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Luxibel B Blinded (Luxibel_B Blinded.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="B Blinded" ShortName="B Blinded" Company="Luxibel">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>b323f570-e32c-4e94-a59f-e52d7372439d</Thumbnail>
  <History Date="16-03-17" Author="Nic Morris" Comment="Created" />
  <History Date="18-10-18" Author="Nic Morris" Comment="Added product thumbnail.  Added 8 channel mode." />
  <History Date="20-10-18" Author="Nic Morris" Comment="Added Atlabase ID to 8 channel mode." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0637a659-2ba5-4f24-90a1-45c1fd2bde0e" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="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="6~123" />
      <Function ID="3" Name="Rnd Sync" Display="'Rnd Sync %.f%%',0~100" Dmx="128~185" />
      <Function ID="4" Name="Rnd Ind" Display="'Rnd Ind %.f%%',0~100" Dmx="191~249" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter1" 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="6~123" />
      <Function ID="3" Name="Random" Display="'Random %.1f%%',0.0~100.0" Dmx="128~249" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Fast" Display="'Fast'" Dmx="64~127" />
      <Function ID="3" Name="Smooth" Display="'Smooth'" Dmx="128~191" />
      <Function ID="4" Name="Und" Display="'Und'" Dmx="192~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9ad10b80-2184-4e6a-9cf8-66e9bd06ed53" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="373489c1-d58a-4b61-abbf-bca0ca1bb0f4" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="50ab49ae-d22d-4f1f-bd26-c20cf8744a04" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="3" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5e070748-cb51-46ae-87ac-2aebec4b5cea" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="16bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="16bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8bit cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="16bit cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </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="9f9dcff2-2053-4fcf-bc3c-0bb3091987d6" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter1" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Dim+Shutter cell 1" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Dim+Shutter cell 2" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim+Shutter cell 1" Channels="3" 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="1,2" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="Dim+Shutter cell 2" Channels="3" 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="1,2" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="5" Wheel="5" />
