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BeamZ BT310 LED Flat PAR 12x8W 4-1 DMX IR (BeamZ_BT310 LED Flat PAR 12x8W 4-1 DMX IR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BT310 LED Flat PAR 12x8W 4-1 DMX IR" ShortName="BT310 12x8" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>a397e98b-5222-404a-bf84-e0984f95df3b</Thumbnail>
  <History Date="11-07-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="14-07-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c2caf911-41a0-4f1e-97f2-1a9c9c2ae0e3" />
  <Control>
    <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="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="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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </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" Display="'Auto'" Dmx="10~199" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="200~255" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~29" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="30~49" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="50~69" Colour="0,0,255" />
      <Function ID="5" Name="Amber" Display="'Amber'" Dmx="70~89" Colour="255,100,0" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="90~109" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="110~129" Colour="255,255,255" />
      <Function ID="8" Name="R+A" Display="'R+A'" Dmx="130~149" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="150~169" Colour="255,255,255" />
      <Function ID="10" Name="G+A" Display="'G+A'" Dmx="170~189" Colour="255,255,255" />
      <Function ID="11" Name="B+A" Display="'B+A'" Dmx="190~209" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="210~219" Colour="255,255,255" />
      <Function ID="13" Name="R+G+A" Display="'R+G+A'" Dmx="220~229" Colour="255,255,255" />
      <Function ID="14" Name="R+B+A" Display="'R+B+A'" Dmx="230~239" Colour="255,255,255" />
      <Function ID="15" Name="G+B+A" Display="'G+B+A'" Dmx="240~249" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="250~255" Colour="255,255,255" />
    </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="d9aed486-7cb4-42fc-8b97-9c162d2e3816" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="414ed21c-153f-479e-957a-22edf8ee1a2c" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="41" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
    </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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IlhKLMrj0kkg3YunU7mhsbECLS3EiMuaOjlYDYRaZQErDkvHVZb0SoI4INu130P3UfHNMiFu1P4PkThgqBegS6q4nV6Ib1vejtakRvexzt6RR6uztpmzYef3aUyDdrtWPYvOMKmJkCBg5lUSpP03qaAL1dmxys90PkdA6fN58zB+elv/Slf8Ktt92895aPfvQPr3/Xu76yUr+7IM7+CAA6iP9WfO5zn//qxOSUzsyXgSiXzeLYsWPIZDPo7u5Be2cHYom4tKayLXvZhe5UIYmLbCaLCoE0u8WJRM0T12Zf16xw5thAsrEZ+VxeUiDi9+y4aGpowpo1a5CIN6K1pYGYbBxGJIyBsQUsFouig9YJKCs8kUgg396zGZWFaUweewQRzZB8tKP6rJf9pQ1m3AT0TakIuttSaEsnsaajQaoIvUUFiUgIHrHwWKgJRKxxyeUvxuiR+2kbIZHzyTQmVyWyix4xZ1XMmzTJl6cjUd/fgz6bnp7BF77wD3jTddd+/g3XX/+dL9xyS34lf4dBnL0RAHQQ/79i795rjeuuu+T7Pb0br/r6nXeiYpo4fvyYWHEyWzznvPOQSibRPziAVEMDWlpbkcll/Qk/qSLxt2NbVczNTvBPBGgGZKqNE8SGLkoJyw0hHGmBYiRRKC8gxAiquGKC1NbWgk2b1iEa8tDeEiFA5uKVBIbn5+EwYS0VEaLjagxHCaSJ4RKQbt5xMaZOHoHi0LFw1YkaFq8OT1piebR9B41xDV0tMfQSOKeiOiYXTQwtOag6cSS0MB2TiXIuh+6Nm4lhd2MhX0RWrcBTbQJ4dtxzxYPatYmd67R9qMjmSmhu4glORySFbKH6witeFP6Nned8i470JSv4qwziLI4AoIP4L8fHPvaxP73t1v/xmaeePhj5t7s/j/GJCQz098vkX3NzMzZv2YJyqYSDBw9KimPXOefUumlbohGu+11wlAlETbPql06j1oZq2U1fkyKWVLoRhWJBuqOonDtW6WurG6KHZpVIPGwiHY/AcXXM5Ql0PUv0zw0tLWggsMzkMrAcj91K0dHWgWRDGuZizi9o8XzHOylpsR2E6T3ucxiNxui4bJTp/bGJSXz/R88QWHeiq2cNFgolzBfmMZ/NYc2GzZgbHoQm7npSXAhuQ8vHatL2uJCFj5fvCioVB7FIigazkihHvvWtb+Kd73jbb6zILzGIX4kIADqI/1J89KMf/Z/r12354sc//gn0nTxJjLCM2fk50TlfuHevsOejhw+LimHjpk1o7+gQTTBPAnJOtm4DWo9sJodSqeK71HFKw/UdROsTbboRRioRw+LsNAzWwvHqtfdZjtfZlSKG7CHiOSiWbMR0F7GQAscy0bVxI3qak5gYG0eGpXmE0Eu5ItYS8+3PTdGGqrIzrlp0CUz1UFiMm3iykfPhxVIZZslCNBYl8HWQakzRrpMYOzaEnOXhxOg0Uu09UGNJGHZ5OffMjnesRdFpUHAdm9i6iVA4RYMRM+wQIqEkgXQRo2Nj9Bh9rklIEEHUIgDoIP5LkW5q+TsK0SwzIy5WythEQNza2ioTffxoIRbd1t4un+cLeSSSCVEzMED/rGF+kZi2WSWWqRuSZuAHqzPkQVw0Ho/CJsZpWxViur6XhkaMNBSKwSOw00NAIqbByZcFCKOqjZaGCFyriKXFOWxd14GNGzfgUN8AHAJbiycXG1ughgh0pbycbUwt33sD3CjWxcxsRvLH4XACCQb/tIrO9jQGhwaQL4WxWPFg0b5LBMARnZg7gbq6zPv5uHXJR3OpueH5E4MWl4kniLlXaSDQQsS4Q+ju6sX69Wuf20EgiCBqEQB0EP/puOmmm652bKVxfHxCbufZXH/ztq0CvseOHpVilD179kh1YF9fH0rFIi7ct1c+FzvOn/Fh5vdzuYKAMoMu+z2riiZKDpMn1OgRj8WIeRJgsh+zp4lpPy/H+uhK1cPCUgldDSmEYxGUCwWs722FE0vh2OAUKoVF2NUiSoUyivRZruzvNxKOQw3HCPTzkmrwFL9oRWyW9DCOHh/EYmYOG9Z00vFY0Olkd2zuQd+xx+mOIQEvlBKjJouOr1QhwI3QIGITZ+b8tHQQ18Sfw1VUv2mtyO3KCEccKczhVEcikaIBJMdplPAnP/23N/7Vm99+w8r9ZoM4WyMA6CD+09HZ2fV33/3O90Tj3NXVI25zi5klzM3PSzqDS7hZRjc6OkpMsSqeG8lUSmR0dZvO+qPe/cQy/Rwt64/ZON92/e4krOBgMHOJfTpmmYDZk4db6+jNZd7FsoWpmSy2rW2AofM22BfDRldLApt6W3D06CBG+48ilzfpeBRiz7Se5SAWihBjD9WqCf3EsetrMOiYFCwuFogtz2Lr5i6otE4lV0ZrQ4KYeQz5qisTnKbr0PEqvk80ATyXjbMhh6tGxZeDUyyctlEV278hoPOqVPJIJtOi/eZHIV/B1752F/70Db/3LjqQAKCDeE4EAB3Efypuu+22N+p6eDv33duyZQsymRzGCIzbOtqxceNGAWbWPnMJNwdPFvJynNbIZDLPyT9z+oOZNoM0F6Q4YoSknGa+ryBEoM3M0zJLAt4ODJls03VVAHopW8TTB8dw8QU90Ak0o/EYrFwVMSOCV7/8Upy/fQMOPnkQWccicKQVjSQ0AmcXZdhcnUjYqjF71mh/nOKgbVqWi3y