7Bv2X29DCSiPi1cNVoel2uPHg/g2lyOXDOdIFbnQ2RExf0Fs0ZLdvFZv90X3aWmNp51cdK2nAf3FSwZBk2MeQf6byaZhcgcs7aoYdvTGnia8+AJa25tXG5HE7sGIH+VtohncMkuc4C2eNbUFtvbR8Kg8XZjsEQcULAbmSB2lzp5zKFjs1YAZIAFJoknYXYOC8silGqD08ptI8F5RClOGLCy1JyzZwi9GbYIO4d98Rm2B+utuWkZNufyWisCMLUQPhsuU2kNR5XNuyfpxB4gAH+drmlXcswAPccGMMl8f26Fu9Cqk56KVt2m1e1grIQQEqt8tqzMsyXo4cWiMn8kGs5971P71HkX9G7qVI8moYUVV5FiU3o8tTC8p5Pg3GLfee3YoTOJA5AwdmPLyD6zIdpC0+BPSJtb+2DrYs1gBLBfOHrEvf/eH5MJZy2kbucN2wRIOefZMI0Yx8V1mShVpWOTUUIIqbNJFmIB+YLbskmnqQLkTbbiXEbLFb9NIjLUX2DRIYRCEt0i01JFGifMsX3tYY2j51g1zV07xd6BjW7QAzS/nTdbL5iQ3ODtJpTNYpcJi5MJYzujUAO95gq5lP3P2S6sVgpyaMjcVDMMDt9RmjQF8FfGouvmMHTE8y8B9UJ2WQN07fuY90ynoV8ljMakDQNmHjy+N4kAhxIsl/A7m8mkXRinapNamGdWZsvoXY+DTCMxdDbr2VATIyfJFcgTMDfTRY8d10lSrVqbAQdD/LJngjBpWxettT2UsaTym8wgAvMeR38uJbU8AAeTX9ifTTprcb5RtNIN9PYncdTo3oD1yHAspTMBrZ4erR3ChK9ID7VCTSIVGEWYoaMawFsSDCwVvduVXhTQsqG9TQiwZdNmaUum/8pmIXL+SB3KbCvSMcCOkfoBftqA45rIjCikQp874oqVU67mz5ntyX1RDXMO+mv0+LNas5tzsDRxcaRSKKQtdqOnlR0za3gcsgyRoixhqLfgR1pRp7ShzWDDekg4ADudUU/f9tAivkMplkKJ2M1pRy/RKXFSxbBUshotCwOfLbcwOgC5nGGmfE+CCaaJWmm698Nf/1bzjS6C2bbOcSK+CltENu+SXcYAvWzZspZ//LMfXt14A2V91M3joNWTDRthqAhAtIfi/AzPrfZydtohY63dN2jiiYVdWYIJw9iSZ5xjXbEwUUxm5/AgMCsOwYowxDRdWovUkF3HdyYLUFEN1jY0PCKAJE7BWE8Apk1SBVNJwYBrngeZ/ICumguBTIA84PXwnoekc+Bc+nvWCOCLIy3SViLc70fvvceNjVaS6AsAMdfV6eLTw5K1aHII8gPHbw5GnTU77I/Y5eDABITQlzU6RGUJ5AILAdx7dI9IKpa8Y85RKxCF83X3O+9xE2UnU4OZU1Ovg3YQMnGB79BOltWpmdZVdiI3IGVIVbyxsxr7HRyrgCLtUPPtCitmPY6LqAzYso1EMM61LUQR5/veIG3OsbA+0Sks5/ojJ1nVQpOUiHNGFnl2n0ZuaBkAf2zrBpJSoQr0R5qmUjea3YfmUCa0DUfhqVIxSVix+3QxVmu99DrZxBmVOy4N0k1nWXGu6UQCS5baZQvQzz333If/xUf/913ZG8PezzfzAyajvJXKRrjRP/fZLyTLYDwXj+rDh/MQBw8gbPUjeEh42HVOwLWeReXdTO2MB4oVkmFnDy5a7MrcOj+UvyjbvRiflldjsgDL+cpxYZgYv2Ediz7AtLB+QfRKnXF6UMAEAzylYFGkCSewNiQPkipOnT6U1I4gXG1WSlZ2ui29GwXkbC5Ajh9whm0be8d4lZTyoydEC7eQP7+aLBMd3jNdwBQHITHZw0F+geHmulQ2wUn2trfcKWzZ5AkccSxju4CUgQqdGqxTwvrCNF4wcfR+AF7Ksfr1KTOKJLLGae/ANZFaJ9VYGDJACtjSTvzuQogUsdldiG557rE9EgdOh0Bb2LyKucgKLOWkYJSVBkVflvkOu9RJLBmZ+QGtYxJTl6Tgurr7khBBOliTo+QepNjUuj4ZpUgM+u47pRCVTYV1KdM6H+d1dOBv3ErJX1tPLCgVm94r0aJroOemo6SMaWrzH0ccLx6kEwtOQqSOizNLTsKF7LIE6KGhoV1f+tIX/uN8yxcqOyqExN9AMmz0fxaSZEVnJPXbg7PGk6aptDatPdIHD1dnh1ZI6+xc55blKDiTd0PFF+W3668d8N+3+33M+I5gmVvZ1u7XWStgjgLo3GqXb5tyky3K3AF0DJAmcxCJRTuBnkRn5/OF2mBSRF9KVlc1EoTflUoAjEaKkOkIcBkLmm1wRgFEgA4gJQksY1bG1Ek8NR0RTjPYtPNMFIBnaiqAAEBnezhTARoSZnoiLRokcwhO6tCcNhKpIp5OJjmV/SLR+D9S3I2BaqZmcABGhTCBbUlmVO/t6xUGj3yA5s9Ig1ohOQA+UkmI39K3aV3tnvDbKIQN92goW14zF2X6q0l0ad0f+5biUiET0aJVYMJ0dhOxJhvJfplxJlaHI0b0BsycP6tMSCcofgSrKe3Px6QrOkWTlRqnvFqsNTLl9LOCtN2nl95O3ScNbnoNwuwabfmypdIcC9llB9BIG//zT37/Pz/0xQd7LIspa6/E/wyLxmDSu9fdJg8m1uwGt+8ASpger0PFMam5YA95eUR7hWUtsJs0eQoQF1uhr53yb7vr7Frhzo4tc26tZ2RnT7v+q/rdqWFlHMTQdotHUSM1YFAAcWdHl8Tf5tvOucPHh8My9vui3/+RZP69W27ZltRLxoTpjp+T3xaPK/hPlFPd1jmt2kYH0JdjWqpZYX2VeMadH9ZkGYby6MucKxotcca5sVZXDvMumgMRCQYAFyCKVrp1+Q4BUToDY8tynHFFpspCEkEG6ipEyeww33niiCSl2KDCnHUAXa6tUzoKfAI/eNedsm1+j8m2pTJgzZVLcSI1McrAF9CZSSZBbmE0IFE31aqbzatODwMmjtnqn5yu6cQKs1V1Nh4qa0IQExhwXHGuJXHwSnw6HdBB7YCQrZ55Zl9y71jlwqw0sxizaJQ0AC6W+zebx3KpWujChgs5d9XWNVIHRGbgqdb7cawokrH7fF4TWWx6q0RCbMjWTSeWzWzMr5/v7nZLNr9ddgB99OjRf/Vb/+HX7t66841SqL/Owg1Uydwsc2/a4HjxN2hHKEJjMyHb/G6NrNrMvr/9lp3utl0DCUM+e/acsOGbrs17przNM+WyO1xc4davmXIvVVcLYAGOSCK1TA8yfGZCAMxF025V/hpXOUenMeWml3W567ZO+M/t8qrW5cFcj3N8Ku/W97R54J8SkAfU+cwrx5NYXovYw+wj6oV41t5/1TXu2NEJ3ykNCVsHaABcS7zobHMhDJDfPSudDudlrDRpRQ9q5eKQgr7TYTZyBmzzgh8lAOASJuj/K4ZwOpykME2AEqaLjAElRY6gY7j9pnvcYPE5z5i1GBHsHEaaD4kOEzKLDTOMKziwTrF4TKWY3jeIJCKAg0Ze6HOPfVvT85FAJJEn1sxLAJIoESQRpBzLIESCEidi27R2Ppnz3Rkmx2UfNhUanQQdAqCNtizp4zkPwOv6xLEM40aPZkRiWYSn/XkTXsn8iovRoDFinEU+K51x1UB9Cyuj4DyMJKJDozjmKQCd3RZFkIYqMl3VQF+fXLfsPIUT58eT90yPVanWT3N1447t8mDxzGRnEec9IYAVmc/RJJ7IzTMxy5IFu6wA2t+Eb/nc5/7813gPeB49drhuud3ql9LjBMQ9K/qxez+oZUadS4acjew5O2TkJtzi/xOmXByVh32oclqiK0Tfi3oFnJEz+vudgOWyKS2OviZMULt2dQqgw37437GaCmS+b5kZ84A95R9qD0pVmHGPABf1JlzcKiDucPKFojynhi76zzNuPICyMW/rNOwV236NhgaOu7WyXs/aFW7v/tNu01XrpNOQTsYz8mW5jSLDIM/A6G+79Ro3dGJImL3zr8v8w2zrnzk34zZvbXcTR6ekE9AQu8iNeCChY5ps0SLwsFGYMAWkSse/pxq8B0pAy6bbspohhMrJrCGFQijRWkiyKgG/22+6WTIMkRjwBVjUikSJlJnZvdX19Q2IJAKwM9LRpJtaKGyl+jasuZCfTYpVWQah1bPWWihV0bW/9vC3Re5hHUutZ9Rh05Sxb2ZHsfkNkUg4NtYtxPnEl8A50t4UrKIzgP2/EpN61Z5Q4BwU82TEqtlxLyuzXQCgYbxRICxS0CuWUEjAHSA2YOY9FfOyRqjcTn8P9fZf7YrHnq+TR67q3yAFmnguCEeF5NAZ++v4PT+GnLm6b9NnXtGJXmF22QD08PDwtr/6yuc+51nsCvtO6t9mzFwZl5r+SqSRms4MDUAD9jaziuzLg4DV6cAMpPnObkKMBxUWitAiKdcSCzvpwUZlgNGG/RLGBsCZfIEzbnyqVT7PtMFEuz04T7uVbaMesFcEicMJOAtwrljnzvpXOgAiPbYPdLuXPAvvWNsu27javwLyzgPVKNXbqJDnOwEAGUANpRzkvXRIOCk9+I+7adkmtqxwtRv34Mbns2NTIs/wymcDfoxt8T3HKB1BeOWYMAB+9QrtAGD3B4+OuZ7VK9zM7DnZJttZ3zMjDG3n9n45PzoppJtljiQiLnNFHZBTKiVRz9kcqev6dOiN48+G6d1Rj8gOUlI11mukjlSNAhkMmY8AZLmkskx7mHwVJkx4nk6dpTOkAO42CzlsOcnMDOVjSeiRCRXadfovixphdEFUj6Xk8yrV8m64M2jQFuEw46JLkF6ViWaT1PnEPODmwmQQlglYKMzOWadu2qvwgJhuXaGDLKUOTcAZSScfJuC1WV3eed8Py3KdjFZn+7bni7js++//vBwLiTOhxs2JD/3Uz3ykt7//2wuf3ZJdFgA9NDR03Z/92f/8Kw/OVLJ0u3ffpguaxHQuVoPmHjVdj+gNGJwlQtiwrZkxdIV9AUYiLwytkVCsi2vbg9ygDHN5xzrX3jrqJqa73cXx0yJb1PIVWQYY59r6pG40gMzDfmqEYvMdkioMGB1+8aUkdA0rlz0T3bpaIkZ6OqblOwFj5wL4RgJ6MPCaB+UU3Ftl37lIQQywhBUjW5wqj/l2WO1BUOWXISlz6sJr3h32owQL0WN77AfWOD5ZqWPpWbZuloJwmwD5dVu73AtDk25t0OOFtfvv6VSws/5S0n4eKh2w1OHBnM+j1cjdfOMu9/QzR5Jqdxz7yaFYO6hyRbahHUdFdPOejtUeOHVCAymrWh2XdkDuEF0+YfAVTbMPcdq0tU57pkk3VqiI61MI0Sk2GQFyDankPVGHSmNhhherKYKWjYmj1P9ept2ajZO09efGj7hL2RwJxCMin20OzuzM2zDhxki7bNII7xudxZhNfwU440OQBJiMb4cyohAWErtg0Fb69Otf+5brCMsPDn5PY57984h0+IlP/OlVLzz/wn9Zf9XGWz/2sY/NzNnpkiX2ugfoSqXyLg/OX/DgLGoW4AzrNf25mXPCeveFWLRNU5TVmbMOpPkMrXHW9QhrBWBmZk97IF7uhs4SSrdOmCzLAGXnAQaQPiUANqYsuKdf1utcPSEsWR2FnqluBZhmPMscEEDdOhMekgBggA7ga8C7vBYl+i/AQmdTDAV9bMonkQ7apsV5KCFunuXX4o1upDwhkwC4FVXZJto0QEqoA6+1WF9xgq7vX+eGnlV2Pnj4Jbd21zIFcA/cQ8PVNGIhWiVArjOeqwQAez/lJkV3H5+aDJMUTLpzU22eXafhV4ArGvzZsbG6tjZgnzz3shz76MunEymKEQq/kw7MHxvHZCMKjvXMuZrISeNTNRlB6H50dm40avbPcaBFI18IyFN1KKJGtKbex779SM+HSSM34Usw4OU3xqg1TE/lGJuxhRDDynkyDYthct2yRM1IyJ1n/fEikqwa9Wk0Z6rUST1oD4SVMN0WRpLK2p4NTbdzKeehSRrZ+Q8x9sPzMbxnVGQMzEaTOCjf/Pa3iV+mMSEFkH/0O0/e9KlP/cIt/uOeS57oFWyva4AulUr3fOpTf/x5wNmAFHAmSypPGJU4j9Kbo7GQ4nym3u9I5yGcx+YLV3ruwAHPbO9KWKNFaNirAWgCvP7V2Pb4lMoG/LYzbI/P9iq/8UDf2emSqI7s9+t7+uu26ZyCN4COPDA+1S8ABPslRVyOhaiCciWp39E2q4UhLVYXBj/sWfmp8vMi1wx5QEf6GBl2oq3vefa0dA7sH3CCtQOOM7Nlt36Nc8uImps9R4K5Jp94EOMVwHuJ4XzcKnPx9e/Y7k4eLcmxkRrdP7BRnJc9hf7gQFXmboCP4y8OSTqArlSsC1EyFya7/blpxgWgTHuyXSwvUlHKACW0EWlI2nWdG6bOiP/tS2foRGakRgptQBgeHU4W5F9KYpgDSz/XIqnqGIAt65ypBOcv5VxbZXY/Us0JQXRTFbkGNjkvIZCQAs5xMaFwjQzaoo6aWz24GltOwDkOM3nnm7PobF1q2U9gPDDlRnDOfvfo49+S+S0bDZD++tf/+iM333zzEkAvYK9bgC4Wi3f/5m/8u7+Adkg50HU6o4MfPsmwsS84vhay5swhFiaSJQsMm5ETiECw/WDZ91mDIR07WpsbKjU1JuAmzqupKGGOs8w6Me1v4siD4nQaaZEFcV7bVr8hicwAzBvNwBwzLZhtASAiJZwYcq1IKB6UIpmVxC/3+0NS2dDTJQ/7ev96YXJCWKVJED1jPPjddTo1oEUUBcbrqRKs20n0B+dYLk9K4aPBwy8G1q5TTx08ekzY+uHniwq+HpwBV+pYAPQcG59pGwHdwOA5D5yLBvgdqz0rHj7nt7XOHXvihGfSej5sm2PojzaLDm+aPh3DKPHZ+bUCsACjdIRBarEO1Ni0aeYss+8M5Pkt1yB/9pzv+NoTkE/3p85GOiuJ5gglQ9fiC4i1zY3Byz79eTOqGX15f0h+iuTeotLbQgX7mzFofoPcgBU6I1fK6BpavqC5xZk3UUaHNrM9wYbHV7W7Tet7EykjayJthEJjvM+y7saZxL/+tW++5yd+4gP/fOPGja9B9aXL016XAH3+/Pm7fvM3/v0X/S2aM3Cm56a4UbUyqmE/GedHXdRGZi61udP8pDcTQ1sdLo9I7Wc0QmJ/7Tv2ZwBNTK8Zs3nAQpfldKjLwykxyS9OSogaTImHcYLKbp7xAVpnx4fq5BOJBCjGEjUw45kdYCwgMBSAd2wq0WgxcdIVrhZwhy0jBcCQkVFEt/XL0bqX5VLZIBdNJcByamSFZ+NpE2WdkwC0jQY4r44Qq92xdpmwzrVr9XNf31tEruFV5BsP6Gv710sUCnq7RXdwblIfxDG2WS5t0D6pUzyRkMOs1jhncdgR1TC4Xz9/56knQ3z5kHSWpzzAC8v2nQ7gDJCjPfdf1eW/O+cGdqx3Q4+OSDsMFZ90V/sO+1tP+M7hHXe6vXu/7fKisSvzTmK9fQe6vrddGLjeEaETwtmc73TUz4cfE+9NyGMygvHgTjvDrnk1Xb2zX2PITg0r+0dqQYohrp0RytrV3UlngU6ts3GPJKVNX60BkIAx/lJj2Qq4en8jOyhb1vXnJrfUby/pKMKCA36UiLZsYaU2Wzifzwyf9MveIu9l7sMGWQSAzwWUHj9f6zl48Jkf8wB9//d1wpexve4A+onHH/9ZP2z6Pf+2Hb0ZoETWYPbiuhst4yBMQLjBI17PoNMpfRjCMapt1AHRSAFUS/NuphMSHkXYWE/nskRq6OjZ6R/i4wJUCWgGI5YZI66WQkREZMAeAfVRSRRhXSIVJjyQjiYs3CZL5bPFK9sybE3PjGq951Tzvdqdlu3m2jxT9ghzxj88xhqNGRroW+RFbh01ISZSwMk49gjHkwiOJIGm5Nr996On9sv3OBATSca5RAPmvLr7BoSJ5wu9iUMVY31Al889HTe7qLdDZroW8+dmmi5s+Bhyxoqqe+KJveLEnfAjFkBu33MHpV32ffYb8pnZVGgTgNBC5nhdlsvL75EoRqNKMuPLMg/oKysvJVEpMH3CEPc8e8DdvXuL2/PU8/r5wEvutl1Xq6PUt9/RA2MSzXHm3KScG6Oi8aELYe7FnD/3ZaJpW0gjbUFnenUYCNHpPHdAHdLo6seOLj6TkLox5tDGYNBMb1WtVsN9q+LenKimzPNi7xuprNVrRtu2WViM1SMlRpL+HskMLphVzJuTg5DZTzap5Yt/+cAH7733vZ9Zmvaqub2uAPrYqcGPffw3fv1XeI8DwpyB9NQwZ4qQJ1lOMOjpWtOY54Wcg5g4W86HGU4CO5e4VeJ1PVAoe67/DYBNyBUa4rFyyQ2PZxixBweY0yrPwLvaXhZGbKDU6tTx1d46AQynYNjV7zrFOaiASxLKilWb3NT54/LZwtOICsGQHKJoTQLwgMRI6bS7QCZjfNq95JQpwtysYpsBumQ/d5DdAAAgAElEQVQ9tk1LdAgJITa7NyB/5IWqDMFh1QA3+zm7IpVSLPwOM5YO8PT3z4gkY6wdeYIOqgpjdEH79WBoTlMAdHMHle4OCXihO2+fXuGGq1MiMcBskTekSBQJFJ4xKyO/S0D/wmSfJPXA2AFCS/pB98U5aSZMNrxy3oAyryMdVen0ALqhkxoRs/eoTo8FGNNe6O0wbul0fHvJaIY29FSUNs65zaK9zwRuUJlc7fKzoUi+H3mQhHPbDesE5IX9DxWlXRjBMLIgwenspJPODzada8ziCE6UZtozGZFWahQHoYXY2cQRjUzWLAFmwDcp4j93sgCAmuPhdZfvRHjuNG68ILU42A5JQjt29MoyYrDZpdaWTvYmcdFMLCv1p/0zuvfpZ991/PjxTY7ZsJZsjr2uAPrQ3xz9lXJ1TALyGVYRFC+ZY/7m0p5+UmbBuKp/iwzzykMv1f1+MU7CLKBTUAigitrPiMOQdGZjqFljeG6xzzZ5KFXW0H4BCaSBsme5Tzz8oDCk3l4ScVckGi5gSkIJz/WpYXUyueAsdBldObf8pFTqAACJ+sAAaYBQGHEXlzO9pB0rTIcPiSjBQUlommQQDqmcYuGDWrSpVcprinnwQYI42zEuWW5IDMLcx9cmtUAwcSRWhuRVCjU5rXbXwZTVJNGsmA3p7arfIoVUPbDzymeAO392v3wGsGDSHBevAPf0sh4pMrRte0FAjQQRA3Y6vm4PdoS4RdKeyyTxJO3olruOMQ1xrJzrc4XVE5LEs75/uWepq5NrQNQJ50RUxmhH/VALxy/XjVdA9FhwRhL9grUXrLTbtDtVnJDOpOrBGSkH+dk0awXzddKm269ZFj63S5siz+T971x5Qs4NiaBRf54N9aGbZRfiYKz4PxJKCIND4pCY/7A8Kdofolx4Xtriqkzr5WZDNqq8Rplt1kfAjYyOSLgd8sZTjz+Z/CaO2/0zOCrbjM9DGNJOoaOgZUX5DDh/4KfvUznykcd9O5Tlefvud5/4R1dfffX/M+ekluz1BdCABDcfehdB8Va6E6N37+1b737pox+Zedsdb3/50PeOTPzb//tXNi+UNTgfk+bm5nuASkuGrnVEQVm1uR+99x9I7CrhVZOxC0Xn08LtBnji2OrBwbfOf+8fvJfXuO0b20QnNcs69nTd9HM2dhiwHh82DbmiCSRT4fPwicThmDVj0hYlkoA9NSX6rvXfH1Jw9Ax0y86bBOTX+odIwb4+IuDs2NXyanIIoXZsm3oWF5xu19LDMTqtCQ/kdGwmBzW+mnZP4g4JPKdG6CBWeDC/mLQNIEcECmF/vLJ/AfZolYAvjFZCAH17rO9Zrr+hat+wyk9Jm/nvT54piVNvNPYg6rrkeJEc2manBLAHjzu348ZNLiq2hrBCJ3LD9oEfkfZH0pA0e+SoSinJmMTZd3i8S9pbzt8z4iee+KYUzuL80dI/+9lBAfcH/vqg3FN0PIxYlvlGhK1bdibMGsO38tWv/3UdGDcCc8Kkw01ubFgK9ZPMQ3Gsih/J5Kwm9Ky0u81hqMXyUynQGLuxZ0ajxI1nswhZh2P70pcfzBzIRMqw7Xnyh7XWd3oQpX379rh3/tAPu3/xy//K7d3ziCRz8Xf/Z/5cnmU/Wvjlr/zVA/cU/MgtyuXqUujlOMJxtTdJVU/mqpx2L7VOX/jg5eZwfF0BtGdwI/7mW8MU7laInPCwd/zQD8x84EMfeGHblu3f7O7p+d1l09OrBr935AvZ33LjXCorS6xVJ9q89ebtUsxGYlyHSvJQkaQAGKMzk4yQziUY12VyAU5UYzMzdg0w4SysTo6F9fQ3DNth2dPLrnG1qTTJw0ACQ8e1iI7U6i9fFtyxjsyqp4ZT8EYfPVY65m9sz5DOkS6+2j8kJ4S5jU/pK9o1wAMg6awrKZsCAGHwdix6nF3C5IlJtmMxxxnG+fA7Mu4Adus8zIl6NpR4gE1KqU4AvqKOVKuBAqDbaEU+H1+fFLCiZkbvcMrsJ0KKPXo1cggRFdwrZ8++JJEctIfEertUppECR/74ZdTjz8UF+ckceRbieHF8LGHwhAhu6b9G2PCWfnSvfv/a5kcCt/h1u32HcptcT4CXEcaavta6cqNsh2Mvl+0cJ+vqvYSs63Dd6rEHcLbvIBMG0Eh0yAiVallANhdZ+dVVCYMGdAHcZrbQSJPtSWxzAGRkEcNTGH+hELlSqars2YPzocHnpS61fz7dl76kj+TAQEEknEw27io/Ormt2f5g2pyPRYZYkpiF1XIsj3o27/d3mydn7/uH933gDR0dHWeabev1aK8rgN68+Y3v61nf+03e91XH3B1ve4t793t/bOZtN9w5kO/LJ3rG+fPn31Ebr/Vnf9uMSdez5+Dlnq75m2GtsAxuqA998Gfdruu0PgKVx3i9+YY+qW7GZx4KZtnYPqAyAjUa0DGtgA9FhkzzJU6YmhEXQrnP5a36YBnLJGY/TRNXIELrxLSeh5PwPKwxU8/AvJH5JpYJ10MKwjYEGcCtDkPpfCQgeuzoHmFau2+73Z/fsMgAJJWg8UrscXTWd1MzwthHM7NO586Ny4OrBaJOi46exGufGHJthT6HJE1khauU9DWqutxsn9vunvfrrRNNnXM5ObzMH99MUuDppTM9ApJaktV3OG20h8RUSHtitLOWeu2QaBDioo2pG8CrVLNCme3ma9xzB9XZapUH9x0YkyzCwUMq87D/dqdtOtmS6u1MbdXZMZOAPNcHUK/FR1zlXEEiRHDGmu5M+8+0nfGA3e9BfcxdvbY7ib2mI9p+zdVyjpr12C8ywOSXZ1zWrZcF5GYyhznxRN5YFQkw1+Kq/IlO7r+/dAJMej0bJQ65xn6bEKS0ql1GPsnrRBdxXJbvKI7E8/LhD/+0XBvrdOYLT8UsbE8yFP1+isXjks9gIYI4QNHayU6UKoOV9HjxSb31He/4GQ/QH7/ESb5u7HUF0L7hn/39//6HP+hiHQK7aLmbmZmprFix4qWFfzmXQTcW70+0N8+gG1O5GUIdPLhfUoOpwQCoXnvdNrn5SH/FgVipRMKoqQVB3QbeswwD4DGAHGBGL7S5C/H8SwnKwHJsei2bow8myLD5rBUMKg8nrDErpwyZ0y9jgIYmZgSWGHTtJAojrGfArbrtWCJD4HAjpVp+06+ZkbyqqZzQkaRRO5mlBA1bane09EoIHKCG5kvoGrKAMM8VpwVoq/68ZyovudZODfXrXt/tv9/vAe4aD2xF195GG00mMcfEaCMXIcN0dqocA/PnuCkNigTinEkxSsjMB+A2DogubOGMgDPtRWifMnZuhPrIA1geQ3Fe79h9l3v0sVS22Hn99e6x/fvl9WuPaejfo48eEAmMGhy0PVo4oyMidXAGW/0SOgLaTI4n7IvPMOmr175REnQAMwCwmTXKHtyv3AusDysGJMeDwzAL6lkGPR97xrLsOVu9DiO2+pAHTdgypUaZfYjOoFgqu74QwUFHMQ2Ql3RL6Pd0jJYSvpAdOfqC1PrAcDRSnS/2zxT7ZT8w6Z6NaRgi22TmcgawOCe/89WH7+j5hz1/1NXVVZ1vH68ne10BdGj0b7pV6bw8ra3zz9HTmN49J4Soif5Mr4wxhHr/+38q0ZYtFpooB5gtIUswOkpMymSgjhrIBQFxZo0GYLXmgk5Thcebug5asyEwDs8yNm/aKctteiopdxnZ9FZa9H2yZseWk3rKlOG09wCAVU1ride4cuW8FuP3RsdBwgiGzotxrHsDOzdQN93YJgCAaRpzx2CwRGh0dql2mZVSAEkXNGsra3p2bNZ1ih5soS6zCcATuketDgnxm5504x60LNOPEERADOeqzC84qdEEbBcwW+aBPo6n3LkppqACgE6KBk7PO1N9Ps3azOjtyDzLO67X76l5sk6B3OqipM7EFVILBHnCWPst122XToq4ZK41GjKGpkzHCdgl6fLh9dhRnerMHIsAE+tlwZ7vH31Mlw/u1+XHT+wR1qwjKL0ezYolGeA2MmikIdYHUGGYOOZq4Z7Karp0vjDbhSQOvWLziBySX1ANs7QAmMqG2UM+3+Vw4ku7+56ncrYqVe7oFB/4wh5x6g/4jhFmLLJFNvPRP6Acl2w33L+MTgF7Dr/CvBAXNFTQQF5kD/8Qs34taOmPPb7n3d3r1n9j91vf/oOXA0i/rgD6tbZGJ+F0rCyDXvnugXuEAXOTAK42wSd1jJma6P9v713A5KquO9/datR9qtWoq4SEuiQB6pYwSCBi3gaDiRMTTzzYJLYTO5NMZjI3TjJJbOfmcb871/f7nDtz72ScxyR25np8Y08mIWSSOOMkGCdj4ycYjM3LBIHEIKEWIKlaIHVVi6brtITou39r7bXPrtPVLZmn1GhBq7tOnTqvOue/1/6v/1pLO3pvkg4jdMgmlRedHJ+hzgLgTH0FPGIoD7xqCui0pDiONjrVZrHaBNX68oknPZvLeqwPWE3nxX1m4Ez/QcDbOnfLA0vwb2i5G16xRspuutmq1HfApDNKqynHuWZYG7NiPa4unaZ5IK29E4MEtAHyMkwleYUKCg/QeuA98+xTQn+YF52mqhu9gTH9nzqAt0uNkSUlQD9S8uKPSCU7fhsNMyg1R8yjbwsVgJxuZP2Qa7cOuW/dy/GNiUdr2u9Y9+PZhhyjKjZC8PDITJQMEuijkw3cMDyy1UQ5dGiP0DTmvaOKsSJXUgcE2WC75UbqK6Mnb+dEMFh14vqbBgkYag0GG8oBYNIAgAa6w28QtRDX+u677xZvsJsHPV+NaKMuAN0ytFqKisnwzI4F0mUTb/poO15bTHIG5P7UYGW7QX3uAQFu4kQ3vvs94hSUddFz0tL9g2j0CDVERIaHTHBmxrW9k6F9P510urEqfHI+4lD1yFnarMEPihc/9ND991500aXXe5DefdwneALa6wqg0+BHN++5t3Tfj+0e0xE90w4heNeoN5hO4rkCosY1S3/ATIvkaFAt007emQYWBYx7erQgkAfgffv1SHhPetp5cAZ026FqLxx3f0W7c7NPgJ/3AeQ8dGc2IJYuHFk1Aner3Q6V02oC8BRJ17rDyjFrmcge8fbJimu/kLkVy2qC5RVXFakiXr31WNTzrsei/dAyAB567+WhNseA0y7le6bUy85bp/uBblrSxgnSwU+jtADYjJ9WPrkTwFcRnJvcq0E6/9tMKwM+r7RLVKXMuOWnv+DPsfD24YtXUgQpAMgq49dP76yqx9+UAp169rBopaeOHJWByeiY6LVPLVEqgoHnWX+GS/yAPbNEgqaD3iNve3CfGXxae08evUgoGjsnwNz5c+U361pKeSvU8jC6qZ2vjjVaCKoemtoiwbFu1k3JUW4cYbK2SG/kyg/bvW8af8xAmt9yDy9gAua9FfHUK1nxDMUEmFTCwUsP3MwaoOSeF212sv20Ylkwhgr92jwwH9aypcxKW83OgSVW6pO2bT3ardyf0q/8mw9F2s8Pchv9Sv/7JZdc+YfLli17ZMETO4FtUQL0DHrMbsEQRttAgXWT2KUldfm8RZ0/9MFfE4Czrs5MJ+nAjIdMJTIMT5qO3zseV8oDzwjQ5XNwz9zQ92+/X5a189C3z/8tnshsLqA7tKLmhjPtMA1wt5rag8+8Fe0l2I4NTTFUEbYfKzjP9vlBLyxNTfs12wvwnmlnMrDg/WMMKG3vYdaWjbpqpSoDQEvomKpbsb4uMwEGCyk1OZRpxiOdQbwnevVVl+uA4dcZqlWke0mtOiLeDvw8wI0emoJI0jLKf2rPASrrnS5KFuiXR594XLxGlBLYC9seEEA8dEh/ExTF0xWwy7j+CrSnHaUIElK3tf570Q7ZUAUCukfaHZ45XDjAaJ6xvWa9wdMti7E/AL9qycWL3wjnPSPeO2oWlzVlwOvx5zPrr7eBO9RIpWdYOsiQ4k5ta/pKzjC4erAnu1LOJShBKtkq+S0DgZsRuqSSnaPB5CGlaaAAyLWzW/JY3VWgRyzrzygCANI+A2CP1Id1vcOdPnbkmUUHXWivbXvpekYBxoa+jUn1armXWpOhW0om3iwyPpRQPEdotJHddVg5EORfk8MA98xbq1ZuUE97xImXTm3q9MitSh65EPUzlbe2mAyByJtvuvnnd+967Ed/9D0/9f2Dg4Pb5714J7AtSoCe15JU14UyCQm68LAjB4J3brW05xwUAMDMKE3X6uuvf7uANHQH/C3rwJ0SFNy+fZtbMZSLFwsYNjy4t/wsfMKpRwxVUQ1AxsOHh71v/5iAGO+PjNRVz+s9WQJdphqRQJsHZTqAZN4jqXvAVOD2N2VWD5SIFoxnuYCzX49zYCAAYAFtF6LfNCyF8qB7ht792rSUWiQMUswGLNjJwMA2AWD2NduTy2CiVE1FuHDdflPkiZdfdnW8dmu8J8QAsnZYAYPzufT7iu3aAJjnmduwflSL7M80JOMPiqg9Ni7HRYcazHof3nmHlnGwDuvWnDV2kAkp6ZjRLcuTmtPmVRvvbOBdVqGgq7Za2Qbua9YFOmaovxRA7bRDk0ulc47opvNVoczpKn/9NIi5sn6+6IOxex4cjEHg1OYD5/Jykb4FegDr4JJLeukXZeEZEmdAlBytKOPbvutxP6NcodREaJzAd0/Ak12jxBjbtVc86SxlhwPou0Axsq4FBM2qlTP9ts+Utl7NsG1rGGBttjBR8Ox6LFYDvPPOe870f3/tZ37m585dtWpVZ8TzJLDXDUAfjw66NzTaNLvssisij5ka4AhPiJl3K+U6mZJVFXQI1Emhd+8943nOzuSSolwRzrkl22wfbMbi7yg2tORnKAI/q6m6ACz1gdveSwCcAVS86uF6zU022wK67Gff9nG3adOIgq9zgT9Xb7spVEwmTQAATAAVvaqAbciZqWjbZjGqsc1M634xSQQwb8z/P+2P37jynvyw35dKzQTAp3OhTbJKPWRShtdZZw8/rgkyO6GE8lZspipdvZ2CCDODFTz7S0nd99uZrboJtuOvkxXaR43BoIlJ1/CpPARwh+U60+AAQ1Vh3LSZpa5TNIjfazb2u2eeDZ1jKqskMCoVqlyRNGSaaaNnDoViVtpLslOHXvSk3B8HBasGKDValto6OpgAKldffkSSosTmSe1OjdNJS99K9qEE8vQ8C6lc3vGZl8PUw+6Xc+L7BZwpuSAgDVXnAXwmeLkAbtXfM03X0gCmS9iNPH0wp+VZJcDI+ikFguPEj5V3yEMa+3e3P+rO3bhBHAquXWxBt2/crVwzzAAx/I1vfG2Pf55/289y//3Lc/avjr1uAPp4TRptNifEG5vVp0OAU3vjPePWrc3c/Tsfcz94/VvFMz3w+ANRsUE/wIp/6PGMkdHxmQMHxoSqgLc1aR3AIbULvPfp6vUYJLQgonDU47uEosAjnfDrVdD8egAUQA2erBa4rwgQPjfVcJMTVXmQpZh8AFUAj32NjbX8/v26raf9NpbLAACPR6YYnrsdm3QK8duEbun325ihsWcFOWDdf0Yz6PZRvnN1LsdRGVJvin3AabNM+g/2ZBHUUw++HWbNnK94+5Gvh4LR8+LYGWCq3otv+m0x6KxYphz8ip66gCxduqGUarMBbXoyoVnw6FfYIOndtHPPf6MGSmfzeGxo0QnagoDTfkaz61ENjh548Fnxyh9t7A/XgmM707V2aqstK/FKcBKgxuumkQAzGr4rrg2zHivv+sweTrbQElsdaQowkQ6OtBBOn8HDQAX9tNyHz01HSJ1PuSEW0rTxUqEgrK63fU5CHk5rPZt8VGIWSZ9Bs/lkfd0s/Wx7vBGzEEkHZ5CwsZjUeThyQBWwRI6nPccd3YOd60hIN8sF6MeyTGiZ2IQ2AC61pi1BxbTf6KatRo6pZTBrXPuXf/UXQ1+57Uv/zyc/9emtvb29tx73ib7G9roBaCkeE/6et4uKU+kOXyjyqIHv2+Juuvm/iYLjB976Fm1L5CxifpYAE/U5ABPaG+FZww0D5OJ994dpPqC2vyWSPECMH4BC5HCZi4DCg61csh4pnCbKA5atCQAa6ZbxMa3ENqmf2XLhJTpIZFogBw56ZGTUg3ZTPMs1gaaoVM9UL7JHeWNEDZwNA4Idh+q9dRoJ2I+NGdfeFq2z8e7aKcVFcAbILSDJINXv8QmPWjpvG3D4a0Exe/OmTf8N1WPL2qHIj6zuBzOhW9rFgMN1BWA5/smJXGYVBJPYD9vLQ+NczodjsnNhnbbTfo/SXspfuw3rN7vRkbYMDG05Dz+jka7fVeHaZf9y7ArolZDcOba7CBBj37r73qCAUYUDPLQ0KJDyqlqDmgBmms5NEwLqonz1y18vkjeWDvn767E5XUi6gbPRF9A7lr4tlzBUcjRgTs1KjQKoBqplrlmzF7sB5/wZhpZZqJ2+m3Ktsfseul/OjecKkMYhRjJXbCucQ/xHDS98vLEv1vAQ8x/mPOngwjNKohop58Nh4Hnvj71bBm6ksNTqwVLdteikv3X7p6+99geG5zmNE85eNwB93AZ61/SmN28PTpAHGF0xQQhG6mznU27gwlqsFgZPOhPuXqraSW+54VCsqEe9WpJYxtttVUF4L3XNsCovmiGo1xzr8aA6rJI9R+R9ZZAXtQXA+FubjBb8sSW5AEQsng20CBztimpbKZHwOTm9AN40TZVtiaZ1NgYaAS4LCuLVMmhYE1P24WaXx+1gUCM0F+2XjLUCdKPHTPumVivuH49ZG4+qp9lqQ104oWwq/j86dwvf7q8DsxejPLieojLw1xKQbUljXRdSx2sdNIwoU/x++/3PZKiJbANBxVDAbwfuXb10/awB+kA7C/LFcbk2JndksMmCEoGvtpaFYKg3Uv+1Aa3uS2grADpT1Uw7b/hzPeKGPFhPNnIZnLmu6KcBMMtytGqJYl3QsOxJR683eB18Le0uBfc7bvGZmXAvZXG9MkjP+1l//x6Pp839gSdtddMtrVs932+4QlMVKC0nvkU8ZQYJPo8nTZJKykdjgC1es9Ip2rD2/vsecpdedpEkkgHM0JWRsgzXZ/eux1Z7gD6ucz0RbFEDdIeKp9zB+DhMgWKjH6mvEK8ArhMgJv37pj/7Y7kZuMFoVnrpGy+X9QkSEszDoyaACJgM1xTITbbWFk+vs88by2e9LzsWgmF4x8LRtlQHjWcghe7zloARYGLgzbKJsYZ4zLTsAASNl4XrBehYT6R2/VqLg+1p01Qn03MGIAnMZfpwATB4kXjENjCwnXZPLoDLZyXIiZ7bP7QDwat2Id7DeUttYFQg4Zj1PHWwarSKQlfC1fvjH65X5W+TA0qwCf69qbw7gwZAOdFoyowAMCUwaRSGSQ1RxDTHW64yPCznYssNTEWy65SbN6/flC7SFbxHKaKaH0D57vg+WAcAroZByz5P7IDvCkpIYgKZUi3+0+5cZiT+uCjqhcc/sFrpnh7XiLMoaodvfuMW7by9/lz/D9TBNq0G5+ZitIFzOZGklWjlDXR13UKiBtVg6dZVQUA951wyQSbC+seq+dhdAWJ6avPK8dKZeODJvv99PyEBd4Lrb7v+HUJVwBuXK6DmpRdkKjLmtw/lEhy0ZrUGvIB03X8/Tf9986x/5tOf8c/P9+s6JUBPbP8CJ3fC2aIG6O/ZuGECokNnoL7gJlFPtbibvnzbLZL6y4O/d892qZ9sEjy8MgzqgwflvjvvEY+aAOEF51/iH9DMbdv+gABHa2zMbdqkXLf02fMPKw++UBj7VU8NeE43WgLuAD7HAyjxoGeBa+bBmsQ7rzZce7It7yORM24Ym/YeHPsnhigZjiMj0avd5Y/DOHADTpsNiAfbEyR606rRnsDDH58S8CH4uWnT5gjAHDOF4jnO2YoOHtXAy6MDH2uoh5wGCfe2mpFekUBhplJAGVCEJ26JOoNAJ7QD67Ld5lgoSH+6vw7PFjQHx4AHLg1goYS4vhRl8p+vZSvES5+eacn5infdr/LBsUe3elBeFyuktQmW4p0H3TmePgMvg9+a1dUwQKpXLXp1f6mGazrYRefQLzx/80jcL1SS3SMiofTXhsxTVECXbrrU5bOz7vFP/mdxheeDyRScUVBAuVGTApAkTToP2mfjZ83wZGOLqqIIXgwazlMyusOk4L7MRjrrEZmOulq1xCjd7ncfeMj9yDv/SSzdyyz0R378XW77x3aH/ZUHBDsIvYB2TBJYlO8h83vOY4o5wxDNcAFstmvGPs3w4mVg8oPQm99y3Uklt1vUAN1RICkU8F/ImGIxNYLfQjpH4Gz7o1rz9we//4ci2F3zlrdHsDCPGX4Z2/rwA7IMbw+pHenCdNXYxsMfeFgA1EOnTJ8to4/3RuojoqcGwPAiAcnt21V6ByixTYCL93f94x2SsSg0QqBEcDdW+AcUQMrCNg1ccI5N0gdAiJfZ0s8yMEz490QxMtmULs6SOBOoDXh149rZhkzdV9bCdL8ZvXMxNN2ZJuYA6HJuoTM2lJFdQzh5QBEwpXSodPmeVfWBBSo3jXhQ89vG2+eaCuDWmiof9CBRr6uUUM/xsNI8bfWYWd5obIvqEM5EFC41HUSUq7bpPT+5aKgt2ceOoVqpyDEM4Bh6sD13w0ikOViHQVL2O+6/o/6aaMGlq473hoVqoVwnoDas6fhcV2iVsT06EPJdkYlq90Y8phKVkVIbqRfNXwAQgyIgaZ+XwbsE0KwnxfJ1Dd3P4XI72Y635xhJI5tG6+7xbm/OTrva8mqM8dSW++/ZD6QUMSLDs9/pOf7drV8MqeLhc721+GxmcZab/DYZntMEK6mRFapOUlUVqoPZgVFDgLFx8hYYtWDh+nPO+5PuZ3Zi2qIEaKsfiyCfkVbM3wB8+fkCIG1BQsyK6uAdUyQHjhGAwiu9844viUcgnT0Cj8c0n9d4CEyTmcLy2tLF68Na9U6oAQ/ubjJwuEEypkoL9WTNQ7LEE7TU9gAXdafVa0fmJhrkkSJZhc9vH9vmLr74EoSZdmsAACAASURBVBgGmQHAe3fy2RyfB5+m8tZiQY8MoALOAJoE3gazOGiwbWlc4A0gA3T2NxoSMBMKokdlbsavt3s0kxFgGvLPyri/NnimLtRpE8qjqp26TTLI5+CYW23NrOQ6zoYi8AA/3jPvD9VGBJxFCZIpNw54mqZbwDDQMBy/BTd7glsm12Eoi8lCe/erJ98KlIoESL3Hb1bpV8plyGMGwVeOgfPU+6QYfFd8Xy3ODlx+yA+A58RtcDzMoEgrB+z7/YxqHFUP0/SKXtPjNQn21YsCRXL+wXOd0/S1MqCNaNMklV5V8hxN2r3Z72we/x2umpob3VQgwmOHbVpbqzVnDrudux51f/TJz0SKhUYa9n7nsSQctPxTdMFCH42XvHK0iO8ZCPN7g//vhnf+8O21av1zGmCdOccfzsh0PlEdHz94MXEkPyvevWTJkj+d94KegLYoAXomCXjEJKWg4lgoQSU1y0gCeOCh8bhEaufB6PofulFoDqtHgXeMh01qONNfwA+vk4SJPFcqgmWABEX/81yz8oZW6HTYaAXJABxvxjRsFAYY+73r28FjFixpq8cZwG06V111NWixOVGlRLR+hsjfXFVAgKAatm+cqzEcwbngmXP38NbtokiBXgGIxppKL1iAUnXOtRDEU/AnDVz47pnMXy/lrpuhJ57UzM4bgfMO4He68sx+624v3jsFouqjQgOYykO8rDwLygvlnEnuwBGekXRmDYKyXzzV3dv9bCcblP3sa40rt+p0AKqFCml46bPQI3kug1C1pgHAhvfSD7dNz5tF75/jsIBmKuHjOo6uH5VBd8dOVfNYjAAb6smj/C4LUke+L1Wr1Nzll22WZRPNRrjPNMOU4zPgSa1bijdGdyEMeZve5zXJ7ON9gnmm4uC88DBloE1aaQGU1jO3oDgyGXyYGT5Co8TEAOVWq7NqYvpepgdRLMQpeq4tQTx+bJl4zAvEhTRnKi22Ou2mwgH/3//ut76xfv3qWwBivrNpGTSq7g//8A8/8dGPfnRujdST2BYlQJsJT5V6zaFH4fwg3ek1AAA8xNde8xbdnr+D8eb2hUwCe1iZ8sMtAwIjgWvlQTh4oCkBoRHRROuDy1QdwCK4BLjwXi14kMjBiO4LZ1vT4J5m17XFgwdgx3c3BBDNO8RL4/1HHn7IXf+2twdvvJCZ4ZFRo1pVGUEW1qO8p6g3vMcnAS4PxIBH5g4LOOOpsgzvlEEq5eBpRkAK7/oRbT01GagetuMRR8BZ+F0PUmyDbUpqwqwOKhwLg8e+8Zbsh+Pk+lBXxFQeM4kXyKB23333uHfecKMHTlWVwGcC8KgHzUPPOEd/7WlGwDpZUG6wT1QiDz6wTXS5gLg0OvXXu13X41WlixapksDhZC6p0njdbLM1nQt1Ub9K9eBcN64z7/dXlO9uBbDlWFLa56vfuE1+8x0OZPpd27oW8FUuW7lvblBLClooXgcAWzdtM5PnpfI6PNvhWC7gBS3iH+mFijvimkHFUXzHEjAlIamLp8zzBA1WXm7vzQHdXguIzxZ1O+YL2B8jmE8DgPvu+cbwZz/79Bww9q/n/dzJaosaoAHn05YNuEGnPdryhUvRKggFmR3UhlIYlcBHFinK0BjvfNf7o0eNp8y01W4+gFMKEYUsRKMUTNqEp91qMvp7b3lYARuPh5rGLiR44MWeu3GT8qm5goypAXpCIBH4scxCFCV4cxZEdENFBiBgxXtw6iIdzJ8WjtQomx33PhA55olEXWEcMR5qVqmFASuXWtjQOJNDek0IOLIfVAwcD4OPZCtWVZWR+0m0BJDwEv21+O53H5BzBdC17ojxpoWHTqajaZ+NUrFCVHXJyKzFGYJy9dvkOPrDs41nNVvFu/febyMXLp9rNxq8dLxbBkOAdSbO7IMHPJtp9qfTTM1mrgMHMxgCqpWsJansBDOlHstq/x1NN7QedtYXkm50dgFdAsccKyOOPyElYaGfJLElU4WPBQqZNZEsJZxzvnDUDrBNlRkYM0UprZsPxOvKeXI9MYBYZj8JCC4VaWJ/R8wmlxlZ1e3dO7c799gT+9ym0Q2yf/Pc0/doKjtVqpwnY02pq3hXO4bSqua/z7/77K3n//YnfvcG//Lzx97gyW2LEqCNg6ZAi33dxxehdjGyKC2E2lpqlEAhgH3V1Ve7igeU+x98KqyfCygAyI88+oAA8DfvvMNddtVbIl87XB+WhxQvEDBH8SBJHZkLJUl3RU9L+NOQig0oMRgAdgOBg5YgYUj3RtrHPvozne5qnYuRmIAh9TzWA4i5KAUmxxoC0oCJ61/uKiEFnGk1+7JyqZh5gEy3AZn7/3FrDGQB4ACKePoecEllR8lCogzeer/krixzew4E2Vwi4wNQOTeA0lQqGEG8WAYno/CUDhKAGDVDOB8oJ1GuVFwAySx2uOnPlGYxY3t8lvd2jzXkGnHN89YB16wp2OIx97TUY8Y4Lzxk5JImveM1fLKBuEgPQwxBEltaT6unXhkR3ptgMPtG6cGgbQFKztWuHRDF9yL7RR3jdBbB9eVeInOSYkHHa/DKBtB4u9JlpJHHLt1cG4AUcCzaaHU+DL1+nWqlXEdEHYluJqDsAXrT5lF3552dx8oAQCCScqMpSIsmI/Wgj8O6TSBYRrPZn/7pD9zyuc9+9h3Da9f+j+Pe4EloixKgMRJNOjTQ5PuH0bnS1+5erD/5G81mHjLL8Gykb1xDg02ANWoNgjwTIQAFiMLbIanLn23hhOm0W8CnEWtC8yAj15JqcYFXJfJP0IgHVQG3HaVPqqbQ1O/RwEljTJfhuaEjAIEV61XqhjqC54/ttELAcGA2i0E8jhfJ2rqNI0qjNHoFnKEpVoxkUofDOsUYZ01lPnh2NLtZdVBVICHYSBnLgTyT4wP0OJZmaypw8VpNjyw7gA+gxmMWz34q996iHg8Dzqi0D1Np2/CIqkoAiP5wHQFKC/7pjOAp5bzzQ66nutxNohP3HvNwdcRtb2x3Ox7XzE5oGNlnS1t3CRXhjHdXCoRBTeqbDIf6FdO5BBLxmGmKwKyjGaSD8rs2HJJiXKj90Ra99HijGQtZSdp+sxFnPYCiSBaDJpvtWv3vmbwlswYcAr0+c3kNU3GkEjtLGElrLQsABgA2cJb7uTrUldvWD5Vufu6vzW+QJJFuNAZGYSQAes3aVW7f3kJyx/r7nh53l5wxLJxxB8jmPUk1vOMD6jSdJbdthef4T2/+k9/esOG829773vcenXcDJ7ktWoC23n5zbCGpXeJZWJBQdcYVTUqZzYOsquJ2PvSQUBBmEgATD6suxX0AaaMVKuEzVq9jVnS2zeCp6ufxuEhSyF1vRwssVTa4mLGoKgcNOgEEPTLNxvXV7DurWS2eeChiA8CIB5lrYG3dyjMEAB3g772+FRLEaoXz04pwtaE0gaYt9bBrq5WySNPCZ8MgxmfOHdLsy9rqlS7r0RKsmClOmM8AMiuGso4HlACjeLk1D155RbYJRbEhlDu1LEKT+bG/w0Gd0p/JfF5nCy6P+0R5wmfhwOWrra4UkMYqgZqY8J/Y7Gc0pIsDfJT9JEUQT32agSMkofBaAniZeoHW4Ya0+bV+/3ulI47W0wZBpNN7Ty6BRZkt0HQ4fJ8AO/tmu1BIDAYaYB0pKil1IZ67cdLSccU7IuZxC13Sbnf9vHUsgcpIPWj+EnUxyyx453+TGFLOLkyL+/PerrHdbnRkvbzWDuEWRGxLZ5ULN5+ng4d50v7aUQCJpJoy8HazDkVHl3U///l/uPCmm97/r/yfn55nEye9LUqAPnr06P3LB5f9hf/zJwyQ0zoc3RrIumQteD1kOc3nPKT0uijPsnXoqILMzqrSDQTuFO7Xsv+QkwHKVgjJOGgMgGP6fHCw5S67/BL/0FZCYkhRNN3SrRvjraiD1um8U47W1AStRqBTNJHEptWzToOWgO6Ox8dkMNHEj14RVuH5kSrNg68lR9Ur5DgAfkuhVg92NAYeOX+87SzT7DsGD2YO2ihXKY89HpCoQQKlgQyQ4xNZGa25wmPJ/iKd47358bGC5wfMhmrh+i/R/Y1Nbo0VA9nE8/l+qT1tdag5BhKLhDrwXvVs4P/76zpAiZTOg7SVayXIRYq3BUI5F8p+pjW+oaW0rGvgx/36nIcUsapUYzMFA1tmC3Y/6KXqdbV6VQAaELeWZ+jEpVLgtA64UsOF76hHr1M7n6cwkqkhgydtANoKAegswXdkdWUddNpgtbx1KQGKd+vvRahBZi9l77nba44FkGbbrVC3BKdjzHvYKEyk+Sueu3/wKHRkad7U18hKPPV8x9bxnhxjj4A9g/x//+9/+RHvRf/xYvWiFyVAL1++fOK0JZm6Ur1afUH46BBAmbdYUjI8a6PQt8SazWifL7joSvGIUUtgLE+lcHCNTGmvuuTS6MlZ5TprE8SDPhkCRwAtQC4URbVIfpCpvqRbuyCf0xTtSijxKfzt1JjwvhggOuMfLOM6eeit1yEAaFQM+0YvvCIrGgGwHFDIgmyPaTFWCby3cPDbVVPdamlSCnyveMwbNHiH5w7PTrIODxCAQ1Ze5j1nKTDk4NR18JrwU3urmSBepQfT5nguBW6MNx6TDEu9rvvGGxKsxaAFYmuwTSpb1OxKLc0qqdwMYEPLXT6JF65Kj/F8TCgarjmBSe11qHUw4O0JoKF0YUCrBy05xnnYrIOBBmrn4IEHhAMfkOtXE9oryzi+PARzK+IRw4/jYT+6bUxmR3wfXD+53o0n3IX1unD80zPqXZ+xUr9zK2M7n2uZ0hwml+sEYs1ALIMzRvEhgLtW0eA5Jh3Aw8yg0dB7lXthBHlMZs9EHp+PcgEm9vPAd7fHYykq2Q24r33tdllOvQwUMa272/G4a7VaAbau85Qj45LooDssLCf1+6/+6nPn3Hzzzb81MzPzyf7+/t3dP3Dy2qIEaKxvIAQ9EtlOuULYXNMbkWDK237o7SHlt+i/JrUB/MNKxB1+0gJ9JqEDOPZ44CRdN02l1gw+7VEIwAM42vVEH2j22vLgAyhZ8Xv4XLxKuGMr2YlNBC+lVnXRAyUYpzUzNLCIwoKHXqfVrSAZU+96VmiAhoCheLh+/+s21qR2BefX47KYgWiqDTTVFkyreDAcH2tGj3mfB+Xtj94r1f6MO8Wb5ZyvHlkndThsm3hlePBU+gPYViNaqS53a1wmumYoAQwJndUCse+AoO3brle541133yFxAK4XoJ3ns3KcE97DXSuFjfJY7Il9cu3h7LnmjUYepX35sMohpdFBPu52+e+VLjEMhtMzLgK1VeKDsgK0JTOy8bT/8q1AkaY/M7jVqsOii+b8la+uyffRqha9JfHUAXnoFZQaDEiqtx+RoJ9QF8cR1Ab4cCTKVIQliadeNHI8STKpDURw1pUByEw7fmetOQHE8muMT6RADeDaMcSuLqFanvYUbHR8Xpb5+2tw2Vr3fOYHCAPpbHZB77mbMdh88AMf+I3PfeHvV3qA/lff48dPeFu0AJ2K8fNj6p87DYqDIGFa7YtqY6ZuoOqYgSMKBtMNY/xtSousqgvxqNAJY/bQW/U4gKgVyovCeYbibcLDWgadeeF4eBZIVKldKE/abEV9Le8N1+ux3oWCowf4PIseMwAorZuCx2zJKqY4MLWJSe605KiCiG0fkyChf6gIIqKWkMSScNmR8WnTgYbUCZFBZUgpkRm/P46BawDdMxHUMJa5yDUkvdvOlc+hu4bCga4gy5PPM4gMBBpGqQWtkrf30Qeix8xnmyGvgpnClgu1W0szFHzieIXXzpa4ij9mPGmZTfgfwB5qohXqeUgbMrLFydHJlCd7/uhBUdqM+MERxQyDMDML0YT72UGeT8mxaiXAgsKZHm/GgCkzEgkMEyTcf1CCf90c6HK6d90PzKnErir3q1Oet9K9M7dpw4sFs92qiiaWJ/+Gjzj9SJoIkz5vqZWXG4B3xEHn8ZQZNMzw9NPXcR0/2DxzYK/7o0//vz/98z//y//2ZG8SW7ZFC9D+IbszSzSVlqyyMFBnMXcfs+pnlRDRtw7cBGakLVS1Kt6RFBkK9YyrHnSs7vOEUSDrOh8ugJVyoCqlU/AaWF2VYJ8pCywte0KKBilIWV+/gSzUds4UiKWa3vdtiQ+k/bbaF6wzGiRpADp0gxVIMu92IGtHkJP6GqGGR4/TQcq6wQDUeNR4fwCMmR2Dcdesq70YK5IkkqoWBkpuElQD9UCKbiptoTykCJM/DmR+qEAwSoCaLBDFis1qAFPOc2z3WJhhaCEjHn2UJhXxEpvx2qLCYRbATKI90xBv2AZSjhdeu+k9OysZ2w7fEwMHIG7qEs4HNY1psjHRWA+QLN3n+qt9bvdD94ftVuU9ZJvcT8gSKZ5ngzbJTga43QJnKS/NPbFx9HypDGeNX1XKlqmGPM8CCE5rl5Vg0HxppbepQzwTuQBg+VkoLE9KgWZStMY02v2VuTWnF7LC2+48Q8A3PYYyGNv73UB6pL7e3XLLP/S+7fp3fOSSiy/+wHEfzElgixag/Y34vPxho/NzRTPNhVwGCWjs0K4MUrWMTLJQ3Qwulqg8U3QMQMD7MTkblMW0f1AptITeeEUokm89/kTiJd5bj2xbQb4WgWlNKI/Jdq32RVpH2foVWgDRPFw8RalHQUCuemb8jPKnWidENMpWGSxoq3ng8ZbxNgEM010T9MKTNqWGBM1mlSaxWtYGzqyDl4nHjIwBfv3gUeXH8a6lpkdLVRmV4UzW5bzgc9Pj37NT6QPd32hQrWgwzaoFavZk6BATNMucK2Cr3vElkcPHJDC5cZNSUFWbWeh3ZfyySfkG/HWjY2FTrpdy8GO7t4ZMQSfqEhs42A7fG4MOxj6mY0nVHrkGa4ahkxoSYCWgzEDOtahUVc6XJgStkEF9qxvfNyazt5kvvDDvVN8GX8CXdR/e9j/nrEPX7lg0yYMzCSfc14DjYEJv4IxIQXuybSNeZl2cGAXlEJ6QEk1kXS5QcvqYZp9NAbcM0mXrBs4YiT3ca1/58j/8iwsvuOD3+vr6Hn3xR3Zi2aIFaJJVmP4glufLM+H8Qjx0WQeN12k0B7wz1MZw/e0CjmOh8BEBIjxFFARWitIAUzXBSiXgsa6o6oMpRdylH14uv6l2BoBrVw/1mDXDDM9KixcJXdDW9HArxlTopvOYWrw38MocO6BhlASAyjatm7jRKwDuUG1dpFeMx64lQUsAVfXYyqEa6LJMupkjcevRxI2hmhZ3sip9KFvaTAryYmotmutqqF4mChjltI3yAHBRt0hD2taUUCt4t7Y+3wmc8nSQBopEMRyr7ZPrdFqv1ieBdtj1oHr4st5kAeDMJkx2B/ivCXWauZ58j3Z+XGsGDo7drgk/vLYCVsaXQ2lQBW/WX/etWx+IdU04n3bwlqWtV+i6znYY4Dhm6idntQCiCwCgccPp/ayFkopZFLy4aNrPrGojZA/W5j3bTJECRHgyOsPMFlA4KUinx6U0TCZeNGZp5PZ3NzOKoxv9YjYfEC9kfOY7t9+19LYtW/7L/fd899rFUpNjEQO0VqZjRIaTu/K6N/MFurFQU7arlQIiPGStUJQH3nN0+FJZLqnKIyNRqSGBINpfbaxLyU/MummPeS+L900iBggpT5tJhp8V4xcOO5+SRJCiB516bTAt9eGKVIrD8OIthXugXwvWCwft8tCP0LzndhLo1P03x1Uf3Z+ZNEs11wD7Cum83YryPE0jV49Zyl8C1JmqJ9aGFHXxKGf0nNp+Ot/TcoFT7xHv00qVyvtOwWjt6ppcu9X1ogJcT/LAomEm6YP99Qdcp43YhVs2SQcWamyTbs61ZFBAbsW14Hjw/qE+rJqgBWgBdFtuFAwAbdcA43s4f3NVOsNI1r8fOARsSVGfacgMyqgeGwyGajoLAcShL9b4c9tLIk1jlxw/g0dLehsGHXXIbQXYR9drhiKDv6l6xnY92VERufP+1IXWw5GAoknsbH2rsdwh0/MeMnpkq9Wc0niaFz4rM8w0YyUF6jIlaMBsvIftK+1/OJ8ZxcE63SiLFwPOZhRxuvVv/u7qf/EzP/t/+pf/9kVv6ASyRQvQvbMDHfc33B46TNJEFyqWZPWgMWowWPAPXS+BNTweeWg94O7Ze4cU9pdqaiGSj2rBakEP1bQ/mtRCGKqK12mJI5T6lNoVLU1mANAnAvViJUY1FbuthZVamfxtYMJDj7wM/axVUhOPnNKjQ0VVNS1OVHjD5hlLjeQQ/Md7XLFqRDql3HfP7RQ1D1pq623np/Ye2KnbTH1f6BurHwKwCL0zeVgCZ/CsSO4YwJiyy3WErlmt3VvEy9/fCPUhqn5aeofMVvCY4X0FZId18LP0bTrFbNio1AMBTcCZ7Ug2X3W5q+aUPG0LZ82gSjEnDJmk9DF0S4Oy5CmRBIonmxfUhGRB+u3RFZ1jsJKrPbN1kdWZkkcCk4mqh/Xgk0niAcQ5rx0HCs05FIh0j/H75RoancXAMtnc5mde24TykEJYIsVsRw+4W4DQFqLMqDD4SHW6oK4hASUJLWbOhaCtBulIv6Z4WAc4lyyW5p2zXH+3D4ftR2wuUx/BegZiM1uzVN1hr6FiFuh88j0bM+ad2/6n+9P/+pn/49JLL73Zz6J3vWwbf41s0QL0rid3fYebEY+k6cZlGQB94ZY3atlD71V0ozvshsFjg9PEi6qEDh8mp+MBhOIgrRt+tzmZBbqjInItPFdAV5MntkQuOZvRDidQFNoXsCcCptVBRl+8bFBTn20aCJdtSgu8MnrhkWRC4R0taZrHdQFkaySLkWyBZ5Yuw5qTBQQAWkKv+P9oRsBzNx1keVpprimNVgGzxu4dUf0AVYBAquhP6GJa91hjTIr/S7ZjOCYkdnDkM6E2BqqM0Y1nCYDiMZu80BQjDHTQR1/7+h1SzlV03a0pVyEzMQRle/xrqtPh2TIAoR0X73qoVrQHG14n3b8VJOsikdu2+wlJH9e2XnodKKjE9yFNX7duF9oFr30iVAxkIOR6Tod7gmszut7p9znTDN9lM1IvNvt4ZOtWv967ZX3om/Hxe0RLLx1vxjUFvQjQuq7cbrnVlXHJc1Oxdb2WB3FtzzUj93lH89XU8FaOM+1agTrrqCmd2T95oe4og7N8NgHmH3/Pj0pHblpZDS6ff3+xn2AwuOZ0Oa/5u2N5dQiQ7n9k27b/eMnFF//IcZ3YCWyLFqD/+q//GmqNkPgG7h48Z/lCPQDTKqfZTPsSFWYeNKniVjDfklUefvghAWWr74y3CLcMkHz5K18STxAOWh427yn1hCml8JgjRclRm9pnmaYF10MwETBiei9JA5Y1yEMfp7VOgmmmCpHKaU5BG+9Z+tkF4BBKIieFXMFfACvw4njO/VkeE2JmprM4QAjYU2/ag+lE/pxM+6mNYUE7+ucJj5r3hnPQc7Qee6R1c55y7ACy/0PVFhVRVNh0XtpQTTajksS8+4kkMQXOveKeFw8Tb1MGuepK2T+ZkLTwArTxYuFwtTmrDgQkDKE2wRuHZuG68veuse1+lvOcbLOoO60eM5JJaACK6LM+ZnWh7dpQAsBmLNToxnvGc9/X2BWTkRhkpcu6UCqZtEfT4G9Ttotk0IpkSX0QD8yPPEwJ15qLSLcA/wzPy30MxYF6A0UNWXs4I2bVwGPLgENXmMY+qa/xUk1nn8Fz5jCt4l7S8TWV35WNAeXnfvFnJcD5qU/9FzeSAKxZGZjnW26vB0vboKHA//fJP7zxtz72u5tWrFhxUrW4KtuiBWiCBDf96af2e295g476/ovkjQ5+oxOcjyblHUn15ubuT/Sk0BmmtOChB4x7AqeIJ4hSwcqMAurTErDLYj9BzN43CgJ5moGcTp2z+BpA6A9BPe0cojU7ZkPWmtWvkLZP6HQzLXyEWqQdKtqZAgUDbJUPr8ZGspZ5iCn33Yx8daVFSnhLvHcdICoCjnj+WbXPHRRvv0coD6tyZ8Wd2GQ7f0F4dkDPOl0DpBIIDceGGYfLwIHkTjqer66Gqnw6iMEXr11XiQFMgnvSz3CPbtOCpXKNh8/xHvIdbrSmVIjVVRGOJVxnK9hknDXJNgQROQYa95qHbAWpMAZSgpV5KInKYCTV40LLMbYF5YTR1qrWqkoda8s8tcApHjf3hHRvaVFZT71+HABJ8z5GlgrgR10N1CFSzMsDEl2zpX5GnBVm4X8d8K12dNkAtjldhqx+s3Nz3ivojrCXLPH40eeX5Hfsl9oc5ulfsOFcf53W/9ZP/9TPnPWd79z7A63W02uIEZk3/GKt/Fk497+/9bNffOcN7//l6hnVW1/0hl9jW7QAjY2HHmV2M/ElLsxBF0YjTsx63onMa5VqYnkoePBGN2YyLbVSn1bLWAJjG0cEEPGWjXuEVtD2V3WRbeEl85BrVmGQ3IV0bpPV7R17wvWMFEkpVqsDD5jtW8fq2lAeKIdK9IYteWVF8G4BBabnJK1IP7tEjsd2mb7DBcON2wDCecwGCsU6cq8JzVlJT2aZ7S964E65cirOQQExezAAJ0DIccamAlK/RPsbkvaMZyvf2eQhPYchrYNtvO7+xjbh6uV6t54WjxRwVmqoJoAB92vcOKBIIg37sW4yMsMAVY484YZXrJHjf25qUIKttLWarWo/SBuEjZrAU4dq4XsD1G0wMroFQ+/MoNui7YtfdOFGlRNq1/CKKDe+cMst7rIrrtNBnJ59t33JXX/92+M9ZwNiNzPQIxZCduUv/ML/IvEV1B/tJABeW66/B1eeIfUw4HvN8F6xmOSSALLIUvPuDnyWtKVKg4gqy0vdfp2Zaj30ltv8hhF347vfI9JVP3t4cKLV+s3Nmzcf/vVf/Y2P/dIHP/C/VUfPdINuHiuPCAtZsi4zjD+56aaz14+e+85rr/3BUwB9ItpVV1114Eu3/IO/STXbqDyVKltvVtyWZA5iFoQh4QQKwoXWVVAg4bX0RAAAIABJREFU6jGr50aCiqW08lBDRfCwApJGkWjx/qdC2vVsADWteYBSCYBct04TRzTTT9OCzQyMLYFFizG1OhQZllgCaJmCwt6T8xoqalGYpzwSJGB45wTJKtVa/IzJwvhbj28kKhiUQ9fBw6reaW8+BQcGn1oAoYrw5ppsw7rSlsrPKminZQAOv0zjVlWgSK6k1vwIwTx+pJvMUC3WFlk7pCQm15rSohQ/IlBXqwZPNARWU8qDmt1QVeduepPb7s+XQYuByGY5AIt5y0p5qLKEfewLsyIJlHpvG9BmMKB0K/w7ah/SxVPKg3UYJDBukUuvuEK86EZVW0vB++N500y1XFI0NWtjpdfeua94YP/Yb/9HuRbsAxmoNU41o4v3N7/6DVcfGdb7OICzmdTicD0BmHvkx/ZO/qQTXFTNcxaTyOdqoE29AcdcZA8qF/0L//rnxNv3391W/70/tnxo6PsnJia+fcGWLZ9+//t/8sP+GPsl9rNQJbP59X/zrotnfvNNf/6Biy++8vcHBwdPSqpjUQP0uRvOf9hP0d6VPUfOflKW8Rhp34j6udlRYuzc8ZB4O1r/+Cl54AAX4TD3qGeEaqDnsiwkRPip7bD/yRXIW8I/F9uWhA6nniy2hq4moYccNi4KA/WWLaXb3otyrBB8qoQMQ9UgN0Wni1mJTgaKNIAoaeHWrNb1KrXgD85Sjg042xZwzDQDr5LpuVlA0rThgBfbMLUFySPZ+YVXjmmn8EOyRQN46WkolfWed9V6LaalD6xWb9yUHCw/NLUnctomG8R7fW6q5QGz4u6/T9tvSc89qdfdjMkp/RZkJZnGf1cXn3+1yiE9ODO4mU6cBgNcP7ZpjRKIKaAC0RKmu4QOGR2pSvEjzhcVSD1w5RhcNQMSSherapdSHpaYc9cdt7v1o2+QY9wbsg/b+azbvesxoS3kui9QkUIG4PZ0lCXiNNDhh0AkXrTRHPDOFAhrNfYJaG7Kzu+6PTzr5qGid2R5gOhJtCFdlSWu0DyX63FgdT9A/9bHPmHyvy2rVp6xxXv0P54OFJKc0l76vYHw8ZjfHs/yk08++UHvsf/iy7vxV8cWNUAvr1Z3Da87O75GUksgZaFUb26WlbWzpFU8wEyDWPM+md7ygJunJfWgZ/MQUGw5K0aOymKXf/isdjBBQpGV0QE6D1xzS2t00LNQih35hwMddcVVC/VBKOhvZSIto04SXVKeMjw51vbJLLbdwuMZP+D3v07SrNkm6cpDtaMR/LTSXZFObhrhwnttitqiFkBUsxprMavOqATjxtkeoKTp3oVkD5M6zjMN4cytHgjblEYCHiDtvN34VKQqJOjKTGM2c/vbzViLm2uPN8pxiMIjaJTRGXPNAd12vk3qYzRaY1LoSWSNSCLH98QgHbtjMMBzZn/EFGzgoH43/PfDD3zbnZatjtw0AxIZmNIEYb9eH9K7p0NaOJQK50OWoAyAmXrP7E/kf+F75H3xfKWgfQGUZeP7mS25roDzH3z8E+7uu74t8jaNQWgFOZPs8RoFk3W/NuO1PQusSrxAdfypEjtICs17Drsvg/N8ttRf596wOQYNnKSn9uyVsqN2KqiIhIN+uQE62MGD4/96yZILf+mFF16YpzzeiWuLGqD7Xe9TFhixbhIjo2dL2/d2mLqpZR1/sy5qjrQwEIVs7IbX4vd5VGXgTTNVZVqe50XigEzrR4pklLyVxRRtHkJTfEipyyGJckkltp4gWMJjlkL5Up+jLWqKaiWLHbMJWErH6fFGCFbmUZ8sGXw9rgDcqWfdgRDwQphgNabFZnOhADjXkfUjsaqcaY0xvEFAFHAVcM6Puj0HlMYxysMoFuPUNftOp9Z7x5vigUvZ1OBV44ESkJNmB+H6m5pDBqVsUK6z6MCddi/BANt24H7TVlysXzm96iaeKWR6+8a1brApWDRVPYs6a64TtT4YXAgSohYxD55zt0qA0ips6ZAEMzlPzoVrqRrq0EDY/yaJBo+e+iy3fuEWUfZAeaj2Ou9IcuFv5IXMqvCAoXtElTOfBx3UPATgbIC++aabxekAkLXRq1JWkkV76KAbe2I60iIEElOTNO+ErtCvOu/woGe6lC2dz7oVTDripAWF/G0BzCwGw8N+X2Y9dGo8//4e/e7JCM7Yogboo6f17Ob3vfd/WygOTJrILj/DtQ/sdZ0qjqCcIJhS04AidYvh9uAV0cT2J+3kzSMEGGkAy3vWzcSSGfK8AHWdFudRPmfrkurdllrSoeJbTUuH8p4FzLTdUkXohlYzj/vHi7Ped5h4z9TM8K7ajp1jMgDgnaDzhQ5I1SGSDp1QByRhQEEYf20etXUJ5zowhVfqwQlA4sVapxdLI9cU45oMVK0gMNYGq+otGsBj2+4uKBs4dcDeGtmmbZ8k+5LPeo+37W9Z7aSiwVr2x8wBQOZYHn74DqmVYgFClo2OjMh143N41pUwLlnNbJPomZpFapH45ShK0HTTKQcai+2yzsTkrvDdZyEdn6xEvd4mw0Qnn1IvmkCkWZ9fvu0WmZlhBw9sjzVSyPI0XXw3s0BtCuDU4pAyrgk4jkFdEVd4uiX9Ay+4YMsc7hl7/rlpP0BMzClX+r2a7ZuBgHsm+x6LhuIstQ8cfFlBGmCWGYM/7/Xrh08FCU9E27lz525+S+pzX5hiP+ciFdHNEOHjYRPZ/su/+gv5ou3mvmDLFgFrHsRIM4jzXY1OuEnMMO0t2BPBGEd4Ji/4Wd6fzV3kk1neatsDmEdFBx048MBHRqoRzNi/VYWLAT/nIsjIqU6R+Vg8LEKtzGrG2o7HG7G2caPRFqBXWZ4OLFYrRK5JAEuCopZiXgmDgnlbVt7TOpljDBjm0Vsp0jwv2mhxLdvCv1eiXNHqYMCR3/fwowKKtk3A2WSOLlO1A9fo+aON2HLMeknqYKQyQrx0y+Qjs5PBiMGFwdKUNgT5Gg0dUAj+cTwcXzV454CtxQZspsA5QzvRbGF8fIf/5DNyvJaMxKBhzRosg5LBAg5avqtceX2+g7Rs6PEYp2ezQkufTusya9p3JjrpSuJYpIaE7qWC85zjCjJR2affPtXyiu9jYcOjf7lBGjvttMFbXraNvsq2qAHa3xizHlyf9R706bHfWmggK894vGdSqsMCiG0/dXzMbfcrfvmr3+jYLtXBVq08Q26mFMBJHED9AS2hFeD89ob0M9LiKHehY0nxwBieGkDN5oXGWbtAq7RuxXoXPV5bVwKEM04AezKoISRlPGTwiUZ6Oo8lQNuJR4/tD4AEGJKmLUHBWd3ew3c+JWBD6c1t25vizccBIwwwcPGq6W4KmIkUMVsm26qGzMOZQKc88vBDAp6SwNFuygAhf+ftBPRroTTqqEjl0AZLH0G/Pdp0pV3F2e8jD+8QbbpQHq2nxTu2JJKY6i5FjbQOMss3rz9Hjs/eB5w5RjIH8eC5vnTPQVnBdwjlMSmp63Wp0SEDcGvKb0OvgdXmoENM2pZM9Ob++4E+wUPnPWYheOXGW2shrYpQXFZt7njN0rLRQG/zIFuXWi/U/Wbw2SDSOrL12CbrlI2AYvNQJ59tZUvLNl/jWFu3CA46Sc5a6p8jlFPrzzlPlnNuBa04v8FNk0xTpiXLZt5xeVk3e9Nlm5/s7++H4lh45yeoLWqAvuSSS448vPWerZVK7epys9jOAX0u1WF/i5OclZfncjNZEIUHQSoTQPX1ZQH81YsYXDbQFcipKY0R5II6UA87ixmD2Iqg0KhYoKaqAB6nxEGRYd60gY5RHlAlZhLwGq6Kh9MOact4tGzjgJ9eahfuzO0NldoIkkkbqUYjZvuZN0wAEY/R6pDAaRswQn00PUjhbUP7AHL7xrV+hhxH7j3kSW1sYGCGEXBbPtgSsJVC/DzmzArCOdO1u13RAOkGD+DQF2yT+iciG/QAbvEC6//H8T5y5z0CnpwrAwqzGSv4hKFZ5vrjycK/U8sbcJauKuF6joTu41r9bsRNu6bb9fAu9e65huN7hP/mfPCcobNYt+VnL2zbmt0yyDFoIsHDTPeO7O94dL4qoSzuXTxOvQ81tVtux9lpCcRRuZGu3HDTBAjnmOxP67kYZcLxzHV0LT6TxGk6/ZnIYdtzAu