    </Include>
  </Mode>
  <swatchLibrary>
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7/OUZ6tSE/dofDqTEKvjnclXNNKwJBlY87ATLpBQPhqNXYSOV7KZsNzgaNpIMIedBwvva1r207KDnvjKiW2mWCWnZCyJylQXUcyYadmpzn6/3q9UpO1NkBejxHK73rqjadFg6VUkiNN7VryyloJu1AvTtxmyZtdhbJLVvuHN1IN6S7uJvcO98n71DOX+AVmO2UpOHIDwUD4HVE5OjIbyQVg9TEMyqf99Xpxv/9TqX3qjlgu/5prV2hQf/JwVruz54MgF6QRx999PMPPPDAFGtBzYyPkA/thhtumBriK1/5yun3gw8+uNU05IHRqInLqzUG7s3GlaABcCzBVisKG1C6JztZo8majh5qWdU92uEqWo7Hk5eUN9RCQr7QTsB7Zp4pqWUmxZMNznQJngmIObxPjRWpVEUCo/n6O7W0NB3MvOz86rMkgPaG9DX/zEse1vLkxBmiGZp55rwBeymBNIlMO2t/Owrz+dRq7YABP8vhPAAbYKzVjxPRTrySPr0+pUZqWFXK6iiJ71IOOSkm72k8ap9LpcL6zWiAWffWs3myP3LkyL9fDYAeAL0krXGdQFO+8847tzwfH9Dtt98+aZN8SACg2irihJ8g4EcNJ/yZz3xmq/kA1pdddtmWu5ODtfGrvanZ0mBoUNzP/+UYpRK0xrDRatEhGFY+N0G10g6Vd0zgzUk0z2W6nBAzf7XK5GFTA52zrsjyJPds+XIyS1Cr+aQ9b+Zd75HaviMcuXPu4+/sDGrHUC0rBETB1t/ON1SHG0ctAB3fHv+z5xvRWSjrmb3u4xkilM5ZPtly9eo4HXr8hvh22PPdqvWmpp3mlL0RUq+jzfLmd+Pvag7Y5DuzDfMQyQDoZXmcD5MJQj8ktRslNSw14fxg/ZC9hvROoAHyNi4n1Gi0aUbl5GJSDdURozYY71t50gTVbDiprdZ9HeYnAAmuSN6nZxViXqlBJcfqNUntpH1vctCpeadGK73gtTlxKzi4VWcXgcrrsjNzgi1DjGY+Am79383ny8D8gK4WO4b6BBgdhSF6Ozp3gVeoS2MJyBFc/5QyJ73i+1P7VvNmko/viftXm/ceBZX/1849v3k7yRx5+DupoR7XH+3ottNa4yGUAdAdaR/Kz7fdu9r+zTbkbORov2orfOjpyFH51xzO83FqF3333XdPjQzzIkR6QfoiFwCtDaBaEeS9kN7kldf5O8Gylrc2LjVcnz8np+Qd/S3Hm5RKartRx6ccs0yCWg6H5Var9pwAaYNX45WD9TkFSKmA7DBzaC3wOMTP6Ho5HM/6NF4HeybZ7Dx9Fp9TLRTh+zHGCZ2z1BmSXLAWNdmB2FlITWF+KMecWnJSVQCxcwZ14jPfi8fqyCnfUR0lpCRFVN3Ls3OuHV39vz3L/7MaMgC6J+0j+V9b47lebdZG6VAW2iEbp5JDeCQ5NoEdCw/4aRoWGrSTRxUM68dc6YU6SZOxEmykFYSdCMohbzbGvLbyvjVtBrdXQxP0vE9q10iNd2y50mlDsMxGrZaoBUnlMXNCzPs7HPe3IJ+mhHMhPC2feWrtopWBGqj2vNIbarzy/3ozMgfh/exAKjCmhm8d21kDwFo58M1YFucjfO7UaBP0qnaaHXGmye+pUl75HVZAzVFO3rsCe+adZchr+L/V7WMPPPDAZ7qN85DJAOjV9KFhJPx/rdbR3R5rjeWNWl3kDL6z0jaW5B3rMDxBmmuNfSx3ndSIkh+0ksP3nibsR550gCJf6vWZRlDPBmMDSg68NlSBOC0OemWpZmYJqpZNqxI6qEwjaKYWTz7JgaYmqCOMpmm5l/bIUZAgqYmhE1w6x6TFDsL/arWakRFgKh2TMkBTdpCpdVfO1/vTWcv72hnkRHBSLj2gS42+gl0Fwuz8Shs4Dajr6CcVjjoHkN+871dKKDXxaq2Uz+X7bh3SQ6cV8JDKAOi1/EbTbP/LV7ziFROQ8nGx6KYrTvhxGcNBYEmQs2E6c61wrWZ3DH9zCaUE6LTCQFLrqBNyaS1gWfKeAoFlS047y26elrMCSuatFupkWXKbWiukRq22a6OtvHpq29ZDmpephVdNV/BNW97U2JxME/B0AVfbrHQJeQK0mrzxnrTpzQnC5Ml99qRXtMoQYKUe+M1e2+XsMLOjqZ1uPld9t5k+6yABskcrZZ71nSdt4bmewmCevqcK1tV5yOM6sGhr72hKSxLycqTxyCOPfHs1ZJIB0Gu5go+FNdhswEk9OHEjMBkoxgbmcJjjgoTOK7rQssabZmvkqVZnY0tNJMFH4EptKDWQOrEloBpTOQEmOxLEYXmlZdzL1yage//Ucn2WBOAEIS0E+I0GStk0LbO+KwWhVp3aKOUUdKUZjLMs1ZQ0iSZk2POmfS//A8Jp9lZBMPlv3zX5qmkLvrovp5VDvtPaeZp/nWju0Q85ekjN2DwqdWF9pZZbO+CeG3qez7zr8bxfjizrZLa8d048Wi/U/bFjxyalhY6UY7xTwZt7p2PWYZcB0Gs5T7DlA6Th5Sy4M+5qVM6ip5ZhRLfkJWtQH