+jPsfeBovuGgb0g1hJOJhdKYdXLJnJxYf7EemWIFDgwFblVpWRVIY0Aw5JqLTMsh4DNSVEjyHBheWctM5VKtZOtcYnRf7kphooGN5+KEn8NLfuir66U9/+gNvfvObP7xSv98gzs4IADqI/2vccsstL7v44kvu+MY3vill28yQ4/EEuru7kM3lRfdcJWB2Rf0Qxfr168W5Lp1Oo1wzD/ILU2r+zLRNNkvK0br8glMjpXIFpUpVtNDSdtDz+xAygw4Zmt/7T/HZsyRtCcA5f/30gWfRN7wZF2xuQ4S9L1wdOVMjimuhJZXA3j27UXjiGKYKOdqGJ34ZRbeKKtuEKn7DWddh72dd5HCs9ijScTy9/yC+9e12XPOySwhUdZRp/UQ0RICdwEQpL384OgG0bRJAE1v26J0wXZOutZvoOSmDz+LMJHIz4/CsAjH2qpx7qZSFlgyLQsQ0Q2KB+m//dg/e/KY3vk+98caPuDfc4P7Hv40gVlMEAB3Efxgf+9jHXnfxxS/46ve/f4/6+ONPoFwqo6enB0tLSzh8+ATyxdJyfrl3zRoBZ5bbjY2NSYkzgyjnlR3bE8MjVQ1JSff05DxtI0voaCOXXxBVRpQA0HJcKfXmvABv1/fLN+CwfprW5TJvVXWgEjN1yzmMjAzhhz/cjy29L4FHzFrnrtu8llXG7GwOQ6PzmCWmXbU88e+wPRMlu4wS/QsR7fbKvl2pS/vnGUdm1Tna7tCEic/901dRIfDdt+9CzC+aGBhbRDgSRVLLQzXLCGsmRqZn6Nh0hOJdOGfPeXjxS38TRmMaP35kP5LZLOZOHsVs30EYOfb94OPIomyxV3UM2aKD1rY09h88jGN9/dFbkw1/Taf78ZX+nQdx9kQA0EH8uyFl3F//xr986lOfUQ8eOOh7Obe2SkNXtvO0LFsc5dLNzVizdq3klYcGBzE9MyMTiEaIADVHjFE1aj1bfZVGPl9AJpMXRhsNs9WoRYTXkUIVl7t3a+FT7atkstAEm4JK9xN6tu2qTBIyeBcWXNz7kwexvrsZv/XC3fAIOEuFCgoFGzNzeQyMLGGh4EgloUboG9FYardAbNYiwCdgjcSRaOpEuqcLiYZG5IoF5HMZZDMLmJgv4Sv/+j3MLFawYf12YdaLC0toioUQJwacW8pgfmpcWHjP+nNocNqNxkQnHj94AuVyFHq8CV1bGxAx4pg8+FPYed9H2iJGHaFtVKolusOIIxRy8M1vfhd/+id/xF3AA4AOYjkCgA7i342PfOSWN/zwnh9p9/+f+wUsGYA5B83SOQ5myD1r1gk4c9pjZHjYz8fSrXwjsWnGZMcm4OWqQCnvhuiCS8VSLe0BmbTjSj6b3tcMjUBdEwatqJrvNkfgHFYcGggMWJ7fe5ALTGxiyCy5sxQP46ND+PKXv4ZkyMPWdd3E3mcwt+ihVGWDJBUF0xD2HFJoH3YB41NjCIveOoL2NVtw6eUvwebt25AplnGk7yTK1TIB8RzGR/qJNc/grm99H1delsGGTdsR1S1i0wsE4sTeh/tQzi8hEtLRQiCfiqQxfGgAznwZDUgg79Cdg9KInm17oRaXMHpkic61IncQlRIXq8RRyOXR0pYSTbluhLpuvPEj+2644X1PrOgvPoizJgKADuLfjXgs/v79+/cL6OqikjAktWEQWIp1aHc33bI72P/008RYC7Ic56i5OIUVHOzxzFV5oZDfYJUr9TjNUe+GzUBsERvm6m21Vqji64g1kd1xvpl9LrjlFLvTqaEImtPt9HEYFUdBxXRQKJWheyb6ibl/+Z+/jhdd9gKZhJuYIrZbiqFk0qCgRqRSMOaUUc2Mw1mcR9hREWtqx449+7BlxzmSTpmankSJAN1UkkgRaK6LNGLo5BFMTQ7gJz+8B+0HDxDjThDrNTE/P0csexEq7TsVT6K3pwWpqAqj6KK5txuTFQPHZpdQpOtWoD+ztdv3oFqYxejIkzKh6FgWHaeHarmCYkFDOKLihz/6CS7Zt+dv6QJctpK/9yDOnggAOoifG5/4xCduXphf7J2amhJPY57IY5UGVwVu27ZNSrYPHzmChcVMTYkRRu+GDeL3zGoNfs3PmqqeUZzC77HSw58sJCDW/CIPVzTS2rIZEkvs+GdPjaFIX9OO3l6pAGzrXofFfBklItNFYqLMZOfHT6KSn8ejTz6D6YkZXLDnIiQb1qBQLKJU8kTfHCZ2bVXmsDQ9AMUyETfi2LhhK7H/NQgbKpYWMqhULOhhAmBbER12srkX6xUdZj6LQnYIpUKm1iLLH2R4gAkRACdTUeza0YnNnZ3oDMfhuGEcnaFBY35cJHac9062dGHzOfswNnkMql2h7TgixQtHYn4RCw1sDz30EF5y1ZUveMP11ycDA6UgOAKADuI58fKXvzz8xje+8R3PHDqMffv2+b0CJyZETscqDU5nzM7NCiM2wlHxw2huaRG98/DwsEjo2PuZwdhxnVoDVa3Gom1fbldrNcXMmVMiqnhA6wJ6nJtOMEATi65YCprXbsfmPRdi/ZbtmFogsNQKKHPLqpCGeMpDur0Ns0PHMd1/FP2jk5iZ/SE6OtYh0dQNjViwWbGRKS6gMNcPxSxIG61IJIk9556HrZs4NUEDRdVAYyyETKXKTqTCci063lgyhe27zsXJ/TOwK1lhzB49wrRvrjY0CGCb0k3Yu7sX29a0I0orL+YcPDbUR8sRw7YNhHUVZboF6N2yG/En2lG0coTPVcmv86xkhWi+0xClwaSMH/3oJ8o527dwt5W/XOGvQRBnQQQAHcRz4qqrrrqRmLPR1MRtqmIYGhpCJ7HD+fl5HCHWnM1mEYlGiC23o6Orh1hgRAB8ZnpaFBzsXMcpA0ll1ApU6hWE9T59fviVhQzWXs1miItWmEfLBKPlCpj29K5HItmMStXB/FIeNkviVAO2TDq64nS34Zy9BHoOJvsOoVwpYWT4KDA2AIcVJK5B2yO+rlfoOUzgm0I4nsae3buwZVsLNC5eoeM8PjROYJ6HFkrBZdWIZ8PQFPSs7cHieDvGhhaJbdP+PEdaZLGrned4BNJxrGlrQjqhwqHBjBvQTmYnoOoOGtQ4Qp6GMjF5ry2BDZt34MjiCDQ2UiIwZ2kiGyplMlmkGhN49LHH8NKrX/THr3vHO97+rx//eHklvwdBrHwEAB3Ec6K9vf3PDxw4QGBbxdzcvBgdsWwuy3ah9G/dunVobWsloPWwuMjNWWcIPKu+VpnAiScPGXgZrFVdOwOgrRqDZpc6VnT4krpaZ23x34Dfq1BjgDaxfk0PelvSiPJEoV1FTPckNWBovKQKk/ZX8ULImTa279kL1cxhdvgYNJcLSHLi3xH2ogL6Lpddh2JQwnZLM1cAACAASURBVA2Sf966pRNrO8MIOTYStL+jow0YmM+gRAyZrUkV8aS2sXZtL5TKXhqARuhQ8+x2KnptFXSMnq+dZhc8Q9VgaZzbDkOJhpBMpbGxfSesxSL6ZmexkCkS2G/A8acMaGoVrsJ3FKb8FbJuujGdkl6Gk5MzkSu3bGE1x3Ur+T0IYuUjAOggzohbbrntjZ0dnU3zc0tgz42RkRGMT4zTLX0YLc0twqSZHbPv8+zcHEplU0qfBXQJhBmc2T+DJxSlIpBLu7nnn+sJoLtcIIJaibWUjdRsRlW/5NpmRsyAHTbgWhbSHW3QIjox9hDW9HaJG12hkIER1sRbmn0vHGLbplWCRT/vuuBSPJGdR3FhjEDQkkpBjZ3x9AgBtE7s2wBCETS0pmkg0hGPetL41XEj2LKlByfnMijPV8XoyK2YiNBzT1sLulLn4vEH70Uuk/NZOw0QIbomNnHcfKGAAl0HR02KiRL7dKQbG2hQm5dJ0nk6Zi4Np9GJQDwKXU9wuYyUgduuRc8Gj1GolquI0vV7+OFH8cY/+59/gACgV30EAB3EGdHT3X3DAw88jKeeOoipqUnk81mkm9Po7uoWFszAzI514q8ha6hiDcoTicS8JRfNE4mch1ZU332OzesZxbkIhMFaDIoInLlsmxm0JzIOemZaLKb9GtRoFHbVRMe6HjS3NWPT+i1obGjGiWN9CBHYmczOw1EaOHRi0S50+rlkldGU7sbaHRfiwEMLiGu0Q7sEm565lZWncG/AmG8HSu8p/O1X/VJvwk3CbQ8h3UZvexMaiWHn5xegmSUsTCxg1471xKQ34tnMuHh2qLpCLJ/B30Ext4Tj48Po2NCCoqUgmymht7kZR7wR9I8fR8kMoUr7Y9MkzSN2rSVhY57++njgqtB1MAmkI2LqFAvHcPTIcQL9cvKmW2996fvf8557VvQLEcSKRgDQQSwHTw6+/nV/0P3ss4fFW6NSLQtbTjelRUbHig6+FRdLfcXP/3KuuJWAmWV3XJzCvhtc0CKeGoLArNBATQONZUWHVB8CtQKWUx1W/IlCXXTPkWgC2zf0oqUhjo09KTFR2tyZgllYwjyxTc5Dc/UfSwBNy5RJvfl8Dj2bNuPIwUdgsdbY8c3zHduGFvL3pykusdUSnYuFlmR02SMklYiiUswS8IcQD+toW78Wc3T3MDWXRXSyAS1da6EdI4C3qijliwiHWcgdhVkq4tHHnsa+fefScXiwTA8NyRTixIan5jPQY62sEUTFsaE6CoGzJq28dM63cwqoZlVqE4BzCihP53Dvvfdh74W730ZvBwC9iiMA6CCW48IL9736wQcfInAe82Vk9F5dz8wFKr6JkQ+mIQKx9vYOtLR1CEizPvrE8eMCMjt27RIDf1Z/aLpaS2nUzPhrAC3Wo5rPvl0xiBO49vXQBLzs9xy2NGzfuB7rWkPEniMoFh0C6jTyxTwqUwtIErNO0P5PjkxKVaMeCaHslIFEEj1btmHg4BzCehjlkokIAXkiQuyVzfmrRRTpzmB0dBY97WvpOB1a38PWTWlsWtuCB588iQib9xOLnpqZQ44AuMxNX2ONcJQQjTk6ooYqzWddWo9VHz/84f10/S7AZZdeAJs+7+mO4vzz96BQPYGJ+SLMaCOBtEGvHclZc7dxxakQozbgcdrH9W1P+c4kQQPF448/jlf8zssCPfQqjwCgg1gOVVVecejQQWG7bHaUSMQRi0UwODgowKrUupywUx3nohPJJIFlGf39/cKwUVuGH6aY4Ss1APZLtH2ARo19e7XPZb+SdtDZ9k1AWoehR6S0m/PZ0ZiGxcwigRfQ3NGK1HwBs0cGMFXy0Ca2G3lZt8oWn7qCbNVGY0c3jGgSTo7AORxBc0MzNNpPuZIX17pcRsWxY2M4d1cvSrkirW8gGQvjsn27cKJvHLpr0qA0hTIxWlMxMJ0rQLUcAmNi/jbbokq+Rk7IovfniGX/y9e+i7Vr19GAFSMmTCDd1Yl164qYWTxB2+C8tSLufOB8PTeUpW25ovv2qyx5kKpWKojHI9LVxQiF4zfeeOOuG2644fBKfzeCWJkIADqI5TBN6yLuks1ez+w8x70Cjxx5VlIWPOnHoM1eHMyOWWr37OHDxGrLPlh5nhSlROPx5QlC8X7mUm9VPS3F4Qogi+czd9VmcyROd3h+npjZaJjYeZhAziWG6fAEJLHeou0hT8CbqwJpAr4d55+Hx589SaBsIU7Ms2gSGzW4whBYyFfQ3so5c+5/yPprFYtziwgnDAFEnlvMlqu49977sWNnL1oaaX9aFdyZ/JytXXjLG1+Fp56Zwb2P0vmZBMZGVHLqmmkJC1Y8TfyduXmAaWvc7hY0NuDhR/fj9tu/jMsvv0yqHWcXy5ifySAaYrVJGarnYGp6hPC4Kr0VFZEZ+s1xOU2vaZ5owusqF05zdHd1vgmBJnrVRgDQQSxHtVrtTiSSki5gPnfgwNNYWFyQ/DKzZn7wLfjx48dFciegC1XyzVzAwpODnIcWFzouUnEEkWtpjTNTHPVgEq1qvnMdA57lCMGk91mKFkaGmOuunevpfQ1Vp4goLRdrTkCNhdA/OgqnnMHahjTyhOyT0ncQon3mNEkklEDZmZMBwCzzZFxJzJ0ikbhI/I4cPY5HHzuA1/zuixAzuH2Vz2I39aaJiScwX/TwwNP9UmYu05o0YDl0gJw2UWjAsB0dCoG3qkZpGUU+u+/+h2Ti8/IXvkiU3blsBjabSinsvldEhgBadSvSIUaabLG0UOM0h68N5+vD1ziZTOCxxx7Dn/zxH/3m8/5FCOKsiQCgg5B461vfuduyqnq1WiF2nMfExKR0SNm3d59MwrFy49AzhyQfrdS77xEwJwnQmyUdklhObbD+uZ7CEBYN9zmThPUQiV0t/8rPBgGoQQDI0jMG9LGRMUQvW4uoZqEzHUahaGEpv4gYgeWGJiDVkMR5a7bi8PAU5ioLvpESITwz2ngkRd/wqACkIvOVjrTAqtgZUVJ4ShTf+OZ3see8jTh/50Zh8RW6I1hYYq8NAmOitdKjlvPPShXZPA1KdEfAOuhUQzN2nHsherbsxsR8VlISU+NDmBjrF08NbiZw4UW/gbW93XBGJlFeGMf44GFUF0cR10wonAJi5qzU2nh5fgEPp2qYrfPgNjY2znc1a2nwUt3TW6EHsWoiAOggJDzP/oPMUkZSFo5jo6urU57ZFIirBHP5nN+ein2aifEyMDel0wgTG2UGzf0HuWiFAZo9oaWDSs1kXwCdO3b/THtUmRb0fIDmog3Gbk/SHrY0cjWtKk72DaCUvwBt6ZSURZdjJtoaI0jM5dFw5SW0/xTsnAazVCLwJVaqR6R3IXcV5+0Ke1UdX4vtcWsqrll06GHT+VSwOFfCt+76LpLhV6G3swNm1cYUbfvJg4PYf3yedpkUSZ1jleg4sqIIiRkJXPOK38HFl70QJS8K4+gAHXcYTQTanJ6ZmhzGgw89jL6Tg2jvXEMDXoEAfBjZ+TGE1SoUTpew5tv1G9VyzoXz0Y5TpUHR/5Pkoh+eqO3r71dvvfXWV9Fbdz3vX4ogVjwCgA5ColyqvJC9NRhgGCC5cpCVG6zOUGuGR1yEEovFJBfNKQ1id3QLnxVpHRvz83pc0MJA6riWPPPEGN++++3/VLrVV6EzY2SQVPy0hk+qVURCBqpc/uyW6WWFbv0rOHDkOB492I+rLz8PkbBCrNifSIxGYjg+vISp2Rwmp+h5iQYHJQILISl/4YauLO+DxoNEXmxMbSVE2zZQ4bSMW0HIK9PHLu7/0U/hmjpe+/u/Dz2exNP9WRydKGOpyD0G6XjtCpzKFHKzE8Rww9h72YV49R+8GhVi45mBaXSkY5ibacFsKYPejRdApUHj5PGnMD5+HLNj++k6cMdxlyBcsBgeAb5p69K7UKosiT1zEwLfo8SVa1FvtPvUk/vxuv/nd/8IAUCvyggAOoh6bGOA4EIUBmd+Fm9nYBmYm5qa5GdmyezLsUSMu1SqyCQXh1rrglJPb/jpC1fyt54veJCJRLYR5agp9motrDyZQHSkCasuvf5cAvlsJof//f2HsXfPDjRFQ4gz0Doe8kUbmWwVoxPzGBqbk2aunmFIP0D2t4DGrnll2brjalC9CGzPQLKpXVg259mdKrFis0qs2cP9P30MXiiOF1z+Qjm2kK4iavC6nIqoYGp6DFYpjya6DlddeTmSUR25TB7r1rSjvRLDyaFjxP2zkjvv7lmP2elhZGay9BdGAw6dC7ve8XELY+aJz1puvq6MYYMo+aj2up7RmJycQlt7eyC3W6URAHQQuPbaaxsINBNc1n3y5Mnlxq9sGcqgzL0FObhIhYGbVR1cGML+GTzJVQdmTmvwROEySAO+m12tCSy/x/airPLgPLWf0IDfXZtBnpd1XJG8FbMLBKBFFGiQOHx4EN/7wZO4+oX7kE6FwId3cjiDwycm0D82j0yF+wzS+2KS58HgQhQC02q5KMBoOo2IJdtw5RUvxrrNO5CtWhibnMbcwgKWFuaxMDKAbDGLe+65F888ewzbd+0kgI8gxCZG2RIWFqeIIQ9CIVBv62rD+p4Okfa1NsawprcHzxxepDuIAg0ODkKGLn7UO3buxoH8HM+8IkRs3xB3pVNGUSExg7Lkmqiqf/2EUsMHaQ7+jK+5bsSaPvCBD3R++MMfnnq+vxtBrGwEAB0E2prbXj8yNiGmSAyenL5gcGbWzCXcnMLgFlesdeY8NAeDMoOzYYQFmHlZnijk9RhspNSbgaam3PAffvUg56w5fAbJz47v/Sy5YT8/XMxn4PFMH31F5+cyuOub98BzFLzg4vO5HyzmCw7msyaWChZyjgZL10USohKo6o6J/MIMysUidBoYGtM9uOTKl2LPRZcg2tSMe+5/hIA/DCXZhVS8A8lUC+ZOHkYxN4+BgUFMjo0gHAnzLCjKFQtVqwzV4D7gClLcODYZQ0tjmM43IuNKLKSjs6sVC4UyLMeWc0qnu9DVvQGjJ+fFo6TOmPna8PXlkOtZu05cQck+JeKhzWZRtS7o/ODKznRL2/9A0A5r1UUA0EEgFI38NqcsuPiku7tbQIQZHoPzs88+K4ZJzITrbnN1thwORxCPJ4VlMzBzSkQc7Gq36I60uaqDswKldgvPDnPCGAnwLNsS5qmr3PHb9vsOuiZM7n5N++Oqv0rZQX9/GV/9+l2ielC0KEbGF5EjcGY2bau+1zQ7F0VUAjiniPGJYWlIyzLAneftRVNLF7HrCJ564iBy+TJs9vzQQ0RadehpDevODWPw8AFkZghkqyW4lRwg+hPBaVGghNUYdMnJuEjGoojHwqAxAImYSgw6LwSYxxSuhnQ92uaG7ZgcPgKL7xZUe7mcO0p3JKyGqd9p8EPXOEfuNwKIhMNynRmcWXJ38OBBXHH5xZzmCAB6lUUA0EGwB/Nmfmag9YskVOnwwaDNE4U+qGrS6oqfGbz5c58x+5OFzL6ZETKgsG6aGbUwR2C5aIVTGswYuVsKB+/LLx0X7Yb4L/Nrhyfl1JqRErNslr+5Ck72ZXHnnXdi6/bdsDzuGA6ZtINdlbLrSJQ4rmdhdmoQS1MjiNF5NDSmsX3nDjgEyJmlWZgEvDoxdNNyoYVD4kNdJWQ1Eg3o2LgZ1XIOTqYins4Kl7Wo/qDCHtQqsdxwNCYa5RAxbMt2CKBpf8TwFzNLiNP1KFXy9L6CStVFe3sPjHAcrpUlRt2AQi4j58PXlHP5y7l6r55/5jSH7wvCAyBfM77erKIJGaGdK/X9CGLlIgDoIIj1mZE6WDKw8mNgYEAKUhhAOAfNDJkfDM4MHrxstWqKF3QulxfmzCy7/hk/xPuZtb6uP/nHk4DwTHAxDAOP43q+ZShL8Ghd7rRtsMkSVxWKF7Pja6SZCTuKmOgfPnwIA8Nj6F27Fe0d62A7ZYTZWMkgEK0WMDkxiPGhE8SiK9KEtrmtA+s3r8HI6Bi6OjqQSqxF/8gUxhfyyFgVMdx3IiEUaHBo7ulBDwH00NOz4D8NcTNVPVFyKDSoMHt3pQ2XjSqdG3s3O14U/UOjqFjEfFNpaXBQLZvSXMB1daQa0pgvzYq3tpg61Urg3drdxal8vSfXhJvq8qTp6csyQJuW3bHS35Mgnv8IADoIFlAkGBCY3fKkFAMCy+s6CNAYkBlMhBHXuqRwTppv0cvlCgOHgCh/xp4XnMP2t+kR6zNQJaZqSwVzzQ+aVRGSKmHgdXwvDk5lSBWLKwoPD75Wua7y4Nv/skywEbARE85l53HiWAWjw8NiC6qFIjCJRZeKi8jTZ9yWKhbWpZIv3dournNbt6zBmu52KTG33SpyhZx4NHtmhfg0nSN7SjsmOtesw8LAcVSXpuUOgFt1+fl2jQYcF0t03rN0t9Dd0ySdVCJ6GPFUQs6FUxOphjCW7Cxc08ZStoB4LIUFGHRsWfGmlslB23et46irNvxr6PuYCFjTzzzhyNrxYrGIfKGSWLEvSBArFgFAB0GgYSQYmOvFEczkeohNMjBz8QmrNhiw+f1CsYBioehL8ARMNLldr7Nrfvj5ZV8+5zqeVATW6+B4m1WzLPoNRapUxI5ZFCEWgVooHoXFjJt7GEq+V4HlVMW3WeU8Nns/KzQoEGOtmouYzIyIaT+DO9uIcv8/j8BN16MwPRWtdB7dba1Ix3W0pQmIadGZbBLzlXbk+xfhVG1ETI3Ohz5QaYCJhNGxbj2Gs5NgY1DX5sk6lfbps+fFbA7HBmaxadtG6EZYBqmO1hjadA1KuYxYNIkM7cvSdBSsMl2zBDQ7hjAdm2UVZLJQLgUxfi7kUVErcefBQvyzHViVAvQkl5AD5aot/thjE5PKBz/4wd4PfehDYyv0NQliBSIA6CCYqYb83LC+XLLNgM3gzA9+n/PLp5dwS6qDGDK3porVOqhwCAATyNfzzk6NOddLvPmZTZhUyR8wU1ZqQmhFlnOksawr3bB9gHcEvEWhIeozVxoA1OyjhY0rxFB5eels6EIADaBBg46rsbkZDUkaPNwSDALxSJxYbySKQqmMcETH+q5uVHJFLGTLKHh+I9jeDdsw2XcAdrEknV5kgtO0wGZ7fB1++tCjePFV59MgQYBKoLttUyf+8o9fgsODBdx1/35UHS5wYV02K+fo+DklwncAbC3KFYO0Ta505Aw9l58rtlXLQ/tsmoFb2nrRHQlfBYWOqX9gEC+67IIr6I1/fp6/HkGsYAQAvcpj7969xjW//UqF2TEDL+eiGYR4grAOyNL8FX5elIG4zpKZNbN0zi+08BUcdW0vAz0vx7HsI406QJu+ob/n1RzdfPP/U5rgWm4WkM7hmnLmMddlerI9mUhU/ZazbOnJnF7Mh+h4VaPWnspEqZjBHLFkb6mKscE5DPaNIpZsxObN7UgaGgaHp3FiIkdsXUVbx3oC8hZki0u0ru2nHWw6R2L43Arr4P79GDgxiu1b1tMAoqK5MYHW5hQR8BC+8ZMsjRAxOi5dBo2yW4CpF7mUHnHaZrKxg1h6AzLZLBYXpmBbGbquBVF36Jz3Vomxmw7MqoVoPEGvLQHu4eERRF9y+T4EAL2qIgDoVR4bNmzQGZRZm8tsmUGWUxqc9+SoA2t98o9BmUHarjV/5QcDeLXWNJZfLwMzTtdAnwnQvD95T9LRpwozeNsu/Ek0Zujso4Gf8fA403DJ81MltVBqHcIVlbXZSRh03M2tUQLJGHRHR1//HC44bwfGF6s4MdAPXcnh/N076JhdjMznkFs0UQnFYcSa4PF56AzQjqRhPC5DJ7abW1rED+7+MdZ1/yFaGpJyF8DsvrMthk5i7IUpGqSUEN09VMXs31QsNLc3Y8/5L8S2HZfRtQ1hoH8Y0zODGB85SNsbkMpHTt+otJ7tmZIr57x3mI6haLkolYv8OwiUHKssAoBe5TE4OGjvPvcCAWCeHKxPFtbZLIc40tU6czO79pmz5/tv2K6UTdc/r7fD4m387Lqng3Td2B/eqdfSYNb1WTUXfKg1lv2zAH26fpg/lHSJ3+CQgFmDQQzaVX27Ui6hjsc0hOwY4moEyUQV6cY4mglYY2ENbekI4mFa16mKmX6x4iCrEZdlS1LalsYTdZyC4MSJHhL/aUbj++9/CFs3rsfVV14KzY0inqR9mXQstgHQsxGKS4l3IWfRNpLYff5eXHTZb6C1bRcee3wIVTeJzt5zEG+I4+hhE7nZfgJlU7ymedTiOwe3ZuzvWTQQ0jEYhr7u+ftmBHE2RADQqzyefPJJ68MfulnYM7NX0fzy5FWt2KRelMI/1/PUrHWuy/I4vcBeHPVUBWulhQWfVqTCy9bLl92aIf0ygPO6XOGh+EBtWSaBkvEcUD49Tgd9fwyp9zT0JXvMPBXwQANMT+VRJtCNh6Owig5aWxqJjTpIxpNY09mORLgBzxwYwP79JzG3VIIabkTeLEEJ1ZoMmJA0hnRS4YFBZbWHgun5LL5+5//G7nO2Ix7twNjxOQyO57G0QEwXYbkxmJpbgFn0sK5nE/advw/NqTiK+SW6hi4QUlDhSsyGdnRtvgDVcgXe0hgxebp7MCt0l2HLA5o/Acp3NnTX0flL/joEcZZFANBBCNAxALCPBuee64DK5vtcTchaZwblOnNmAPe9OJRloyQPp3oN1sFcWLh2qrvKzzJyBnvO654evB7rmushsruf8Sk93WTIz1X7LbXq8j23Vv5nVl0MDY1jZGgJuze3CSjS6WBhqYh0UwTVSgvGh6dx/PAA+ieLcEKNiDURQC+MoGqXhMFG6J9JDNaCz2yJGsPmWhJi5ieHp/DN796La9/wanHRG59aQiiiQDNpUChnkJkfQpT+wjauWY9LL9iLctXEQkFBVxex5qEsdCNOm4mgoWMr2heXMHOatI9lh/WioeXrEg5Hr7/++uQtt9yS/2V8D4I4+yIA6FUePEn4mle/XsCAQZPzx/U8McvnOBfN0ro6c+ZnqSYkoPKVCDXzftXvrCLduk8DaQbb5UpCJrqqn8pg0P25AC0Vgf42BYQ1dXkQqEe9YwtqChD2y9OlS7gi/QZdaaNF+6T9L8wt4tvffgC9b3g5mmIqsd8cEskIWtwozEoTMlOzWFzwUKomEGtpR8WuwlWqdG7EhNka1Q1Jd/EUse3Wrm5YxKRz+TwWZmdRKeTw7X/7MaamF/CbL30JEs0p6NEqijNDGBgaQHZuGqmwji3retDbnCaALiOZUmGp3IxXx3y+AleNwSDWvmPXRSiPHESBQJoHAtZ8c69Dgz06XH9QZO15c3Mze0P/0/Pw1QjiLIgAoFd5vOY1r/0zTkuwVK5uuM8TfuVKGaOjo75xUigsDJsBkz+rs1+egHPcugkQ5GHbJlgi7bp+myvd0KVsWioFJeGs1sq52fktTAuqtfSE783h+3f4Mjs22ReGrPg2narksZXTUhsK/HlG1kfXJhprBTCKU4Vql+FUFDzy8GM4f+cGXH3lbih6FNWirz9OpdJwzRCMRn/ZdFMS49OLUKo2SvkqHUNUum9fuO8SXHjFlUi1dODpZ09gcHQcDW0bsDg9genhPvz4vsfw8GOHEEkYqDoF5NlJj7bBkj8jlER7dzOidKqttP0mdvULh3DZvgvxk58epeW5u7eHjs5eNHdvQHZpTq6E9Cl0Od3EChK63jQM8d0N/T72IgDoVRMBQK/ySCZSn/z61/8VR44cETBkM35+sLcGPxiQ6wqOetqinubw+whCquL4wWBST3X41XcEMFZVzIOUmiF03eHOtVzpwM23837LQlXMlHh13jZ3LjHNCmLRGBxph+WKMoODUxlarQN4zXQaymlziap0calCs3P0fhGzszq+/LW7kGpKoaOjFTMLOZwcmhJD/pnFMiazWYRSUWK7FpoUm94rwCrQoKPEsGbLRpy373w0Nrbi4OF+9I8uwtXT3DsWbevS0pprpO8IljKL0As0IFhL4tmhOTGEog2I0SDQvr4bTa1RRNh0yXSg0QBSzdpoDLdibiFD17GIipVA+6adGBs6Sqw9K30QueGtY9K5Wx6iuiptxzZu5EZfQayWCAB6Fcd73/ve3dNT8wZ7btSBuJ57ZsbM79Ud1apcXKL4E4duzV+jbovJffRsx35Ov0EO9uDQdfUMY34x5eesruanSLzTZgR5fwzQ4ZqUb7kUumYi5O/Cw+mziIokOeCb4UtGuuYtLf22PZh0HiPDw/j2d/8NV7/kRaLQKJUrGBlbwnymChOszshjwh2i0aGE6el+GhxyaIrHsHnTNkSMGGYnJzDS30eMuAFFuhY6d47RDKQ7elEo5DE9lPXPi9MxbDlK+2VfkWg4Qsw8gUiYwLZiIpcr4en9B/DMkSXosTVQQgY8ug5LxQLaO7vEfMopKP5Z1ZocSEswF9K9pj7ZGsTqiACgV3E0pJr+1w++/2MBwjorHh8fF68NzkUzUE9NTS13Vlk295HOIN4ZagppfOo4Z4AtRx1ka8bPtW4q/npcnMHSNemAclrw4BCJRZfldGIi5NaVGqfkdctRI9KuPHPOut7/0Ee4EAEpe2g88OBDKFdKuPq3fhudXd0Ym6siUiWmnre4QSBMJYOFuUFMTx1FyFDQ070OrS3tiEUSyC6OoilG27FN6eptREIyNWlZcXRt3oVKfh5LM3mECXAVNu6nZyOkisfzzPS8pIJMYsJcHu6wqs+zidlPwzFCsBQXEdVDC4GzRq+rDnzfkVofAzk3Oo+5+Xm+nuVf1vchiLMvAoBepXH77bd/PhKNXMl5ZzEnqk28sTqjXmzCfhys3DjRd0LY83P0y/CWDeblfZkA9JYnDjnqcjuZOAREs7ys5mAfZKVeSehDu2ioZcDwKwa5Qzfrmnk9H5jVWhWizzJlO76zh+iWbVcTDbSqR+jBYKigwno7en8pV8QDDz0KNRTHpm3nIhqhz60coiwLtGzMT41jaPBZAnRL8sJtbWk0JJLo6uAcMu2BZ94qZgAAIABJREFUrsmx0TmkG5sxsVCAxSMCAW44GkVLWzeyCyNQtDIdfwXxEPdeZEtqGxNjk6L8qFRtLGWKiBD7LhFjVrU4qszzFRkfxHhKJ4BWuPkAVz3yYCPXXYrCZcKWADpQcKyiCAB6FcYHP/jB7jVr1rzhG3d+a9lJra5P9m1C/VwzF67s27dP1AOcj+YcdL1lkz/hdwqkOcTQX8EZPfUk5SyTippU29XVHnX27S/jl5h7AuKuKDcs05SuJmbVREj3S8ttyxGg9tdFTRWiw1H4waBvoKG5Ha2daxBJsNtcQoCPUwMLs1NYmhtFtpTHPT/8EVKPPYV0Sy8MIyXdtTNLM1hcHKdt5hELh6TJ7Lq1PdiwsQdNTQ1oaIxhqVRBS7GKRGszinQsM4t5f9LR9tDZvR6zUyfET7op3YiwlKN7KNK1O3zoGGbmi/BsLu6pIh6Loy2dxuSiKzlpJeL7b2SqeWkwwOZPNldV1ioiiXgjpHDxisVpp8UV+MoEsUIRAPQqDGLHV913330y6VTPGy/7E9e6pvDPrBoYHh4WYGbQrhek/EfB4CvMt1b27TPuGhgr2rL5vy+788RD2qtVE/KRaATkVdoXq0gSqaQ0A6hL6hT11LGJ/x0zd5Vd5nzTpnhDGtt3XYBYYysclQ2RLGKuLlKdLQg3tEAL6ZibHIBZyRNYzyBPAOs6mqQbVJ0rBVUaDCKgoUQKWzauX4/e3hZi2iHkii4xcVNyy2t72lCygUy+CLoqUvXIjQHSzW2YnBgS1Yn4iYjpVBUn+07i6Ilh7Ny+CQ3pZqy1Y+htK9H1n4VO6MtdvlUaEJhhM4uumtbyHYIn1Zmq76UNGcgCgF5FEQD06owI55k1TV2e6KuzXuW0lAO/5iaylWrl/wrMPxs+4PrdvJUaW9ZUX7FRT3EwUxZDftS6f9dyzkyPxXip1rzWZ+C+nppxys9N11posXO0ZyCRaMGuc/ehsbkLWqwRmYKNklUgxA/BC4WhGjGs2R5GMhHB8OEnoNkEtuUsDBo09BDBrGojrDZCV2L0WRgRLYne7m6k0wZK1TIxb1OUFZl8lu4oMijnl9gglVixwwllxOLtaOvoxvSkimIxh6pXha6axM51zM7M4NN3fBlve9ub0dXRgiQx6EYaACLiTa3ReXI+R0GOHQOrVVGBeI4Bt948Vv7v/0wAHeSgV1EEAL0Ko1wuD4gRP3MzXVsuPqmnKpTahB6/5s/aUm2YX5ivaYx/fg326