8sslZ/DJaSTvbulB8QCBjmUsVjrkct1BDZkKOBOy4BcQrCC9UUMeN5W7f+/G+erPwztqgBGluxqn6nv0munjqkAM19qfjVbcqVehTl9ztv0rmgXfyt7/mpbTuX5IGn9ug0t/U5PQYeCkwke8urwokbiF9zzRUC3gA302cBncAJ93uwnkn2M9CvHUbSOhyy58RLNj7ZiinpekWNaQxwluPpV7CfDYkgso4HKdQVEuALSTmsv2Gj9pSTNPIQbIwe9VQusjF6OLpQA2NFdUToAuk247d54IBuZ2S91jUhSMdxTYQMSDqDS1ByvBmTQHbtfMqDchaKSOl+AT/ZpixTAI9F9v3AcO2br5CAZDs/HDMa4e61ZVdN5JSYaJep9UEgCy6qJ5POL5I1ekDlgSg57Fq/84YbQzstJ0oQ5JKkfjOToJECpU6RaAL2zdYuqW1CcIMBD48cEDden8EQFYMF8xY0qXMxIBQccZJ2EpQeObvqxp7sXH0+aoH9ce/VaxVnDVjL1F+5slys1Zy0qOLvZrtohiHXPYw13Pv7GkUjAwbT3q7PXWFKDz0dAfh4gHg+wxHyA+JJXTBp8QN0ddVRwI+IdmpztdAlt6BjmS1foEDCApZlWazf0WGHVYO67+nxKFe67atf1PoQisrSHaNaOzN64OZ9G4BbAX3jeOnk0TNbizSEcM4JiMsi4cYVvPVHz9mCb/js5i1jqn/ukZRk1WAXHcMB1IMHGrG5Ad4kSR2AMw884DgQZGXT40U9adKv+Yx24UYe1+c9/HqseQ01IEHJ1ZoC3lM54Pq9xx7rbYRjpga31YMGwCmGb3VB5Ph7hl1lSAcjAFGoGn98lniElJJzhmbAUMowkBEwtTZlDDbsw5oTYNajkesM4Ob5mIAzMwD2xffyzne9P9BUet3Yz1133CPXRjz/qR1yzMxEpNocg2i3Wy+9l0J3FK6tJV5RrbBWq8uyYT9LQqmkCg0n9085QAjfLQkqlhkYsgzzvNJx99MvsMNKRZW4J1xoJ4eVJwEi3ZMWW52JLQsFESWQ7K8nnvNLAWds/egb9ldOq/2Pl7SR19gWPUAPe9Dgi1YOTL1g/kUfPdZ4MmmuUpbjp3pQ514sOC9ofXqripdT7bZCLjcrVMWYP/Z77/q2TA/tZlfFRFG7A6VKtb5K/u5GqQyf0SdSMS0EpB6dtYPC8MgxAFHqN88UKeFSta7VjAEy45ethRabgN4gExAmVdLCI4XSEI/VaiYLZ0sLq1mVKk47gGZQKuVBFRinjSc+XQ3NCPx2ayF13QmnvUMGKbaDZpqiVXjLeL4cm1WHkzrXVS24zzaZDUCvaCbibOTxhaLy3wFp12S9mc6a3oEALR1pWm0FcagAU9CgzECxIqVM/SwAcLZSsLtCw1ptmLvDLe8/Kjroen3YjY/tEYqEGQByPOGDMze3dGdi0gQ9OMyqjde1Ws1pf75jsZYLySrN0LKMtlhdLU+yB3tLQcQFgujp+1ne03GcUHpFLZC8o05HQRUuZIXuGqpj5aUvHqC59zdsOP9D2enZ3S96IyeALXqApr07X9a99z/opD4Ao33go1ctO0O9hOAZNCNYvwJg/FKtzxIGsuRGL+54poa7Wn6KvkvVADJd/qrVlq7O4cOxskdummup79yTxQceANSGrbo/VYNo89eZkL2QuSzKwDBTZ+A1Qg+InnmmqP8h1qMDBUB8uN2Mqg+cU0tRZ5vSgWV9LSYIsXuOV1fQQUyOqUePFU6cbcKTM8uon68dcPCIOb/phBbgM+MN1U23W225Fqg8MAvSWjEk3ifIx48Ggou0dwJ/WtBK0/h5b/ujt8l60nndzwb43IX1eiKVVNklnbnTAhjdyo1mYVblJ1NJckkeddFWxF9MAuFuXspEeN1jgXA3Sz9j3rQF38N+i5mpfrfFv91qR+YdBcp6s06HiH6LXfnz4zDqfixfvvyhF/XhE8gWPUB7YPpUffWKzf5mvlGmx+HmxssAsMjX565hurgqBDSYbqY1bwtv+gQE7mBGo5Q9cdVit+TH6h7bg0I2V5EwkIkyhei/WRnATWLYTjTcldnE4+4J3rhU5q917Mz0CZZKXAQ0MwHj2STJBrAUSqBC8MsJYJLejRHonAgBNyvUZHSO0Q98llkCNAqBSkAQrzxtVsDn7r/nHlHdmEJlx86Gu+yaK/Scwnet+uuWSBbxmLkGbNcq4llJWtNuzwbvniAhgwO0j/VhxNuPgdtMO+dApRyPxC4NOg8n9ZDld2jrxr081hgX6kIVoNWu+mcegtj/j5owwRPW2+Clx9M6QDpLG852xkf0vDRoyP9lfppzYWMvhupYt/as8d/7vd977KMf/eiLO4kTxBY9QPsb+0n/EG4zgDZjKsZ/z7R1amYBEm5cgnZOQJolKe1xYlp8uBhU0q4Yh4OypGRxjb5Oj+WpA4+7Z/Y97vKgSFIA7/To0mtIxbThM4ajlwMY4Lmk/LimUXuwhSufLXTWut12UffDGdiH1G9JL1eZXOpNo+hIGxjoZytRemdV66A33vymzfI+ig886krWFvoBkEdiCN2g/HFbGu5KWdFcG8dibHPbQ/fIAEXJULYDSCMPxPCsUav0+P9oMIu3zOWx0rMMNFooKpMCVBacZNB45KHvyHZRonDdvhmknF2pjUwTrZnxSVnNQPoicpMUaQ/aqDnGcp1h0AaLeh2bRueCM4NBR9GwcrH+9HUC1hYwLDd1lbuBprP8LpctTVea9zHqkIB0fIj7ZPu2xzqkd8drfja2dTH0JVz0AI0ND5/d/Y1wPwlYtztVGvoMlORFx2spUJZB86Xa4dKxwGPbPvgJ7+d9yIezOZ8DfCNo+2V5nxKFLCuYE92mAHXgDjObVr9Q7B/elCDn0bEHZfOmUtFaEANCrYzUh6MXlAK4FBaqah2PrFb1XpZ3w7N+KdMJ36uUiu5HqJMQnJTSp3lBEZiZRBHPGDCcDQXy9XQq0rjAChhxUlaPmb6ABPxI/Z6YfEJAtpKAxeaLLpLfaTq7ZSjWpO3ZU0JRXHXVVdI4+JFHH5DloxdvknOJ8jw/YOB5bz5f6R54bozBhYpz1k+y260m3nOfzuycdx7W24B4xQbRM+NJMFg2St6pxSNSg96Y0zkbL1q+3J6uHvScPoGpiiN9/SKMQ0Y33RuUT/bEFdRHZxu647WhavU7L/qgTiB7XQD02tWrZ6pZ8YWrlQOAxWvxqJ1Nc1+i9/xygnO6TQPq8u9gWUetkfQNJyUkBcBFClsAd+rqmBedSl+7eeMYU1OSQSrDxbkeJcDZGu9oakrCD7QIa5FoYfJCLFWpYFAPRqmoqkVpFCJlwom3XfwtcsMeVwB3AuBp8SYpnyqKFi36LwFH5HmBVukLtHYtlJQFPEmVx/M3oKVBgTX0ZQBAgUECjpUiNXDfvn17KChVcXffTZzqbnfDO39Y9rtrt3YKp48hgwOa4aLPYeeMhY7cIqnzXvJjOx9xtTBQQmtQlH4O2CbGNTX6xKgOU3d0gHEXYI4USLBuoG7WzXtOVVJzOPWSz3PEz5iOhMUFFV88p8wOUurtWMa59vX1nQLok8Uqy5Z9fGTzG36T6VJ3XWgqxrdFzLdfJO/8SoByuu2yF/09mHnCSUwqMfWkaWOULQGkO8/fQFvWKU0ey8sMtOfuQr0kKTYVylzaA/yNu77YcWomPURaJl2s69WoSjAwNyC3AKAFIY1KSWkUfqWBTMzS0pXDV815O6Qmq+SLY2zJZ6y/ItdHCzHtEhkZ/SMxQJyEG6k6OKl1PFj2Yz/2z0K1w0w00dyCKiW8TTr3dAsKxuMLWa1kAwLil1/6Rvfzv/hBUY1QYAkA1kSpjksc5XhmZZ5bY7s9Be9cAulu4NwB2vN427I5KI8YMOQ6pjI7brzSjZE6AVlxDqlRT+f97//JY/L13BfMZo4cOfKPvb29C657MtjrAqBrtdrkrV/423t/49f/zeXzr5XcNOINZKX3TiAeer4BYB7gzuP6+RzWJuWEZY0XdD373XV7XZi9bsuO11JVSgrqnQCfS02NXWO7I3CbSsEK9DDNJ2NNAr8JrTIHyIfkQ5r8E7xm6RgOtRK+eqEcyJ5MjsDaOWUhKCg9Bf16Rn8Ad1bgCo9c19UkoRpNgP32CdQiucMAciiWjkEw77weWIuAauVst2nkfJmFvO2H3i6cONX3CJ7iSUN/0HHdyrfWz5yrfrCsPIA2c9NxflgODpa959TkPQrxl+mNoOYwbbW9BqSbh5S8kHlQXpT97+YszTdYsfyWW/7BXbj5vO4rBOO79t/x4wMDA3tO1vTu1F4XAE2qZ2PP2KfqtdrlB5rtWJ92rhVetPJuebL8tbe5MqWS4fEumXuswidDaeT6vqxhG3oJ3virbaY2KXvmnAEZdUDA7NNFLzyscleQGXL+HrzxwMv6cFOorBw8XXTcqDwqAcDRpUTgDlSKfREDs1nkye16CogH3t7qOpsu29ZBL02SBwoPuO8UlMuYdTRXICO7joQlgn8U8aJqHrLEx3c+JtP/A81lbuzJlnxeJHdlbXOwAngT3rgUGJwPnKl+J8Dc4buoCkQ2k+zTgofN0FFcrFr2no95R3eYabvnMwYgvs/a0NDWkzm9O7XXBUBjlcHa537nP/2nn/+NX/+lK3TaWr4xiptF0sH9TdqZbVjmsF9lOxzUpGWKI/GmFRtMc6oei/F5Qm0YeEd6z7/fp+9Z8PCleMKvlSluFwhnAG7nkzsP3t6Ly6b8VHn/uGRrWnsmMwKbWQ3ZZSb1Mhigjfc0L5wqdMaJkzQDxqXVQc37Nm7c6JKeEPybjXRKReqsYN+88+tzzifiWTUrvkcPgswI3nnDO9yX7/qG+5P/+hn3K7/6G8J/c3y3feqLOhvyAL6qtkY6W5cNkBcP+LlQ45mZYtJnMCvrnP3ruL4A8+zcAOGc76G0vJ3MDlq2p2TmlnWvy9F9407yGaB5umUaUu/aD1y7Vp555u8ce4Mnh71uALparU5uGB19+2c+8+dfvvOOL132+x//oziya5Q84SUleNYjHld8HQH8NaI7UlqjTHEEwE5VG3LTG6iXTIGrUG90gnPKx5883nU36wh0mkKCYOYLSp9U3cDcz+R5KE+aS1BO7KudnUPwzgHoVevWdhTCsgCnZG164EQeSDXAntmsY/t45Bjp5XCqyaEpOIdLHz3P8HGhMjxY1mt1Aahbb/0b96Uv/b0cr/Hq2r270r19FOC6rPNbtSObrwSvetM9xedl5c51F/KD56csCmchz+w+nce7DtdjqdMBiwSWK697syhYyiC9fmTkm6eddtq35jmck85eNwCNDQ0NtTwYv++Gd73vxzZddNGPj+186hI6KdNuyIIP3Pg6nVwlyDyeT/p7vZOT1g7G2AkCYF0AO8rsTIJnywy4zZvuM2lXAGt7rheKXJ2MxvksOb7TmlsIi8uUd0xcKPjU3FkoVHq+WiT8WFLJcH1V15R704lTTAnQTfeWKu3S/o+YZILSKcWDNKnQ/EhvyLSGh9OmFFjqZRr/jDcseFfWLC8Q9FsweaWLxC6V5eVBm30sEzjuJOA733Sq9uBdSWDpAs5c3+XLl//Jce3wJLHXFUBj/f39u/zPx/7+E1/+nY985CNvsuVLjhy59FB7ptqcbL6l2WxKGvOevU9dMTa2czngbW2wsCxydJncoHNu9mBW++NVB/K+ZNJo4G3LgvY5HWLkmTicruMUzMp0R1kD1tVOsMErsZdC35RVKQt5