8SPnePpcp3ga7o6BKxadQbwSc06J76SyzUPxE6I32qByWWmfXVqPDZsXbzV+s1LUPeZBEq1VYPY5/JSlieH/l/84hdP4XrNL13GOU7eUEeCrkCs92PGoPCdSC0IoGn5Ib3BN6BTBRq4ZU6LHN9TAmt9l5Vr9ne+j3y/1pn0SoJmUl0Jlj0NuFIdeT5HK9l5eI2jvIxjLc+vrX6u0ahUqxveAxOhpMdj0GfkN1Rf1lXpMEbQ/40MgF7Ls/gwaJDO3CcwInKCCGCdgOPwGO1MkFGbOH78+GlDxNqYkQTM3JyZT81QoEpHkuSo1XAFMRtYjf+gVPOsypHnJBrAxzEaXoJ4UgeCmJHztCBwcstzaUkhlaG9OffBuiHthpPXTmBM7VtqR6DRc06g5X+O2cHUuYOss/rOemKHWGmtqpXPabpJc/mO6/upvLNpk5vO91UB3HeceQm2djzZYdZ89VaUxrFT5xvw283ntF7zmeZomaR84vpD7+KtDIBeywk+DDiwdD6oH9SUMIavco6ClxobQK1plGCfwIckmApwSgUMfms5Qh5qiXKqNAgALflwOWR5cRtXfQ7L6MhAcE/TrmyoiA1bykGHCs3NssEh5pFea9ZVerGlqRuSdJCbz6lzEJvR07Qj1tMu7ZarRllpgx4gJzD6PeS7rM4pWa+Zj3vBy3ecNsGp5Qr61l3GXPH+VSv2nMpBavwZoiBNNxG9Bo2lbT0n4NfJbMvjs6RFj2XPsmUogFofOaqLPP75tIZ3SGUA9Fp+mCZCS9pS77cNQwBkgihjGxu7GckVQQCSDNloZC+D8GstYQNwKC6Yyf/SsLw/6chXcDWOApJaeFpaCN7yq3Q6lFmN1iG3WqgTXo4ajAXMBFuCWroVJz3hiENwk6v3/jbunEhLzzptftMhJbXPajGCZIdhuh7oJs1UKSePpfZez2Uav40KSpYnOw8kHYK8NvlbKZoaNrZ+jzmik2qwM0gQTiUjzQal5rLOKife60iTS6/1nZL1kfUbFMvx017gIZUB0GuZVIEE6Gxkc4BdJekQHU9yhQ7ycQ0+OT3ACc3d62hcFXzSvjd5YEM5cky+LzXRBAAD42RYSEHRfOVr1aItE0L+eFQKuIJtPls1r7OTSHd07gcfmZSDcRsEnNQ2a3D6Hm2Q76xy+lk26zDBpHK6FVCrlp1WNsmN17L1/s95jaqd+p5z7iIDUlnWpBySZvIdAcDGDccpinfmAsD5HRs4yRGQoUPhhu0wHYHlc6bYgdaOpk56em21KOml2Xxzd5zWuA6pDIBey4965k210VVZOp8OLEjRELZaMUGWGKJzfzRQXXgz5jTnsbt90YtetOW9s2FrsucQXzD0PpY1eWpXoeae6bGWzhpVW6zWFjkh5D01bzPIvlpxtelFakdStVUk06dm1tNg85hl8z61s63aX16f9FC+a/NNYM388p6WNSeRsyNKW2uPpUac8xDEbHEVHvNOQHduADAmLd6pbFiv2IkjWr9oJeGoxmspCwDNxnvkHdpBJ82SQN17H1lnPTqppq2TqO38fashkwyAXsv0FVaAqPslQK6NGbDLGe6aLtPLZRJQyQky+VkaGcfvv//+ybIBUFVLEuCcSNRiAspBiwYBJbVTrS3UhnN1DBuiGq5ebPxO7zxELjgD+c815GykqbHWzjCPJw2QpoSVd81hdx1qV624jkLqfEO1S046xPeZ9EXSDo5SUvvMvOqz2eG50ELaEGsX7DdJPdeRgsGzCIRPzHKCJNGR5+jGZ8p3hDjJrAmkIxmucfEHJmnTnTxXRc/68V7Sb/nua2eWx7NuCtXx8Okt7HDKAOi1LBpephbg73q+l743rJvL32sc1tJYAUi0Z83CAGpjN9N4rr766knzyQnHynM6oeiwuNqroiVpR8z/qYGn/XVyi71OqtrdKj1tq9ZZBezUZG34WUfm0zMVq/xmgpTn/D9BO6mavAbxnaRte67wXUcpaqbVtltQXqLRpMWcRE3TxzSRhLIgdMDRo0enJc3437kL5yasQ/aAue9VCs3vQ/d0379U2Dmb2OaW05GQZbK82YnVzqhnwZTfSk/pab+Ho8pGBkCv5Yc9ba/yiD3qY+EjO0WjWJI6NORah68ZOMfJH44BqjfddNPqHe94xxTfQ+BWS9Kiwpgf/M81Onqk3a+TU9X6Istmo6rD+AQ6JPNK7ahqS2nFUDXc3Nf6rsPlBFW154woWDXhWnYBMcErVxGvGqNAmZYubo5Meh2O1hj1Xdf3ryknIyAnnVMrdSUTgJlY5GjP/Hbew5GQnYSxPIwRnZPA2bFTRq6T8pKXVnNHEbDDIZ8cReR3UTufpJLy+57rzDff/ulDz0MqA6DX8ljlFJFdHLTSA+nkS5+IpImS3lY0FjQm5Oabb+6aaVmG9IxM+iFtWuuQv+aR+VuWuQmiqs326rOaYPVGGzbgSmnU50y76OTDpWM0xcsg8nZiXpug6wZA1ghydauUTAWhLLN13uuMEakGNF2tZpLOUNPFC4+RE3tpCoDZzhsBQFnejPkNQJZO2pCpgG92TOylZ6RN9LZklKbbPNdr+0w6FQDfK5QIoD6nGffqozcq3ZTxpLfTIZcB0Gs5I8P4OjzdlfZMwD9FjVxNSC00l6oy79RM1QRrDA9BH6naFNKbXPM5cnQgOPb4xx4F4fXZifW46+R8fZ7kulPrTe+2nOAT4ARaVydJF/O0fKlbTv7JQycY9zqhHBFkndZ3nkCf9vdZl1rooNnCL7/2ta+dQJI0LgZs3BC+C5ZdE5w57wSgaQz2pCZsPjrvsGchX+5rjBKXdfN+Wh2l+R8T2PxPh2BdmqZKHaHWemnlOLfz+R9KGQC9lh/O8cu118//KzD3huI1n11SgVxRw+LjZ8iaXow9LcQGntTFHADkfVNLTqDJaz1eLRaWnrkOddXgUuOtweIF4gRF72HQHa1OcuKzZ+edoNEra1I3Wc66r2Bby5VmdCl53uf3ejVZqQrv4bMxWmIC8KqrrprS2JkZvB8NGVBmvoKJZM6hBbMeJm7wAqqcthOGWneQ1kiNGdWP78xyaLe+WdR1Am07SY5xf9LX0c5SG/Ed1zppvwdAb2QA9Foe71EcyBxgLknlH+fS9GTuXg5zHaIj7HNZo7lyV8eNBIukLqoNsffwWNWQ6/2SP06KQq1Wrren6QquGbUuw5BWuijvV59L7T47mdp5pfdbHq/ab6Un8nzGvF4Cowrmprcc8tnJC6vtQzMAzEePHp3SQSOkEwoTx6x7icbMcS05AGZ5bII5sbYm12qNEWB4ircoYA7w63xkHBoA3MlOR28GvtLEk/Rp95+deu/bnAPydo9BcWxkAPRaTtQhV+79f1+wPRP6Yi7P+hEnUCZIeT4n5MxDDjrTVo5XTVPOuzai1Aq1MkEqzZBUQwK/tro0YsDDySjdvimjPLHcsZy7gJJgWE3rEojTXC3fSY4k8tpK6eS5mlcCTo4KMq9ab+6z4/B6NFXANoGcNNQJYKldM/UMMGo+yW+01lmni00AACAASURBVE9/+tNT/TBZCDCjNVPHAPGtt946AbeTxPLsyb2rBVt2gBbREYb3pIWHHQhALQdN/aiBk2d+a3WyuNZtD7g339cA6I0MgF7L45VLRPYB2aU0u4C6Nup98kxLgB7/meCbvzMGhPknYEk1JOWQHoc5whBwq1NFBj3SBZ1GLiBj0w0fynE0NN3ILV/Gi3BVajQ4HSeMx62jR2q1CaT1+SxjgnRy45WiqFLNx5Im6lE6PW3dfFLofKgHJwANv2k8lyuvvHICZzuttOCByiCELWmZNCQddY5GDQ/tqj3ZiZA3abgntIkhAqAoSJu20lJIdizy0Bkj3YUM6Ei0IOrVaWrT1s+cMrTR5AcubWRUxFq2XflB6Yw5WQLn3lC4d+0SbVE/8mwQqaG5VzuW+82YC2nn24vxICDpOly9CKu2DtgAymwABxNILnia3oMZ1U4N2IksAAGNkDJrIsaCB7iJAyhodLk4Qmr4lcJJrblHB9VOzvpNqeaF1mulsvI+maZ2mrr4+8w4mrDqO+c4bp3pkerkHgDMRh3wPtCcSUtHds8990wrztdl2HwvdJC/+Iu/OP3WAoN80bqdy8gIhHQCrh7kSvVJD/G/1h1q9RmiNOtsjjbKOvHcj3oeXodUBkCv5fHawHbJQbnpBJJd1+5Lj/QAXM5XzVfqQVfjCsBJb2hilsH0OU8+HAeckYyKZx7pbgywwpkCHmjOOk04TEdyNeoEfEEivRTlO8kPUIJTRXt06J4BlpbqKDW6nmlhcsw5OqlAr8bemyw1PdLjyBEBTnM6QJDFIngWOjHqDzB1EQDdtQHhe++9dwJQQBn6gxEKGjPADM8s8GaHQCd57bXXTnlwLXnDa7usG3lQh3L9gLPaMKD/T//0T1P50LK1/tGuW3PNnOfwvjkxm3VQO8HK0/eCXR1WGQC9lhMJivsCaA9IUxvoTYJU3nNO9gVwGpDDTCaUEBoN2pdgjRiWMykKgTk3YzuoHdNwAdk5rVOvNho7Q3K0MdLr1abnmcN40grGNnDpFJ7LIE1q9pwDGIy4RjryueKKK7ZgjWYtJ5rcZuU6exONdaTTA/QaTtMtJxUryNT3m3lBUfCupHSkGTgPmOJ45LPYWdIhodFSP9Tx5ZdfPj0zdvB33XXX9nqfi7IB4q95zWumvKgrOk3fAWl813QQHPN9GRaW4ywD97rXvW4KNQBQsxScJnzex+vqSkCKHfQuiQ5wLKmykQHQa9mqOj0w3SX7gm6Pb673mOsc6nBRLdDAOJo72bD1AEvt0PgdddjvfZGM+Yy2pYmW9zWt9tdozAAKZQA0adxylYKyIU+NT+KSUXKd1XkkN8XlxCiDIU/JD22TY8aLoMzWV0+jzWfP556zVc53VDXqPJfH6uShx+zwtMXOhQXoaKhLOjo7LL0CuQbtmONozYA7zwslouadcwu8G9K9/vWvn+oJ22koFE3rrG9dvKUttOJA7FTtzHm3aN7GCGGCErpJBxfLkEuo+b3rcZmrxOS3lNz0pt4GxbGRAdBr+Z7/9LRef1epwLxLS3gi53NyUK0QQGavY0HtXLLcOeTMNPV/KRBAFrDQVjbL5gQg5wECtDkXO3DyzokjFxqgrIAMWhkbHLIdipNggoHxs118Nu14XdrKUK1cx2hBmoRrMmIbx9DoAcDKl3ve4+mYU60PKq9qJzkH9GlNk3lQbrRVRw+arnGMTo5jdDTac9PhMPIB3Jxk5dkYOUF31EWKqRuooJe//OXT/4QCoP7SM1Ge3/JpHmcdOgmrZyJ1Z2fMu6Zz4B48D//7fXqPOnmqiWiWoX6n2TG2fE/l0A6xDIBey3aZ9zkNdhcYz00u5bX190Foj6X8l