cC+3MqqFr5TnSsY47BVqKpJvpoBWjLIzKBF6+yIEkLyzfSvLAZB4TP0GoBS68bia6JZIRwKJ7Fu3RY0N7cTE43QItyNpCzl3uz5aXN/Fna8U0Jo7VmHcmYGi2NDYFsmjYtAPLOmq+Z9h4gxtxB7b0CKHvE4MXqniIWFOWzYsA59Q+N0VzFOxx8W7XXY0GHROeXLZUQTKZh05xDhXI7NenIeIGIyaXnsxFE8+ODDuPqqK2nACsMIGcKyDU7nsO8IPYqZOVjlghTdOHVdCg9Kij8Byvl3+n0EMrtVFAFAr8I4dOjQg23tbRgcGQULmRmkFc3PH4sxHJdl+zN2AoZdXV3IZrNnAG9dHld/XWfideZdrxxUUWfS9Z6DTBZpXUOVjiaa6g8Git/+e/lWXidANYmJxlq7UHE039hf8f0xeOJP0SLEuMO0VohYbjt27tpFAN1EDNREJB5FJU8sNm8JOw3rNnFdS5oAWOEGdJ9zEeYyRZRzC4h6FlSX7Ul1hJMpOFoUZiSOqpFEoeogElGRpnGrvUHDUpFYMe335NAcutZuRVNjDw1cswgpBjK0H7Yq1VmrTXccITpGk8C/QmfjcEFPdhbfuetf0dLShq51W1E0aPmkh0KhiCqhb6OXR2nsAFQ7Q4Bv+cb+xMLB/RmdijS55cFjw/qNb0TQPHbVRADQqzDuvvvu6tv++m0lTddjimL5bJZ9LZR6rvNUcC54lsuaaz0HOTTV92N2TpPH1YH5dGvR2ifP+bnOthWlplz2/Bm/U57QivTmM6XHoQazYsMIh+VnTgXYYohvEEiHpWlsb0879l6wUwpUDLozKJkKxsZnaNDwZILNY3WEDmmXxf0No9EGbNiyA4NPP7x8V2CbFnTHQiimCZsPhaPI5PIIR7oQC6WxYW0IU/MWNq7vwUJhGPk8qzhYfVFrVUXMv2o7xMYVcaSzxGApTH9hCWHQPACNT8/hK//8NVzz6tejsaUbXe1NsKwZqFULs2MDWJqboGtb67ii+Bo7aQUmKhUPY6PjxORzWz//91/4lzf+xRt+/xf9vQji7IsAoFdpNKebDyTiiUuLxfIp4yHxvailMWo5ZPbGkMIRAkgG63qF4OkdqevgXPfg4Ph5RSscviSaddOqlGizmEzaEZ62fM0YSJbj7isNqQaUi0VEwwnpSML3+zwxqOoxAtAodmzpwe6t3QTOtDyB5MmRWWzY0ImiN4/SXBma4/msXeFWtC4Bp4O1PeswcWQ/nHyJsNBGY1Mjog1R4tm29OAyiQUfPHgSL75iI9oaDXR3JMS8f01XGkdOjmA6MwOTmLPNTnystSZwL9H1MV0e5Lg3YxLtLRvQvn4bMvT+1OQQCtklWXfis5/Drl3nCJs2FxYxOzmFscFn4FQrMkgxKPsWqmwzavp3ITRgzczO4BOf+CT+5m8+cPXz8iUJYsUjAOhVGvSn/7Xu7u5LZ2bnpMx62RlOcYW91VUVXCHIgMmudpFoBOVSedmPY9mXGf95gPY9m33rTt6veMSdVh1XL2yRdApti/2nm2KNtYa1JkKhOFQjTAAfhx5OIRaPY21vGzrbwtJodjFTQltTGPlqI4bmiohUiOHSMYMA1FX8vC4fG3craUg1YZ6bzEru2ZNJP13lkvUybKuCocEJDAzOoXlPlwCmNA9wyghpnJpx/cGGWDmzaMfmSc2K5MYNLYYd516C33zpaxFq6MTTR46gqbUb87PjGDzZh2w2j0ce+D/EzHmQojuFconWzUv7Kz5nvhPwm+jSa/GEhm8K5fhs2jRrLW6C+LWPAKBXaSiucmDt2jV4av8Bf+pNUSSH7Fh2Ld/rs00G3IXFBfF5ZpkdmxxxquNUccmZQFz3jhaJHU4Z+CuqglNl266oL+R1zeSf32djJgZkDhkA6LNiPod4qiS3+6IA0aNQvTA8bsYaSiHR0IQN7HXRoIFdoA3JS3sYmlggcGP3uAjSSV36/hXp1BbzRelWYlYsdHR2IzM9CpuAdXFxCVopj1CsicA7hGLBwMhYGT995DA2bW5H1HOlpLtcLhCgFuDaGmyF+wuGRWsdUxzkM/NS8djS3oUrrnoZGtLduO/h/Vgi9u/pDWjuSiAST6OfmHt+fhylfAa6R4CvclsvS1QbfOwOuwTKNfKk2EXXfNWL3yqMm9h6QbHKKokAoFdvrOGO1Gyu79Affp39Lpdlw/eAYGMiTmuIHSkDtOsDb92gX0XNsH85r3ymHG9ZnsfgyhOJbEnKnh+aLmoO6TfoSxSWKxJPrez/XCTQbm1tQ7lgCesOGXFYGjFpPY5oohnxhqQ09tY8BfGwigiBnUrgrNNzMVvAhs44dm7ZjPmCjaMnx1Cp8sRglbbZjmOqJh3Aua0VpxPsKrFnoyDl1o4Tx30PPo6Nm7tw6Z7NUvjS0tyG7o4l5EaXQJsB22+w9aqXn5VJx7ChYu3aXimyGZ8YQz6XEaM+yw0R84+guX0tqjQQ9BcW6HoXpJISriX7V73a4FWfNHVsYdE181W5fqy+cRxr4Zf71QjibIkAoFdp0B/6yycnJ8TzuVIs+eyZ2ZliS0sn1VPkVptVHiLJq6UuTM88A4iF6dbY8M8z8qlPwjkK6y18EJYCk1qRiSIFLMpzwbkW/E6lmIPW0UXLuLCJ/TL4RYnpukYD9EgDiFfKxBpvyuAcObHlC8/ZhO6N2/D3X/kxNq6J4/JLerFQpLuEkI5Dz/aLnWhTUzN0IwrbcsU72vPoYVjErgvSjNYsWTjaN4c7/oGY9Z//EbZv3UbgqKOrswdjs1Xk2WBKNHAulqbHUc0uoJHY98YNvUjEDALnEjraEyiU2XjKEO/nql1Be/d6VIsLGDy2AD9p4StbBO35miv+hClLEln9wl1rlFrHmVgsyjasM7+0L0YQZ1UEAL1KIxwO7xseGZG0gp2IS1GIpdXaOnl+fz+WjEXpM0Uq4krLKo16taA/iecXk/x7AC0FMJ5fpMJs3S9S8U49lFPWpD8v6s55iwvzSKVaUKrS/nQTzc0JVBGm1zbmFgoCdLrnO9qxtlincSZM+0yEOfVRQLpRRa7KBk0l5PNZYsomVBqcQsRqK1ZBHPnYOtTlHou0ZU8pM9rTdol19/Xj77/wdbzs6pchmWhFOBRFlAYtxeb+jECWWPLs6AAcAvau9d3Yu2c3tm7eiLU9LqYXMphZXMThMQsTCyWppkw2pLHrvAswM9mHSq4s3V84T6IKNns1Bs3kueaNbdS6n6uKzAWUy9WhX9b3IoizKwKAXqXhuE4ve1Q0pQ00NTeLKZFJzDMkXhy2KBPisZgAK3f5rgOxWJLW/DDqLnjSi7DWz5AnEM+cIOQ+hWFhvbyMZmh+127PFpkdu9sJaazdyIfChhj1u1IGbku/Qo0e+YU5NMQa/IayZpEAtoCGxka45SImJ5dQ4YatrCapWtK5ZCGTx9i8jVTUQ2/PGszNVzA35xCrraJYMGHQfqtVR3LhRoizCVXCYx1V0/Ud93RVmgfYjoKIoePw009iamQUe/Zejpb2HjrHIlKhEpZmRjHTfxyVbL9cq/b27di55QL0tkahttroaErQwNeBrVsV3PvAUxganYFVihCAb6dBZi2m6e5AMW04VlkGK1cy/45vmur56SZPejbyNTfp95XiIpzjK/CVCWIFIgDoVRrTU9NRltAtLS0hHo+LGkInAGUwrjeH5cmqUr4oYCy56ppzHYflWDVXOe+MxrI/q4OWiUKvJtdz8sQeUwgRc7VdH4T8PoKn2DMrRdhRz5YJMU6B0PrSooWYanYRicYumI6JYm6O2GwzHaODEyeGsJS9EJHGEJby7NUcR0OTgg2JKJoJTBU7Ryx4BqPTVZQqtDdOa9gm8qWiaK25IYBi8KSfgfaebnSt2wQ1HEehYiGTK2Jpfkoq/EbHpzCf+QEikbjIBF3aRpGO6f9r70vApCivtU/13j09+wwzLLINuyyKIIhiXALEJf655iYuN+QmhiiEJMQ/RgnqRX6VRVQuibgkmkhiNCbeuOS6RNQoIm4osjPAMAsMw2w9ve9d9X/vqfp6GjQ3yVVmBrvex7b3qq9qmvc79X7nvAcSjE1E9YqtiAoKy8X5FORMMTEJxMUEk6S21jg57aU0tKqQ2o5YxGQCrxGVBg8ZRYfrdpFdHJ4D7b8yCa6m5AmKdEMoG2v1esUlbgMGVOFqZlvP/lpM9BZMgs5DLFu2bFxjUyM/hhm/bGeF3GN4QIOIIWkk43o0nNulG5IImsuislD2KJQpetI3Ohdc3CKjbXbnhH7s4crFRI48IoExQPNOYkzGtjnzT0TtkXCISso1SgiChk7c5TtK5ZXVtL+umTa/d5C+MGU0OexeSqcU8iBid3l48a2tI0GHWvy0v6mLOoIpLl4B2UUFuSZE5KyhSa3FTRNOP4OmzZhJNWPG0d66w1R7sJEKqzQqHziUWg7uoaONdRQOBikV8pGaTIhJRuWUP1QoOizIk0YXFTvZ3BmKqVEKxiN08EiM/vxKLQ0ZMpQqKyvIXVhM8XCMDh0+QmVlFeJYnYLoiaN1Mjy55SQnF2L1BVxde6+srKS6urqPeuJ3YqL3YRJ0HkIQ4Axfpy8b/QKSlCVRg5RTNusxRSl6LnKCo24QNj4HyHxoSS654O+TIWGI/xKJOMspVrvNIOZjtWu5/ygiSrS+4lQ8C1cWakpcTAyd5CqopFQiSOHAUSos9FAoHqP/fuEtGlDRjwZVCJIUZKupNorHEGnHqKU1RnsP+qi+pYuS4ief5qYDKvmCfkqoSW7JNWzYGJpx7iwaOmI0HW7tpP31RygYy5Dd7SWHmJCqx5QwiXcd2EK2VEiMK0FJEKfNzV4fVvGeRXFTSkTVSS1FBV4rd/q2F3kpnGmhhiMBUhwuiiQFeSczvAhZLLZrFZNDxjgHKnVXY8omCNL5L5VCMU0BlZaWJh988MFUT/1WTPQuTILOQ4h/9JMRAXMFYE5pN56DpCFxgLBhXJSbwWE32lDJIhVA2ofK4hVJtjJH2kKW7PZzMz9sRnEMHZdHLTuLc+WiGEs255rNp9Pk72qnKncBu8il4hp1HLWSt6I/ffjhDto8aijNPHMSVwbCftTni9DOPfW091CIumIaxVUrxWEAJQJmm8NKPhFBY0gFBV4aM248tA+KxlJ0tNVHcfQOtLnEOVAoJQjc4qmgwaMnUqajnpKCwJElDlOjUCwsiNdL/E/J4uCoWmyGCgq9FImlKSC2h3JvRNO19YfJH46TqtjY7D+WTJHV4eSFTTmvHS8RyYkvIyYojFOcGzODI49gEnQeQhDqaJjw50JGyAAkD4DlBSNbQ3o7y2g5+76StcE8xjyJ30elILp/C2JHOp9DXKJz5IxUO4teGJNK6Gl9UtuWWSL4PBYm1aTeb5C7tWD5LBOjUKCdikv6i3EG2IwIMoFNy9CGDa9QRVkhlZWUiO9mBEGHRZQcpmhCpURK0KAD/RMVcjg1CvuCYjtdTLLDB51CAyE/iCEoqQR5nTa+xVK6nIKCGbjhFdjdNHz0qVQXaadEMMkLibo6nBLHpOmyTQpufsSZHuWlFoqFG8jtslJbZ5LC4rymBYnrTQYyFIrE2RRJd/PTO6HLie14e1do9TU1NZhA3zkBPwkTfRQmQechYrHYEDSBVZRj//wgRJApFg3xOCMiPEnaWV00p6BF3hBxs/5sdFgBLEaE7ILJkZHhwZG5iNiT4h4LhR5vAWWsKqkZtbttlnEDQePzkVRU+uHJDqoUi3RRaUkZp9NRJkypSAcVFhdTQ90+ev7FF+j8C2dRYWEZWVwFFEw0i2jZRVbBmik1KcYCJkxTa8thmH4I0nXShFEjaXBFMRWXF5G70C2i+3LxD0OlrlCMOgIhCsbivKiZysSpelANHT3cQIFomKv/bDYs5iUEkYfIZfWS3x+mpoYOOnVwqYikFao5pZJ27Q/QkfYEZdAKXETlyOWGLp+JxbmqUT+/lL1SYRjdZ7rPv4VOO20S+kX+vgd+Iib6CEyCzkN0dXVVoXQbtp2WnEhN2oWi3JoXBxHpajmShbQaPa5qEOQsFwhzJQ7IE5BMZEUgGT7PnBXiAnHbyGFzUkrTu6/IiBzfxVg8Hg872XGUbZQ+I+kjk0lQMChIubBccK0guVgnZRwqeVwW+nDrFkqISHT62edzMUtxZRX5DrZzxaJFTXE2CbqedBxtJhfnSTto2ukTadKE0YKABS2LCLfAaae0iHatYlxOxUMVhQr5AhEKhgTBuyto3JkzqbWrg1LhdnJRVETlKYprUXE+kbHho7+++j5NHzeYPIKPXUqc1FgLLPVElOzillZ6c1t0S9f1eO5To+bYtFL3BCcJGs11R44cqV5zzTXPLF68+MT/SEz0CZgEnWeYN29eocPh8HKT2LTaTZ4CIETov9CnoSkrgsRzjYxyo2j5HGBy5sqK7nxmKXdkSM3KzIZnv9iuVZBukqKhMLnKXExCiJYlGUlgLC5BoKl4QpAr6UZO3EMxTYGudkHAbjblj8eT4vUMOUVE7rBZaOuW9+hgQxOdNeM88Zlictgz4oogSqlQF3UKYm1vaiBLOklF3kJeqBs2YggNrymhUCBDoai4oXbEkhZErdGAsiKqKC+lg03ttKs+zt1VBg+roaKiUhFhd/AEBvnBbrdQOhmkgK+F3tq4mTafMZZGDOkvxl9EE0aPpJauOmoLJjmdD7IKxtkVC4qrB3Fs8MnOpI32X0ZEjf8pMg9a4yuRRCJZpx4TZpv4vMMk6DzDwIED/8+ePXv48fF+c0kj95iLUbD4hwo/VctGtrl5zpKoQc5J6eVB6sdd7IynWfJVdCMmVMilYwlKCPK1Gml8kvhzdW6P20UpdLNGpAkbVJQMWqAJI4f7KJVVVPGkEIkH2CbU5fBQnFLka2miF/70BDmdbrI7PRx9x6Nh9h1xi2hU1aziVkTWwjIqGVhGjkILVYgIXPNlKN4aoVZ/G7kdFvrCjFOp0munkUPKyF3kpK37mtmBrn+plyKNCb1wRrVxREyZEDd2bRER/QO//C1d/i9f4y4vhe5Smj5xEjV3RGhPfT0ajJOSiVHn0QbKiHE71JiYoGIso+iznJ7RoYnjRLcV6PjllZViIoo9e2J+FSb6KkyCzjMI8juvpaVFPubLawkQJHKbc7Vma877kmR58c4gVP680eGbo3LZNisnfQ6vcxWhUSKODA3Z3dtqXMbLRrP4XC7JOxx2KvB6Oaoni9792mLXqxlj4TBF3QVU4C4TJJnhFlmFgnw9Lpcg/hAJDhafVyiZiDJBW1FyrugeezYRmSt2JzkKCkWUbRdRraBE+JAIsoyJyLasspRajhwh1aZQSWURJcT7VdUi6m6LcnPXfpVVdBDnQzUWMQ07ULYqFRPE9u3bqKiwlL4052JKJDMUjihcwj2ofykdajlE7W1N5G9vIi0dFd9Oc9Wk8Ufg42TPEr5a0M/zhAnj0eT37hP40zDRB2ESdJ4hkUgMQcNYPVvC9rEwmknZIEs28Ml5XxInImwABAIZAoUrkWiEqxABUKDUT/FZm5HJISNzuR/IGhqnmjl4UVBq2dmmshY9SwKLifFkgicDMjJK2ElaPPZ3dpJShrS8AkGEMQqHFXK6C0Xkbeey7XRKlxAsgsAdYmKwooksmrLaHWRxusji8lIyo7EnNLrLeFwK9a8uo5GnldHLr2Xo3W115PUU0+HDIdp7oInafGEmcysmGZuVu7VwxxNV9xXRjPt4PENvvLGBHfImTppMSbJTR4efOsVEE4kEqHH/h5SItJHDmhRjxCSH7VizxlG4pRL61YVdnLfx48f5l966xEyxyzOYBJ1n8Pl8Vbjnxqt4kEPAMo2OyQGexBaL0ZLq2MVBRNDQqNmfA3nEngIqKy0TkWoyW5WYW3wCQsX2ck39Of8aUSe6qgiCrqquPqazeLaABpGvICgnXPfgU88+0XoXcO5laFUoGgoIQnZzCh2M89NJGxs9CerjRVAn5qG0TsLI4NAsum0qxNxkBtEtCnQ8vABps2pUXOQRUW6E9tU1U5HLSWVFh+hIs4/21h2izphGLrsYF6os+QoEwrresos9RRRko6hcrh2PJWjjG69QU9NBGjhkGJLxyCcmx4MNB8jvO0o2Jc7m/7FMovsPkbMAC3IGThk8GL4ou07sL8NEX4RJ0HmGcDjcT5Kfw2YXBHWsfwaIVBaKqGndizhXE8Z9MBTUpQ1VT39Dl5XcqFd+Thr3Z039NT2fWfpzZLNABNGHgkEqKi4+pgCGt2fTu427C72c/eD3+fj7VkPugF1pMh6lkL+TCotKueUVIlKLxc7+FohsM/Bb5lZX8A9B6yu9gW0qnRBRv5/qm1rotJpRZNfsXAwDZ7+O9pj4fiEFAnF66+091OELkB+NWWweLg8PBUNsKqWqKf1YjLVQ2VeRqzQV4grAA/t3UH3DXh6/bsCUEPtKsl91Arp4OsULjXq1ZXdndCzQ4m9x7syZmASe64nfh4m+BZOg8wziH3wxLCuZXHJIEgChwmsDBME50VYb66qSoBE1R2NRvkeanqwqzKaHGZkcEtl0PGk5b7jgyS4rAHKkMQ5ZvQhC0ivnMt0eIIioBbG6xNhwS6CFlVGlqLA1aoaCAR8bLUHCSGeS2QpHNJpNpe3GZMI2+KxBq+IzWirOZkfvf7CHZp4xlArRPFxxiGjVTuUlTvIWlFJnSxNFu2KUwIRjcVNGEcRvR+9DlYtM2FAf7ncZI7lCMyJ7TTNapBvezqmkXlmJ/oWUZo8QVexfFecSpebwyNZU5ZgIGucF5+Psc87SXtryzroe+YGY6FMwCTqPIIjWOn/+fBcMkSAXhI2GsVJ24MISl4u1YpC439eV9esAaVZUVHBeM6JnvB8IBj6+E6VbKtG7s3Rr0tlLd0NjZU0addc5Zv0yHxpg4ueBg6xgtOTgKNsvouREPE6yUBz1Kg6HTUTyYY6iYWOKbAobR9rQmt3Mn5p4jSclOPFxeBsV/1norxvfponjh9OsM8eSlhATRcpGnW0BCvui4jMgdyulLWKfmpiw7A6OhH3+oO4pgvExIetXG1J6sSjd2S7ckzujTw9okmtRVG5pFUsm2H/ahnMAacRybAEQztHYsWMpHo+8vv6uuyI98iMx0adgEnQe4dZbb53R3NzMUVlpSYmILFECnT6mMlCWWENL5u7SiOxIbx6Ly3MsBnK+tCBLbAefg6mPYuk298F3LJKcccmu6pfsMk0vw9kOad2/Qy+Zy5IZnO6w6CgXKlEWrsnFNyxKiv16vV4RcScFm2Oh08JRuMvlZs0WnhWKZuVc6XTGOHCbl8uw9YCXW4iz1JFKhCklIunOtjS9+NJGGtm/mqzieVDwsr8rSGFYrYp99KuqJocg3HAgQmkF/QwjbH2K82NH8Y2mp8dphktet55sNCWA7MGdZ1TWuRVuQpBiCYknLouNJw5ZNIRzh84pheI4vzTni/F9e3b/S0//Vkz0DZgEnUcQ5DtDEiXKuUsEQXd2+ZkoJRAd4z1IDrxIJfglIqJmv4iW232drE17RfSMy3pnAfTYFEfAfGlutLHCpT/M/zlLA6GremzudC5k93AAb6UTcS6zLhETCKQBXZOw6dosJhI0ly3yUlIQcCQUJqvbJQi9hKNQu83BZeQw+ccPW8NCoJakRERMKt4ScngK+QqAJxtB8ApH0XFKCUb+6O3N9MqwYTRkSA1pNg9FxGF5SlwyCP6YAAAgAElEQVQUiIepM50gf8rBDXPd1ih1tOyjZKidbNwHES0HkYOR0VuFKZZsMwO54IpybsWSJN36GvKImJwQPbMfiZ2d7Sx6224e06BBA+m6a7+LRivbgkH/1StWrPiESxUT+QCToPMIgqAnyWgZ5On1FlAkFs8u6ElPDSYxRK9GFByOhFlSQD4yyBuRM3tnwKNZkB++B+KWXVeweMeX+pAqMt32mbnmShIfc29DlB6OkMvp0p30jM/kZnbgMcaCSB06NSL6sPiOpum+yXoHcF7e5MVEwcYUi4bIKUi/UBwzji+O6kROBUSHligFBeG/9NKLdN6Fc2jQ0DFiEirg7eC+ubWFVEcxWRVE7QFqPbRf3MfE1sVkwF1fEEHr6rZ+U1lmoWzhjmacL12rT6AhAbvq2TlDhaUcOAcaaYiTJk4ku8P6xA9/+P2rT/yvwkRfhknQeQRB0CNwD2K6+OKL6c233mY/jo6ODoK7ncxvzo2o2ZhfEBo6roCcIYFIDRk31qLFZ6TRPkeNRrociBsLeqqxgPaJnb9RWWjp1qSlFzUeWw2pJC07iBtSiPSill1cYvEodYnoHt7KMprGPi28GyxexphEg/44ud1eKi4sJofVLiaXmNFRHMQZp9raHZxvfdlXPNR/YA2NGDaE9u6rpxK3naKpoODrCO3dsZnaD+0htyVBNvEdRdWLdngyItkdRidoPaPDqNgmXV/nIh+Qs5Ebnls2j+0UFRXSOefMSLz1ozfnCoI+4b8JE30bJkHnEQQhVIN8QXQw3bfbbZy1AU1X5jXnLhii8ATEjQIPEDE+K4lTmhphwRGfw/dlhWDGyOrQu7EI0nZ0F64cH0UfT9oQPBC9y3zqArFfeCbzezJ9zSBqnaAznLlRWlbK6X/BoJ9KSkq5ryAkjoyq69QqiSsF1UKxmMoyhMddyP0IQ6EIR7aapjcbaGyoo+eefopOHT+FqvoPJi0hIvNEkDLRIDUf3kddR+vIocD23/DQ0NK6hMPHoB8BgMgc0ka2KhMufmjMi3J6MW5MdIA0mWIXQbeLpk+fjgnnV0+qT2bIRN7DJOg8giDWUuOejh49SjU1I1iDhu5cWlrKkbTsO4joF7nJiGDRZgkEAgKWxCyJB1G1V9zggAdACkGGCKJEJlFBhuirJ0u42cbU0ME/qYdhNg3P6GKdEOMo61eVLWLJlTm6zZpS5PbA+L5ARNJ+EdF3iYmjjBfeIFNYrEZWiIZOKgpFI35KxRJUWlJJTnsJ+QJwlUtx/8NMOkZ1+3fRwQN1IpotJ7vDzXJEONRBSRFFW0QUjW4qpCbEcaTEc6mrq7w/TZWTCMavcSSPCwhUFMoMFdkEQTPOAa44rDY9Y+Oii+Yknn1u2/WmYZ0JwCToPIKI2jwgyPLycrryqivJZndS7f46JuP6+nomW8gViJanTJlCr77yCpNtbmurXGhG/jJyk6EHlwmSb2tr416DTFqaXgKdUlP6pb2mE+zxZvS54Ea01N2PL5lMsc6NRUOpnedG3LIlFMaCcRYVFwoyjYrJJUDewiLdlCmtyriWpE6cQhPaYCdfFZQUF1E4SuyKBzLXW3dFqbM9wgUkSJOzWAQZU5JvpKTYHEljnVkej641Wyz69pFNIhPDWdtPxllzhl4us1hwTjBmaPZVAwfQ7NmzxD5bv//882sTn3RuTOQfTILOE8yfP99+zjnnWEAIIOGG+gZxGT+Rie/SSy+l9evX6/4bnHs7hsaNGfmgiEyv3rjxzSJEfDJizSVpmR+NbWDh7XsLF9Kzzz5L27dv1+US8RlE0HpVnYXJT+9Srafk/a2FQ0CSMEsHNnv2NYxfFrJ0F3RkDNN/O08uKLfu6vBxhOotKhb7trHcgOIaLooRZOlwaCyjxOOKIE50NS+mQq+NAv4AqSKKtloz5LLplYGYcDT2o0ZfRJ2cFfZJQidwm945BgSuqHrmCelyB/ovwk8D0w0kDXkVkS3EQSQtnldWVdGMs2ZQdVVl7Xe++62He+gnYeIkgEnQeYJBgwaNh1aMNLRBAwfCdpTCIjL1+Xx05pln0uTJk2njxo0c+Q0ZPERb9IMfLFi4cOHjo0aN3NjQ0GhovlJ7ZkuMbE6zJO92ET3Pv+5a9aGHfmGp3bdPJ15BnOlkKpshkjbKx3N9Po7vi5jb0Rope2lVX2nzFHi4WAadYKA9Z83tDU0akgI25Xa7SC0t4WyQcDgkIvxiJm0QaSIeo2Cgi709oL1buVoyTb7OADkddnK7HOSwKoKUw5zdgQjYZuEYmvOa9f4FCh+/yqt/Nr63WdJ8xZAxxoXydc7UcOjtvjAx6VFzgns9ymNFzve4cWPp/Au+oDXW117e078LE30bJkHnCRxux6n+UJBzdaOCpFraWsnhhINcghobDwrSEJfvFn1BraS0iPPl1q1b9+Z9DzzQ+aenny5va2vXi0Cyi3p6r2727BCEBBJ68g9/oFmzZikzzjpz2ZixY/9jw4YNCt4DEWIyQMSKSQJFJrpGrRdlZE3+c/KkuyNoQdDIyEDhSirBZApN3Gm36b0TVYWLUGw2Czf208vIBfEVe5mwQ6EwqRGNPJ5CTt2zkJ0C7WhRpZLb6Raci/0kuXtKIhoRN5X1bCcySOwOPmaeCFjBsHBjWQwcpvsqxoY9osEufEfYe0QnX6vVKSYGu57nLGaNVDLG51jX3jkvhUrLy+BSh2IUrflQw+VLly7d3Ss/DhN9FiZB5wlsVsdQf6BTX8gSxNfl9/PCHjIennvuWV4gBDmD3DxuV1h+L+D3L50xffqqDa++UoDcYektoYMLrbNkisXGp/7rKeW0SROnxmr3Tr3k4i+9cKCuvt+uXbu4FyGqEKEGowDGYqTIwW9aOb5zgKK3fGJjJZSfowDE8EcGBYM0OSoVJI19prMNbRU+BjlGF5rUiu+EwzEKBX3c9QTSCqJxllzYoMiil2Wztqwv2kVDiWyptS7BCFq36po6L0zqob9xJaCfT+Rdg4ydTlc2XRGTEK5YkLmRTkdReEKpdIqlDqwDDB48mGpGDKfiEu/+6xd975kT/yswcbLBJOg8gSCcQbKQ5PTTTxeX1eMIxv0DBgxgUkOXld27dzN5iJtPfu/mn/50HaSO6dOmNb65aVNhrm0o5AG9OERf/MMi48svb6Arrrjy4qPNh1csWbKk6pZblz4kiOq7b23erMTZ3F+ndZuRalboLiCnkT8N5PYllB2uNWu3mx4TaDTKz7Hghn2i0lHKHVLXloU20HndHqJYJC4mmy5Ov2NPfKvSXYwjSVfRDY4UrgjUF/pSKdVYJFQ4Stc9rfWycX0yMGQfuGxky9hTHN1LMylIQ9gvrlbg7VxdXU1Dhw7l8cKbW+wt2VO/AxMnF0yCzh9UIVcZJIKFtPb2dhoxYoTewFWQMqJpRIzQRJPJxKHcL65bt65r8eLFX5w8efI7H374ocIl3DmEKYHtgJQe++1v6dJLL0ZEWHHH7cuu+8mSJQ+OHj3q3af+60/2ThGpI+LVjHLoZFbu0LLFGtKmlNPxdKsh/rwmne1Q7i3IGdJJWVkZ34MQkxyppo87bI0jaZtVP0ZowFYHuro4uLYEpKvLEt2ZGNzSlf1DVP4MVyOSlvW1/qSSdViX6lyvZZseyCsL3r6W4XH279+fJRp8Zv++fbSvtpYuPP+8os/6j23i8wGToPMEqqaVIvKEZgzJoaqqisnttddeIxgoSXLr168fItKPaaErV65877bblz125MiRucih1v0mQKzHRrwgsY1vvklTp04tv2fNmptEhDtyzqzZcz/atsMOgsL3EPliHExmqQxruJ9EegAvyln1VlogcmmRyul4xiQh0wAB2bILyG0AACmiwOsmW8JK8VhKbzGVjrPswH5GfBzExkdykpARtpRN2EuD87OJFyn1QhTZ6FXmaGu8HdbZ0WNQED0WCqv6VVNFZTnnm2OiwDnHoqpbzyEv+8z/4CY+FzAJOk8gqKMI0R/yfs8991wmMlQJAqgqlF21EeElE6ktn7SN225d+s1bb7vtrBdefIFLxq1MnN2LegBS8rCt3z3+OF111VUr9+7dS7957AkmJF7Uo+5WWSBsdPYOhEKc65wxiDq3gawkaPm93JJvMm7obIKu1+UVFSxBYFsyktYnjrThOEcsN7jcKBzRtWykwnG1o2LYmxqEq8ftmewCJl6nnNo+fSzdXht62yvdYxv6t4WLePQov7i4SNy83F8R57yhvp66fD7WwiH7xBNJr+WKK6zqk2b1oIljYRJ0niClZgoQJYOg2eaTfR+KWIOG/iyjXxD03p273vhb24lHIl8cOWJE/Z69ew2HiW7IwhXowocOHaLbbruNo0XsExOCXHQDSXEJuSBpTUThyXgim4aX600hzZpgl6Eai3KcyiYfK90eHWGxPdAk5ANcGXBKodGlXDfwl227DHK1iwAa+rIGzThpcL1ePm6B7JFMG7qz3lNR0/RO5Md3NicjawTaNSYsHJPup13E0gpsUDEp4DXknzc2NvLY9J6Q7CZNzUeO0O2nnz5HPHzhM//DmzipYRJ0nkCQoBMEDPIEsEC3adMmOnz4cLYABSTicXu05cuXN/yt7axevbpxya03v+gPBC4+IojFYjn2JyR7FmJbIF0A28d+MTHIRUZ2dYMviNF4RJolyTJwEB1LIchpVo717MjdLsCar/huWryOyBQZH7KZLUftiu42h44luolRhrM3bMYip74N6m7RpXXnV4NcEfnqPa26002OqapUcD67DZ7ksVjZbc/K56PlSLO4UvHxY+lXIqUhVHGOGD7kfDIJ2sRxMAk6T5DOpJ3ZTtqCFHDpPXz4cPbkACSxqGom+ve2FfD5vzFlytTO559/UUkbrvjZHoKCfECKkiBBeN+e+42d7Z0dtZ1d/ss++mibvbGhIesBrRkkZRPRJzw9sPinm/0bnVcEQaYNPTjbq082lDVKpiFPpFNJwzEuxZWCMEpyo+FrSTGFY3o6nu4VrZLNYWWCRl4zixno6m3hkhSWKdJp3XzfaqTtKUaFOKflGWOTHcplsY1duu9ZLVm/fofdQUERLbe1tlIUvQdzxs5VluI7kDjwNxCR9sjP6m9t4vMDk6DzBIKgbCAIkCaqBxFBo5pQv3zXy48RsQrW6fiftrPirruunDHzC/ft239Ab2ZluN8BMiJk6YKd7OxcBj5p0sT+l1325QlouXXt/AV3Wy2WRfUNDQqnoWl6xkNaEGogEqYIR7xklILr0oZueq9PBDLa5wpG0iULh01f6csYxkOcOSFIurP1qB6e253iP5cgf293dghH8fqCHtehyJaCmoh+pYmRVc+B5tQ79uTQuZcnAiNTg/OzDX8PEL1bnFcsBJaVlaZLS4ozr7z6V2cYjQWsyjFRN/tA41isViZpMRl4PvM/uomTHiZB5wmi0agllzhRmIKsDkgcIGmQJbe7SsSPHP/dSy5Z5Jw1p+YnZeWVCx1Od/W9966hpkOHOArHLddpLteZDoDe+pdXXitvbGy4QXzmbvHS9QsXLvxI7P/RUDic7TwiAcKG9ID0O4wXJeinnnoqk67ehkvlaBiTjF5JKMg2nUIfq4w4rlQ4HHZ3dnbq+RZGVJ/UFC6MQURrc1uZGGFQpMstOuVqhsShN79VspMAp/aRoYmTXqIuonNNjDFV6PXEy0pLQ16vp6vYW+gT5HzE7XZ9lCT16Yd+/vN9P/3pzfeL41ugSzMWw5+6GyzlGJWYqXTG7Dlo4mMwCTpP0NXl54h1Irp1GNahyIeGNgwSBVDdlkgk2+V3lt5xxxdqhg2//ytfPX3sa399Xdm6dSu1ist1qdWmDS0Y2wGkL0cuQP5vbNxIgwb0v108BUFTUXHpPJCedKYDZCQumwDMmDGDTps0SfB1en0iFn1cjH3PW2+81vb++++n/t6xzps3b3Zzc/ON4jiL7Q472R1ONkqyCgLXNLXVoijNgnCPiAkp7bQ7C5xup9vlcLmcTodH7N/j9wfc/mDIGfD7HfF4wllSUmzzeNz1Tofz7Xg88uf777+/4R855zabhc+lw+FkCUU51gwwG8mXwDckEt7+j2zTRH7BJOg8QSwaVaHnImsD0SHS3iA/yO4pshIwnUq3LV269PQRo0evHzVy1IQ//ekZ2rx5M5M48pAVI0rmohTxHCltkqA/KZdZPn/7vfdc69atW93R2TnuqT89fY6/q4tf56wJY5uYIDCBTJ0yRauqLN9+tOXIN8RYdspt3X777f/QsT788MMvi7uXP/VJ+5RQFGub7P4iMz0kZBYH/LMrKyopEIn8rheHaqKPwiToPEFGzSQ9rgImTJQXg1RlXjLIVuZBjxozel5bR/u8n/1sLR06fITC4e4yauim0FinnzUtUlRYFPH5fN59+w94IJVAjsAt1wYUkAt7+/btp2QiccO2bdtZnsC+sF/cg5inTZtGp02ckEqnk7841Nhw83/cvPikb5SayagtCi8oWo0O6ZZsap083zi3AwdUB+9cunRfLw/XRB+ESdB5AkWxHE0mk/0/+OADjlqh4+ZqxyDRV199lX6zfj17dICMEwmoCTn6sPjs7DmzaeK4MfNuvPHG3+O1axcsWPjue1vuSSSSztw8ZoncNlUH6g7qJeXIgBDvYTENLZ5GjqiJFRa4n+psb11w1113fW602EQmeURP1XNxrjX8P+T5kRk1uk+07dVeHqqJPgqToPME1ZWVy1Oa+sd33nmHF/bGjx9PtbW1Wec1RNPIx21vbdWzxKQZvprTjkqQeGlJCXJ56+Rrv3jggXXibt206WfXJtLpUbKQQyLXlB9khCISRJEXXHgh1QwfFlPU9KrFixcv66nz0KNIp5tlGTo8PzTqLiGX2STwQ/F6PJ/P4zfxqWESdJ7ggQceeGr+ggUv22222bC/hFRx9tln05YtHxAKTsCpXADCzVb1Bqfwp7Ao1qyNEP6/aeMmuva73/6BePLN3O273E6rvy3EMsfxkG2p2IejoIBqamrovJnnhP783DOlT36Oy5udLs99qKLUS8jTXFqOiRDnGecXKY9nTT+zYcWKFdt6e6wm+iZMgs4jdPl8X6moqPAFggFXU0MDXXrZV2jHjj0iunOw8Y/KlXa6Rspm+khPM6JhPedYodo9e2nbtp1zH3jgIeeCBdddgfdEhGwZP3HSYBRkVFVXZ7XlXD8Mou5oGguU/mDAO2TIELS2/txIGrlYdvudD771zpbL3AV6D8J4NELprB2pntL4xQsvSNktymW9PVYTfRcmQecRRLQau/76679V4Cn4fcuRFtq9c5fh/sYLWixnwLdYL+AwZIqctGZJtOsf/Q2NGTP663a79bRwOLz2OhGa/+Z3T9g1w6sZkaHUo4/Pi5advd/ctFm5aNYFfxQvXdxDh99jWLp06RcaDrdex4uqVr3UO5WIk1W1Zs+PiJx3lRQWXCKi58beHq+JvguToPMMa9aseVIQyNfqDtZ9ddNbb1Hc6BeIS29pDJQ1BMqox/g952Zm7N9/gK6//sZRbo97nYiGWRaxORxMQFj8k34Zx5O0XDCEy920M6detGzZsvG5qXQnO2688cYCh9v7TCQao+LiYj5/MIYKZNKcqjj7ixcmRtYMmyeO+7HeHquJvg+ToPMQt99++9fnz5/fHI7GqxVFlyEk+XZ7cqh6N5PjyBWQWR9qOkUJeGBYLVQkyGhkTU166LAh75aWlp3yzrvvDZYNAo6HLNt+4cWX6Oor/vVR8XDKiT3insEdd9xxdWFJ2S927t5XINPpMGGFQkEqKS7OTJ96xl/Ky0quFOQc6uWhmjhJYBJ0HkKQr/rjH/94pt3pro0dbbXIVDhox4CMepPpY42JSOn2ZOZ8Z9hxiu/MPPec1Knjxjyy8fXXf/jEY79NXXLJJc5xY8Z0fLR9u1fuM5eopbcG0vli8eQZgtgm3HLLLTt6+DR8Zli8eHGh3eF6fctHOyY3Njax5SnaWsFetKmpic48Y9J7gwcNuPTOO+9s//tbM2GiGyZB5ynuueeeA9dff8MSl8u1ElEetGgQtJQ3OP3OoVE6kcxGvGR4JsMvA1WIo0aP7JgwYdx9Dz744B0vPf/nbDbG888/n1i0aNG3nU7nH7FdSejYvpwMZDHL088+R3OvvuLXdJJG0cuXL/9RJJZc+eoLrzpRVg59GQuATU2NyEvs+tKFM+euXbv2+d4ep4mTEyZB5zHWrLl71Q9/9H+v8vv9kxAZy+o2kDNH06rGhvoAyx3iOfKYL7pozt6q6spFgpy4nPr+++//2LYFKT0195v/vm3H7r2TpM3mJ8kdnZ2dtGv33jNONi1ajHVSPJF59t33PxyCEnlYt6LLOHTmSDikTpsy6YH/vPfe7/f2OE2c3DAJOs8R6Oo8u6SoqDWZTBbkEqlMiQNR4/WxY8dqo0aNeH/YsCE/XrFixaZ/ZNsV5WVzqvr1a2hsanLJgpjjgQyHV//6Ov373KsRRU/9LI/tREBcGTgHDTrl94kUfWVP7QFuawWb1ngywZNNv4qSbf1HDP6yIOdDf39rJkz8zzAJOs+xfv36iCCdywWB/gUkCsKUPQHhVTxq5Ej/zHNn/FrLZG79Z8uw16xZ0/qDRYsWtnd0PCKd63IlDnmPfXZ1Bab09Sh69erV33O6C+555/2tLt15j7ijTCgcJKfdEpo2efx37r777j/29jhNfH5gErQJyBEvf+uaax5rbDx0biKZTNmstmD//lUNpcVFjzz44IOfSj/9+dq1v/raFVfdub/uYLVMvcuFrDB88S8v09VXfr1PRtFLliwZXlZWseFg0+Hhra1t2QIcHM+A/tWaRVMffeSRh+epuTmJJkx8BjAJ2gTj0V/9au6J2vawIafM9fkDG2R7rVzILBHkCm/fsRNR9DgRRe8+UWP5Z3HnnXfeFIknl299Y6MFC54oZa+sKCe32xVSiLZUlpfNW758+cFf/vIXvT1UE59DmARt4oTjrrvueuU78659rrOz8zLIGbmOdzLoBFG/+977dNq8b6+nPhBF33DDDadY7fbnP9y6fUJbeztVV/cLjxo+9MmBAwf8Skwi75jRsomegEnQJnoE4VDgSkFuXU1Nh5xS487VouVr++vqez2Kvu22235Wf6h54a5duy2jRtQE58y6YM1dK1feJt8XY+utoZnIM5gEbaJHAB+QRYuuvzkUCt+NVDQZSecGoiDqv77+Bl399a/1ShS9+JZbLoyGwn9474OtZf369aOLvvQlGjl8aH1DQ/3qnh6LCROASdAmegxr166555vfuuZHH2z9aJDMiT6+TRYW3t79YEuPRtFcCeh0Pbtr557zk2L/8NBAteP+Awdo957dk+ZedUXLLbfcMvqOO+5o6YnxmDAhYRK0iR5FaXHh1/r37/82Fgw/ScZlS9Pa/TT7ggsfF09PO9HjWbJkyfWHm1tXNh9tcUAHBzHjHh7ZWLgcOHCgtnXbtt/ds3q1Sc4mehwmQZvoUaxdu/ad+fO/90pnR/sXU8kMaZ9QYYjCmN21tZNWrVo1+6abbjohzV8Rofv8wT/v2r1vOIz0M4YGjrJ3FJxgTBNPHbtz0MABXxbk3HAixmDCxN+DSdAmehzpdPLykTXDfHv37LGho5ZGx2Z1oHrxzU1v0Xe+/e9/XLRoUT9B6onPat9XXHGFtar/gEcDgci/7dq9V8G+rFaF21H5fJ2c4zxq1Ijw0EEDr/vZz372+Ge1XxMm/jcwCdpEj+Phhx8OLViw4B6n03lTPJkW9Hxso1lIDLAqXf+bx4oWzr92x+LFi89YuXLlp7boFFHz5aVl/R59+pkXChEpo5t4WVkpxeMp8ge6yOlwaNOnTvntb9b/+hoVbbhNmOhlmARtolfw0EMPLbn8q5d/d//+g2W5EbS0M8V9XJD0o489PvLiOXMO33LLLWP+t4t0N998c2U4Evvvze9sObO9vYPtQAFEyx0dnSJit9K5M8/eW1pU+GW4/D3660c+m4M0YeJTwiRoE70CFHrcdNNN32s6dOT3sUQy+zoq9WRJOEi6vb2dXtqwoWj+vGv2/m9IesWKFT/esnXHKp8vYC0o8JLb7eEUP1QFwq+5qqoyMnPG1IWCmNd/tkdowsSnh0nQJnoNq1atevLqq//t/+3cu2+U9KGWmRQAImloxCDSR9b/tmj2rAv2L1u27LSlS5ce+HvbXrJkyYgOn/+Z+samU/1dId4O2nohau7q6iKP2619+eLZv7///p/Pfe/tjaacYaJPwiRoE72KkpLqC4oKWxpD4bBVVhVKmQM3OOwhqwOa8YsvbSj49je/sXv16tVf/8lPfvLMJ21PEHNpSWnpEwcbD88+0tKigPgtFl0yQYEMUufGnzq6dvjQUy77+c/X7rvvvrU9fcgmTPzDMAnaRK/i/vvvab7pppsu+3Dbzuc6fT4OnXN1aBC2bJGF6PexJ560nzV92tO/+OUvNzY2NPxrbhupZcvuuKErGFr5/tbtViwyyjxrRbEQ8q5rhg+Jzbrg3B/ee+/qh3vpcE2Y+KdgErSJXseqVate+P73v3/e9l2J12KxmN1itZBF0UkaGdK5TQSgT2/c9BZVVlSce/qkSa1r/vM/t1oU5c1EIjVrd23tOBgb4Tt641uNteZUIqVNHD/mqUNN9f92771//rjnqQkTfRQmQZvoE7jvvvs2LV26dNqHW7duDgQCLr14RSOny0MpTW+5RbAm5Uo/hXyBAP3ltVcVESlPTqfVyVaLjQSnE74GEo9GIhRPxOnMyad1jaoZdv6yZcu29fYxmjDxz8IkaBN9BoJEt95www2j6urqtgWDwVKn00kpVaUCdwF0Cv6MbGiLbA9E1pAxgsEI+bv8FBGkjOelJSU0omZ4YvzoEX/p7Oz4V7FdM2o2cVLCJGgTfQp33333oalTp1ZNmTLlvwQBnycI2kmKzVbgLbDYbHbDAS+TcdhsMRFIt5BCe0RM/b6iaKWqZ4sAAAAWSURBVG+n0+mdy5cvbze9mk18XvD/AZWrl9D60tzCAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>