htoObdwDaKE4kG4jrgBxAppYsxQDmC/Nu1Yrdm5AnRolRskWleqIIdMQi+U6hbebjQWOZLsJvSH2XK7LjM6QN7sAd5dlRpGk4Iz3DeVi534sK54WDWZnWXff3BJYrn3zmzqWEwi+77777rzuuuuOua+TxV53AG0WsoyKqZCfFlW911NdUY2NV2dmZkZ7e3vX2io9PT0rDz379Cd3jY0NU1chbXOfeuA8DGRrAeTyQLhKh060PZ9G+dWwvk7GLwXy+DiEYKN61AGUsxBs7NhYt8HnxAPmV8JSRy+3f/LO5JkITFnxXi6BgnxOsfxuZttatXKteM37Go+4NfUR7drNTMeUE8sySQiaOqIUSzd6o2X1R0rORIdzUQ4s5qVAYjdP2pJc3NyEFmqklOV+dl4dgJ1cioJ2lH/nfDadXdDuy1QdzFJG15+79YILLji6GNQbZq9bgD4ew9v2vzrqydaq9b+99OJ6x3r+gfmQv2He22yOu/3jTdHATk+1V3rvW0qilT1wUnSF20seAHtQXkvw7lB3hcBh5Kk5pCUuJquclMHEVygImmJJBRlZpgFB85hTr1jAKbdArusY45YGj3G24/vPhOcmmWVNIp3jPsmlBVfI6MxaAuSp99yxcmoB2Mszv+PXU7g5yo852YZOU84tmzM17RwzHfXtyUaPfSQpzeRnuulz1V/tv2OxqDfMTgH0y2CVSuUT/FA5b3RUl3nQxvP+xclQoWjC36yTrdb7PXiPSnJC4L6xbt63AXgB3K8CaJfS0q1DzHw1PeYbSE5WNcjx2NxJd2kWYQ5zlnUOeOHDljFYvnKAMpcf2DPv0oAaAALkoTnGxhoR1LRYf9herkDerTOL1N6w0qC9lTleNB/B6c6DqiM7Vur2Au8zQLC/H3zb97uf/cDPhkp9nfd4K5RD5Zw4h3IANt26Jgy5eJ5HnXYKN2NbDBAEDmtZLSlTuDjsFEC/QuYBm15EH7GGncNr1rjbb7/9o+edu7kjvWn9+vWXHnjmmd+fbtNGimL1B9zE/n1LG08fvJj34429j7TpydC94hUC675qSCIIZSLDTLlQhwQwOhwoj3k8nXI/QkFCAAANZ0lEQVTFspfNXiqd/0IWg6OFYsWVNmoImxeusXEYgEVerD9X+VIAuHRDT+QZqRQwi251aNAb9pOXKJK4rm3Z9MZsu61SOVLFtfaJriXFk7opOEwi1yVeElcvURy5JZ6ktaMXqNUhTsXSqgwUN9zwo3923nnn/bmtMzMzc1Z+uLXx8DRZlJPXeu/3tObkM8MTTzfONkflO7ffJcdvfHqeG6ev50+ZADt/M4C+2Wi5Sy654tmhbGDP3BM/ue0UQL+Kdt111z3vfz1fWvyt4Xr9Sufq0ft+4oknsnXr1v2gvJiZcah1D01OfvimP/vj67mJxw9qZPzl96oTuVNf4Jz7ApAYyZobzWHLwicOl1PDO9E01WTH975XwD2edYPnGlfN84SWyWWwyW1ZdNzSYwu6cJaGpJNc6mVmrtaXhbTxTH4ANiCNztUx+SnXa9QThq92uGapPKNoupCHMqu6HE+Sab+BNK9XbTxDsgQle7HdnJP5aY1mBci9K9zRFTt40zHxpIvnLNswgA4edJ6sa161pYXnIZCYlwKNtg+ciH/54//cnX322b/W29v7jO1rYGBAfiiHi7OCPfDAA0sveeMVS1etWrWF+I77NRfv98Mzh39zotW4jKqDFKQqq61S+6mf/il3+SVX/8KSSv9/m/PmSW6nAPoEtHPOOYdn5O/lBTe2/7V06dK9H/zgr579pjdd9cY//7ObP7Jz16N9otMu8djd23i9SEsCivGvjl+FB50nCpA0TbxIFkmPJe/49bJanuwpNBxwNhOIi+d6/pkNdkbpZFl0om1wEcVFkIIJ+IbPUOinNxkW8PRom2X1PKJcrkSFGJAbIAPOqephuK7eKMWCUH3ANafes5nosmtdW/KIR2qgmgJyep8YxSHWTZFkYB3WdX3FOjL2JJmHGzef52541/tuWb58+YFjBeto6hwuX1HYKNzvk5OTXz9r3caRc85esuGKwxe7hVrq9vX1QSme1J1T5rNTAH2SmAfoB/l5y1t+4PMbNpx3y9e+8vnP3HnnvZelvPWgv7XTh4Uec2IdAUh7QF8edCz8yWABqHObwr/wSqBwagaMc93xqDqJpVJdlArGBB0D626JQJlW3WsfzqNqo5gz5BF4XfL6qNPcv6jYMN88T+YbGaX0jfdQb9qShwreWgsjQW3JfmraWqubUSTK6o9EM+85ZA3mHSqilEnXv1OQ7tZgPAX1OYCeV6LM7sP/66//wRlnnPGrLzVYV6/XOfBH5KdScd0T1wsbHBx8Kbs7Ye0UQJ+Etnbt2n9837t/6p9tPPf7HrNUYVOKSKqY08DSYJzthkajluILj9irTQry4IG3XyS3PV+83TzQ6HF3pJMrcKVZjNhLCixGLEw45LRWtnMdrErcV3hfwRYOvlXQOC9AURRnWKlA9DYT0K4mdcN1373hUAqfM/zyXvVsqyXLR2t1SSbRRsbZHO+X7wSdM9+ndEhJ9xDSuc3wnvW4upg/uPxguxQY7DaYFSBdvE4vajYHtDte97Xletx4408e9Pfm/7XYlBSvpZ0C6JPUPv+lL+16xzveUb/s8suHe3t7zz/cPlxvTU6cPz0z6Zot+vxNVMbHD/xEPt08rSNTkmBj3oqpvZZcoK8tCNM9mDT3AT6GdQQSi2l+BEnDL6tNrQdUvOGORxFiG8mL16VFBbXhJMe7M01H1+ioIBf+brda4XBsvaa/dsErD8G9dq+CO121iw7EdFCpdtJCuIC5+M1SSP+7DzwknyexpOFBmN9mcp399QfAkapRE9oOr2WJJ8GgQmLSSodrm9R+PtouzZhKFFOWvkivnc0civWLWUC6nqMUKBTcL1YqlUWnpHgt7RRAn6T23ve+F8XRePh5ED56eBnBlzVxnaNHj/7dkfyIPL1He3N35Dme4fYa/9C/sdVsXoleOyTbIJ49Kw3AAORR7hcskwJ/yLW6Jd5gJYohfZE0vY2/o0AiYWdLCpC0BnXxOovOndatnu8qFfRCPKJIEwQvPuGjRXHTTjCuah5yVdat9BW8tDPZYYjwtdvNIsmCY6K+UFVPR8qgUuDfb4P6HWZnrdsg17fmtw+AppnOVk6gWq3K9W20GnO4Z9lXlsjrSuqNOVXpArrGgSv8vVAn8bmCHB1iCZjS7oyaGDfc8E8+e/bZ5/2yv37PdNnEKXsJdgqgF7F5z/pvepeZqk9Brer/q9c7E22Ipm8+f/PvNyebg3hsVGCbabfdROvAdRPP7FufeuDUjlCeO4t1g7NIpWQu6m1T6wrmWF7Iz5JWXeGtYpuuDMKJl5zyyPauAV1UlqSbiv57WLf4Gw85T3iZ4u/Eozde2ulvlaY1O4ptyXrxeHOph2wiDtEJe8/WjpkAHtuQTL8QgyxL7VKdsBktxbBarQu9ES6ybNu5CP526dLrVCzqBs9Z57u5dni58d3vcRdcuOX24fpZj5z/hjf87e/+7u9+7aMfvXSRKt9fWzsF0KfMoum/XB+od4C398B/YGZmRvLeZ6Q0Z07T1Rv27Bn7kUNTUwcf2br1qAfuM3kfj1ss4JQ1Jn0+gDkGdSKycJNuHS2OoW0erS1IY38uSUN3nSt0AGM5CaNvLkfeofAIANy1FeDhAtE6PHC/vO2yCN4VUzSUNMQK5MWx6t+ZNNgd3/qgAPQc+Vs4526A3M04guG072DJi44JKAsyUjZQqcdvg4SdQxbKr7797f/UXXXZZrdu5I0T9eH6fUt6l3ywr6/vMdY72Ttnn8h2CqBP2bzmPfCviXbVqY4VO3hw581XXnnN2ZOTk43zzt185GxvPT09pz///PM/MtlqnYv3TQru1FTL7d//zMX5dPO8sgf+/FH47oLzFg48AXKzPC8qNkQ9bjBdHgr7RNNtplrgdJqPR2lAibUTD3FOsLOv6J1YAGw6kOhvTbnOBajzkNlnvLWpOIJEWYJ5BP5o9QXnzPEYiKZ8tQ0YVj9a2mwFekMkeEE+OEctmEgtbIDsLrucO+OYlXOqupHNb5C6yvUzz9i++aIt/7i2PkoD1h3+Xvgz1n322WfHs0r2bPlynbJXxk4B9Cn7nmzjxo240jtWrVrl+OFv/lm6dOkDljVpxaampqZW+Qf7vTPTWhg/n5l203l+QWty8n3PTU24Q1PPuYNP73PjmklW8SAekVU48N6CA1cASwrGy8JZ65AyecGWLUeWDy6TbZJK355uynb9Nqlcv1QULtnhQCVoRpxSM1ncJvBV6euiA3ZdaqQkrn7RKyDrShRYYszgygGhNxjE6vUsUBB50DcnHwjbs+EppXDSkqarVp5RlBNtj8d1AGcCjHwfqs4pNgwfbs16/Wef9dduhk7rdFlfu27NVwb6h+4YqtUYnL/iPeQd5XM544wzul6fU/bK2CmAPmWvmA0ODhI0+s8G3BpsE/vl8roeSD48Pj7+Ufr7SaXA/ftc4+mDp3mAPd3WMc23mPcWvaf3/LXXvPXZy6+44sbTTjvtm92OoTXR+sKuJ8autiar3pb6bQ6m27OBwMKXHYYXXwkefJSbFWhqqpS2ZR+G5Vnwci0IikcO/0ymnVEYc/TGnfR42E4R5EzVKDjLgOw111whGXbMTEwJzLmQVFPz1536Haf1RkA+7AH5Pg/IkxdeeNGbzjvvvF9YsmTJZ7tdt1N2YtgpgD5lJ4R5EP+497w/PuJG4rL9+/cvW758+c96KOvBETzs/5kO9OzAEhQOZ+zNlmV/vdB2qyuqN1yygrImF7t/+sPvAuzOnp2dfTeeZdzekRnkbB9+/PEd6ynuY5pyGjdYpbbsaJAlmtfdxfIurfzoahh12B5VGxQ7ImMwt+aGamkiTKfNpTKgXYbXnS3eM2247rzz5ljFDu+50WiJp/wf/sO/27F27fpPDvT3uz4P1v5a3uUHsnsXul6n7MSyUwB9yk5YW716NZD3cWCucqxUsuM079k+6X/9QaW0wcOHD3/xoosu6qiZ+fzh5z/QmGiuax9qOqoSHjx0wDWfbmzyHqtUTYnJQXTeCfVRJAEo7kxBHYA3Xhx6o1Yd1nUs4cUkey8UGmwTnKQFqWLhrfoq4Ymvuuoqd/NNN8cALd75rsaYbP/CLW90Wy645FY/QP3BS75op+w1s1MAfcpOmZN6Do+Wl3lv8/6RAVQthbLlueeee+uRmSNX0XlnorXPjY8fdNNT0y6fbl3pgbualtWEbzYOHW+XZVpuNBctuQYIswDUuv1aklKtQcpCjSGdVDzQA87XXvPW2DJLqJO85RrNlvDWcNPXXHPFntP7K198Ja/ZKXvl7RRAn7JT9j3YsmXLvu6Wua97z/Tfp3TMzMzM+t7e3jXpukuWLNk4OTn51kajsY66x9PP5ZePjz/THhvb+bAH8iv8KsvTWiqY6cpjNmevzh7I9AScf+XDH5L16Oq9c9ej4p2TDg5Pfda6tVKH+T0/9u7Pra2P/Gpv1v/kq3dlTtkrYacA+pSdspfB+vv7d/tfu0uLv1Wr1W7qlkwiyUHnbf6Qd3mXqSRv2k3jWbdCcsnMzBvGx5/60emp9oCV2qQp6t133x2plaBgkeUXXHTl361ZPfTdM1eseWJJlv3pK3y6p+xVsv8fk2ozjBSxM+MAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>