/LN5buQdNLoaYxy1fCS9RltaAAzDVTNWa1YrYxrafQcg35gaE4jh0PVe890uUq34AAoGQ8DEIdrpkwCP9epaQJm5EtZGcbLsxpLgt9o2VAEdlIJyLVue9ozUiPkJQjnpJnnq5213DogZxq5bF33AVSeN8tD/QGW1LOa89133z11dnZQpqfOf+EXfmGqn7e97W1Tx2Sn5XNTLgMxpROQ70GN2FVuEOkyNGYCM5Hvn/7pn04216Tj/WgBoubtiGHuG+21s6CBBkBvZAD0Wu7qNc5KPSBLH9g+dMgTlZ5WX7Xg6gFYr3e4WbUYJ/GS1jAPvckAEQAPgEbr015ZBxM9zND6AEW4SwCGhowGaKwHwEYrBoHDvRYljhIAd1fRBnjZBDQdPPSuNIg9IM1G+T760Y9uO4V8bxkNL0G1Pnut2xySC8y1vuuwXY1fBxOv1eqF9OkdifC8PJcWMOSB1gwHbGhQ86demfgD7H/91399O6Fr/fh+7KQcYXCM+1KX1ocjF00eKR91Thq+j2PHjq3e8pa3rP7hH/5hKpudOmWpC8lWai4pt56Fx+b3AOiNDIBey7f4M6fpVulxyD0AzzRVm3J/UL47r5ujYCrHWjuUDBeZ19P4pDWqmR0NlkYPMGtq51A8nU2M5WDoShq1JmMCEY0YbQzNWtfi6pHn5JiBiwBzQEUXZK7nHqQD9AAo7i1367qQ5Jsu1ElL1HdRJUcbpunxz/kuUtNW7GhqB0FeHNMjT9ERBFDkuXgngCiaqh1e1pfR7V72spetrr/++u26jXbEOgQJimrujq6o2/RorLHDXXeTdJSD+mfiEEcY3gf35zjCOfnsXj3P/c5337axaOxGBkCvpTtrvNR4d4HpLr55X5mbuJpL07PzVapzRXYmNDSAt2o1hjsFJOAfXcmZRiunrUs2mh0AIqeKlivtAFjrQAHwGKhHcBMwHG5bLsusdswGYLuQAHlZdjoJJx/JA00PKkCQyrpC0tmmmumltlzrK22BLWcPzM1Pb0g6Ke/lJCsATDqpBbVbAFqnEvKiQ8KKQi3b+5AGqgHq4Vd+5Ve2Grpcs/XpBGF6EZKHx/L50m4ecX3KrCuoFzT1P/uzP5vem1YpThCnllydnLJjq5z95r5Dg97IAOi1bAF6F7DuAuaD0hz7An0OoXsTgEjPOqGXR80/bWczb4GRRg8wqpllnGrjg6DNQmlwDaAMOJMeQDl+/PjkXCGXrKSXnxYAcswAquXRAYK86ASc+IMyoRyAF/emnEZ1034Yjd/J1Lq2Xv6eozYqj1rpo9Sge6MYjtOBCLTeT57XRYUTyHxWAJ361YrDziffldYzv/qrvzrVt+DqBJ8gqxWMpnVqzxl33G+hPkdOMhrfAy6cDpv6vfPOO7fnXG09qaBaV9ZB7fiifgdAb2QA9Fqmr7jHK/dkjlpYkh4XfCac9Ry9UmfOvWeCSS9GRQZk135at1/BWbAFaJxwUjtzDTsELYrr1WSZzAKY0XJ1OFFLRKQ/XFrJWNeAL3moRbqUFMDrZKOTXeTJNZ6XNjB8JuCiLXZGxUtnk9SA5aKVnrleHbEkz1rrXasWo8Ep0gmbSbFTAmBRXk3g6FzofOiEcskxyg5A8m5+7dd+bWvZQl3xzD6fq+jId1u+5KXljR0N+U1ldEHLSLkoH++Zd8y9qWvesyMC7mdQ/56i0OOkyzc+KI6NDIBerb1UGijw1Zy9ixeumuwu3vpMwLzebxd/1+tU5AB7M+mKGhSAKIDRQLHOgEc2YE7GWUjvQkARzVktC82Zc9AYOE8AprleoiBAI2dIjgZsSEs4VMCafDT74hryoJPgf0CIho+zBJuWGWqLAASdiJSJYTNzfch8t9Uuump5CcQ5qVXTLHW+PL8LvuawXvM6NVY5YGNdOGlIesDZevSevDPqCs0ZkCYdWnp+H4JvjkaoI8vohCz16r1IJ8cth00nYcfsavWaMjJhjDOLZpMZBtcASrWO6kivtqPHqqvqIZYB0CeFFnyKq9mZ0Blz11SgPVPNey6vHKbb4Ht5BM+3dZrQfhlN2MVh4TX1EExNKieO0JzUstGCuRZuEucJGmxOyElhMCTH49Bh8Jve9KYJQAQJNXM6BspEvjR2gFrKAscLorh9/OMfn6wa6EzMXxBxhRHd1OVQM3Jbrcueu7iWDdnR1bqeezfs9cxLoBfE0swttVZXVWGjPnme6ojCe8Gkjo7OyV07WOkIXeSVHEHlRGFd4NYypuOQJnhslJ3OmI4YhxX5Z0SqxOBKc9901mmnDgdAb2QA9Ebax8KwqhvmcElbqumWtN25Rn0mknnlZFuWI7VE03pMt2kal/EV0MjYjELnpGEO5dWwAGCAWY0X2gFKA0CpplYGnWfSDgAB/LE40JSLPLUk0EHFTkZtE20bsEFrZiMv4kswKYm5F7EoGGZL2QD28qwCdj5D9crMCav6fhK407U7NenMN8Eu69x7CGLadns/KR21VTolOp+6Qgz19+pXv3r1zne+c2uv7DvSZR7ATgcg46zU96lou6zDStox8x1oa+5ohXcjlWLcasQIe0khZV3XScKqXGzKO1y9NzIA+oCyRGksUR1LeRxUeqDfm0RMcE7N0GErlIIanMNhtGIA2glBGzh7h7w0ViPOcS2cNSZzOlXYKKUzAFOGwoA05llaaeitJmfsRJpaL/flWC5y69JNAAHpACucMsgDe2cmEQ0yJEio+SFSLbXuEoTrOxVU0qqjpk3Qq1pxijFQMvyrogeljj96EGYeGelPczyA0vqU6lCLJj/fSZq/SVlZbsvGu6H+BHVpEN25BX4jICJ0InSWN9xww1ZLJ9+knOr3mr+Tz+f/ds3QoDcyADpknwnCKmcKtE8UpJfKIecrQNdJGR0TMj3n0IJqQCNEoNMagoZnXA8XKNVCIzsEGrMmYHCm7BEnzcgHENKOmj1lywlCQAIwoLwZkAfgoDxQHaxu/eY3v3nqOAA5tPtcOURw0W3d8uUQW3DI2M29zq43GZvpzTv3mSYBOimL7ExdqEC+N4WRBJODhA2t3Lh25nZyTqLKOzsyYcvARtS73LflyUBWnHNS02WtOK6VDufgof/mb/5mSkO5fcfm21NesnMoMgB6IwOgT8re6LwLXM8E6A8ivYnH6hgw52arRQMNPU2h0mnCeBj1OWh4hr4kPeAMxWBs5uwI0PCI0wGVgdcZx1zgVM9Cw2ZquaAJmFyymh7X8D+aum7HDLudqKSDwNTsuuuu2/LRgIbhSDPcqcP8Xj1WWkjtrlpouK/UVwJ4glLaGTvJmho0m1y1k3NavqTliMGM4O3h8p0AZPQBJaXlTa49yHXJgVsHdsCCsNYeuaIOokatNq1ZoBQZ4vsk/sdNN910ykhCM8ye81St96i3QXFsZAD0jCyB8C7Nd1/NeBcn3aMtemnr8DuPZT40LLUyny8dQdJpQZBWewYEtH1Wq8U2N22bvTcgYiD5t771rdu4G4YPlaN0glJvQTUvRE1ab0UnpnTUEOApM5o0TjBYn+BJ90d/9EfT82mvK9ebE1npiVcpix6NlefymPlJkVRTvsxDcE5zuZxDoIzGwq4Tgwj1RUdEp8dzWw8CsaZ50kWWTRH8U5P3u0iANI2WPXSG1jV7jtFRSqOQFyMhwqAS/jQ7Ovl2v7HqmFK/7U3dDQ16IwOgT0pX7e0BddUsn0yqYq4MS+fqpFQ9pwBkNDC0rzwu9+hQuK4BiNjY5KHhepnESo6U+wGiACVaM5QGoCGYIPymHJru6f6ci5LyG5AHnA3N6Xp8mqbpiKImSGcBWAFeeLi9//3v35YbkK5LfvUm+lJ6Q+/eyCXP1QnE+i5MkwCtpqk1Bc+H9lxHJFrLvP3tb59+U/cG9Zf+UaPmt9qy9El6AkqByBfn+8lwtFlG37/OKGwCOyMlRi6ENGXkhBWPeWuNQrmM25FrP9a63dTbsIPeyADoA0ivUS9pvwfRpHtp58CjpjGPzC8nqwQGNCsBLxukHm1Vk/N/GmOmIR8AIr3O2AMYerbBCbsgqrylFhoc04nE4X0GEfK5jUHBb+/tMJsyOYlIeXSkgevG/OyWW27Z2vjSISBOema9Wk89jS755x6Y9Bwukuro3cuOLykU72/55PrzvtQd7w7+WQsP3eUdfWQUOT0VnRi03qQc8vtKzd/nkepw5JFu8X43CGUwPaMkRk2u7GIdkJZvI23zk/fPb3mzjXjQGxkAfVK6SJjA2QPDOdkHnPcB4JpuafiNpLlXHTraiFJsoFVzStByOEw6Gh7akhpeDmXRkLDUIAYx1wscDJEFfGkGPfwAEYGFezkhKMet+R3icF3+U6sPh864lKO9/fIv//JkVYCNtNw3WmnGl+gB8dwIJKmNXt33rkttNYf0aXOcfLdatdYRScHIy/NM1BfP4mKz0jj8r6atB6IjIh1VNK+UwkAE0Hyeap+tVQ1p6TB1ApJWMSa0wbGkwLJ+eZd8B73vPb/pp3o0+tMmA6A3clZ8OXNgOHPd9v8K4Pl7n3xSC+tpbDXt0rW9j54GkpOJpKERO4kmUAhiAm+u7OGCpQlAnMOUjhU8AEeBoS4gKm+MJuhyT5wzjKnebFoLpAeeIGPQI7lw8svAQzwjsSF+/ud/ftLkMP1ygQFAYm4CFMkJuazf7PRyvbzUoJPT99p63joxXaUcBNZ0pBN0jfHMhCyiDTlAzTE1XFfqVlMWxLVgMaofYsebx3LeoVquSMUIvqmJM4rB49F7ukK52ryUiIs4LHV4Q07KAOiNpFYzp7HuAtoK1hVke7xl3tPr9pEepdEDZ89LGeQ91cw0Q0vHAhuu/CSNkwlBGl71UoSDRJNiQlCeUssCtCon+shXG11B30kkwNOQpYCUZoBaMuh5R5nkQbWjziWc2H/yk59cHT16dPXGN75xsirQBVlwF4SSZ56jJ1JS66zvofcu/d9JuQrgUgt5vJoqCtA4pmibzDNLW1C3Wt8gaLNco4u+gGqejjoy/kc183OewTSGcpX6ctTidQZ30v07R0Rs/Ib64N6UL9uao4io86FChwyA3shZa/H/7fEn63upjTfzrg16SZPoDc3jGU47ltpcmnshaRebIKEmLQjIjbqqcw7PaXRorYCzMZs1g1PDcqIo430IPII1AKNFh84p6SzhM6gROrloIHmBnvvAQZMXdt2YpH34wx8+hVNPLVDqx2dPsOp1dnO8ba+D7V2XWqUiSFvPNT/KC/fM83hvnIL4TV1S73DS1il8vuZxvg/Xh0TSi1BN2Pul+V1q1ZaPPFxFXZrDeN2uBuO6hObJOUwgKcN73vOe7YKzS21hyFoGQG9kX8546VxPY14C+17j3gXSc+C81AGYPq9Re1Vr0+MOSVMogYhhtPEzzJvzAPEb3vCGCRQFPRsx4uSdjdYVPgR4qQqBKO1m1TwFTQE2rSUSRFytmo3YyThzoHl+8IMf3AbvyWF6XUElLRcy/0pdea4GpMpJL8/X95wd5lkbTl4qSdfs+v6YYLvmmmu2Ix61VDsufvs+03PSBXyN7ZHfiaKFR9Xes9PK42jsnre+XL0Gyx4nIlMjZ3T0vve9b2uhkt9X5zsdCB0yAHojyUHv0mJnrt/+n1pWyly+Pc56H6layFx56jE1TSQnA3NiKL3JAGY5xbyfnoI4KOjAgJkdVEiuCO2kn5OPcsYCtc4kTgLKYavJy4laFm1qzVdHF4b08thOZpLGoElqd9ptp11wj8aq4J2doP/ntdXLMDuVpDO8NkHQ8lR6g2upY6xTXJ6KdHRGarbYIEtdCI5OpNoB1s6jJ45yMj61dWnHmh2TE4aGpwW8e6BLGqx6yOfGG288jSLzWTed9gDokAHQG6naZk92cdBL15/JBIha5hO5HqkaOpJmZTZGAdmGahq0nlzJgzxc5RlbZ0DQ+BoGy5em4Dq91NK8j+NqdmqDyUlaBrVAwTTN7Zx4dHWXnMADMIgPghaNK/hnPvOZUyKseZ+eCV3VMD2edFAF6vp/ArJ1nxSSeec1vSibPBMOIDqv5JJaxn52UtfOi3M6AQm2asm97yi/g56jjfWWMauNhGfH7gQ0ksGWOM93cNttt00Anu76foelLAOgQwZAb+SsGQTsgXIC3y6+Oody9Zpd3+I+mnxvkmqurKn1ubfRORmXwGKDRXuuYIYGh80zVhtSFwAEk1PGyTCYEjQHHClaoMF3nMl3ItKOAUmzPjbz9j5ohzR0eU/pEY7pgYi4ygv0y2c/+9mJs+WYVID8rPezjnqThL331vsOEtCrNpkTsHZAppWfr/ejrIxQHCEgrpyi9prrSFLPnNcl37Uds3OZiX+xLaPgLPhmPG3yks931MS9KIdLkWUn5CiImCnsXc/SOrY+oi7nA5gfQhkAvZE5sJwD3YNotPtSF2eqJQumCdapAWWZa+OpLs9uumQbGS7TuBI1E3BaTgDigDYNVZdjNi04XI7KGNSpZTppmJNyxnFQC3QSUQ2M/HTh5n80d8DaBUwNxgQvim026QAv75ug7LNVE8RKWczRGmm216vjrDvTVaeZeo11Iaec3oEcp16NlU39+Wz81uPSeqi0Td4zJQM5CeLsjUjnu8pFa3ViUqvuLQJsfhmbek65GQB9qgyAPil7oWMdziI9/jKPzwH6vpr0PmXqacpz5mDyy2mLq+TSUPyfNs8KIABtcNVVV22XZ9LT0JCU5qHJlh2Ik4WASGqMlr16l6lVC2Y9t3F+a8Kl67n3gg/HDBCQ1obYDs2yWS91lOF959y+BZ/0sst3UTudJc076RCF+9KZGW/DEYkdkytp66ZPGZwg1MImR0nViqf3LafjjNYdUic6D9lpGr/FNRO1g87IeOZteFSdWrIeS9sYFEfIAOgnIKnp1Ma1pDUfhObYJVVzruDcAwO1oXRQ8FjSDq5GXYftNHziOhsAiT0atNyzIEpDVWtyIk++WnqB805mpbVG8tVpqeFvqRLL6/BZe13ATE0OUCF4E9o0fLpS7aA9lu+kvr/aGefkYX0nvY57bpRU72k66oc6c3JTU0RGDc4L4DwE3aOzDs+s2R3pKrdfRwE5cuKcdJLptAhx1W5HPNQ1ohatBq41So7uqHe+kxw19Or7xHDzPkUGQG9kDigrtzsHxP6/RH/MNdIewJs+0y7x4XW4WDuOBBQkteLKO/pbAMh8aYSujmKDdPZekzpjN+jOTeNEg5LLBjC1QkgOkrRaf9T6ymDzGUXNIEuUVfpE8Of+3BvNGTd0flNG7r/PO0wAVrJs1TIiO8Zqz1zfWdW4cwIxvzkdU3wmPQgFTp6HdBxX27Ue0kswtfk0J6zPbhQ9O0jB1+c1eqC0i0Ga2Lw2oxvmPIbWIFmXtX5a+gHQIQOgN3LWDgK4ajhzoL00ATNz39N+zwF55Q57958D+9TKBMZ0jLDROlnoKtup8aiZMjnokFU+lN9OWGWQJIBDLY68tJX2f13Na1kTwHKIrhaYHnJy3IK85XXlGMpFmdEqAWldo/WetM7U4HNU0eOkK7dfNdBqT53aovmnhtr7FuyA4Jld8y+XrFKTTScgO0COOzLJuBvZOc+N7JCcQHWUQx3mqAZwdrKX9wzFwSQwk7LSToiOTnoa8p0oMxZKA6BDBkCH7MDobZoet1z5vDmgrNf5u/f/3LU9LbpHZeS5qqUJznnOyR+99dJyw3xp/MTcyLQAiLEWaNw0Wu2mGda6EK3LNaHBApZQEkh6Acp/pp22nLnP7XDfiHg0fAFLjjRthl2VOm2+e+8Vqdp7gmoPUNQs5/j+ufv03k/vmCuaWx5NDw0qZYfFc2uGaOAkHZDsSK3PyvMr6TzjXIFcNKK9evLaxjcxHKw0TNIbc6ND67coOwOgQwZAhyxREJ5fojiWjvXS7NMh9GTXdXO0iP9X/jmHol4rAOezGLEO22KtKsgDAARsBUFN6rgW7Qqt2mEzv10+yUaeHQBbeqIJzvkcSXHkiin878Rhao9yonQOvU4HEbTmvoGkBGoHnCZ6vesTgCvV0ANn9553xCOf76hCLz5A3Ngl1K+gqv151Zh7nbjUhOcM5+o3IGj7v/eQnzZsrQsk5L385lKJyfO5HxTHqTIAerWmN3phOJElbrp3rNIQ+1y7BAw7yn3a/3PlyrIl1+x5G7LD2AzEn3wolhsAnR57atUOdzmu95pLI9mAHQ4bFxrtN60y6ogkPRyVGks5badNy/2x3tDyQfBhIQGO4bSSQ/DaQVRNeY6GUHrpe2aPOQmaxxOoa6ehg4oUDmJdO2Ho+o2kp07P2tBO6Sqf5e7YHm+9An33Gc85XcmNrW2+3BvrDeuN+2adeq/eaDPrNM6PYP0hA6DXMn0Zc7TDKQl3gO8ZF6DTIewL1j1Lgip1Eqs+g8BXnTSy4wD4fumXfmkLgjRMtGMdJxw+09m5GooATlrycshOmsrX9+yOcwIzvdx0lvB5dJCQi9VxQ+87+eq65l4dXVRtV40vI/1VgEWSW66dbWrNGZ+jgnMvvfXiCEEg1sNSoFbTlqLgvXAutVnLmc/ldT6fnLEjHMFe+sJ3IlAj0iuMnKr2jNRnznru1PUA6JAB0GvZy4twH8DsUQp5LkGlypL23TvXO1a1+Ko5JS+YgJzgZ6jJqs1BY7CklIvH6tnm5KLcsxODCKDieobsXfrI8meZ5+ijdEHPdQW1z5WXBTScHGOyCm0SoCImh2m1IqiecpYj6xFJYFaqFUTlobP+q4mi56RuvEcvJoiTf7rRS2tIASUFIv+MSEFI89TvxW9QqkTKK0E6TRqdnMxnoYOl06XOSU+8kE984hOngLH8uHnVeqiy6bAHQIcMgN4h+2jMvTRzVENdWfqg95zLF1miSWwYNRBONnwbV6764bVsxIQAXAE/QBgwTG3V/AUsNU/AUasOueoEth4wpzVFuipn+FGpFcHbiUG1fcoGSKctb13RpDf07u39Py0iki7yWOVa81zVvj1u+XvapZp/hg11BGFQKUGQdDqPGL1PTdvrKmDb4SWtJW/v8xjalY06tYPwPvDO1LO28Pk96g06x8+bLq4ZC8aGDIBey2mIVj+iqhkrtbH3JkAQPlKGgDQmrRnm8u0Nv/Ncr2w1XQ/kpqP13QAAIABJREFUU3POYwkyalRVK6exYv+MxuSkX53IY6irV6HDYIAcjZtzRmSrddaT1EDTtthjaogCphOB2mKTztgbjgjkv3t1XO+bE6j1HfW04zoyqkBcNWiBGVFLzfenqA1zXsrI55da0urGDlLR+afmV78POWbEDtxFfQ1SpSUO71BvUzpDvmnSUs/GSclnSIsP67NHK0W9DYAOGQC9li0H3QOMHujNAXbvf7VUhoUORXXm2JVfldTETKc2470SZGqHkS7e1WnFxl/pDe+L92DGdNZxgbSavQGKpDGSnTEzUgusz1A7vPocqXkm3ZHWKElZaIEgkAEi2N+yzzjKPnsFy+xA0k486aGsl0oFpfacz5jvIxcNEKDr98C9BEFWJFEbzbqTWspORUrENE7wZWfXGwEkLZEdiXRLUidOBMNN846hNwDxjOORIWTNf9d8Sbv++90Th1QGQBeZA9tdNMec2FBd4YMPnZjJ8Hd80L37z2mXVSvbpXnn/TO/Ja21ThAm8AByAhramy7b2jTbGNGm5H8BZzYnBXuaZ2/Im/vknnPCz47OmBRq7U6kyX3L76alQuYvQPeANcFqriOpddX7XZ+11q1lzmvsYAxWpD23owBt1aUSEvz0/vOdCrwCNXkm+CIZoMrf1WvRzpGy8B5wnwekSedyW94z6Y2lenG/SfeD7sd5SGUA9FrOmgPmOVnSnis9oMYDQDBhZSjOau40t+8U9rR9bfi1DErPQqOmrcP5BDB+u0adHKdBh1zBm3ROHhlJzsZetf96/96xnGxK12U5T4f4grgBnIxmp0Y9Bxa9Di5HIdZZb0iewJ751rwq+EoNKY6ssoxJ5RiMyufzWjpBQZc6Fuj51uyYMkpdpvMda4ZoZ5RzJNmpOulIfZLWSV/pmSyXz7zkGJPfW9TXd7sJD6kMgO7I0hBsiTf12t41iGu5CW42piXp3a/3u8eBJvA4/M/re7RKneRDHIJzfQ6nSWswd66Xt1QDq4uHprWIADVXz9lok8dM6wPzEHgED9PotCFnXs3gamdRrShMk3Wakevy3eU3IyBKYXhttacWkBGX+3I0gGRAqHxer9XLMrn4OgqyXpK2qhYnliMpiFztRfM+vw8BnePEqr7lllu2kQJ93qSS6sgk02U5N/ceFEfIAOiQfTRn083RC3NDWLUMh9zJE/bKsIuOqJKguu9oYE5zzmMJOjZcNSnTA4pQGIIF2jOTSYimbwnqqTnm0D+11ATopDgEF+6ppYLas+Dpat/k5cSlVglOICbnvKv+eiOjCrYZFrV2ll5bh/MVOI0Sl9fwXFAHhnJVm076xToVRHUySUn3a4FYiiQnEznnSEVN2vx0YLGjMJwpjj8uGKu2rBaf77E3auqMAgdAhwyAXstOZO7RBkvgWYHRxgRwCc49QKz/2wCrvW7Nv+aVwOM+G2jlgfOeScsoltmllBCXs/KYHZA2yfDQ3p/fWndkmXvPUp8rAwWpYVKfgK2Ta+YLSMlTuxILx4hqx29Cc/qMqZH2wDknM2s9WkcV4KvNdH032SFlPGrruNoNU35WI3nta187AWKOxjSzExS1T5eSkl5wr1aPJC/tb/IQtNMzU03dGCCku++++6blzv7+7//+lBGMyojPXTvbuUnCmLA+fWLmEMsA6AWpfO6StrwkNkg5WhqgITeX7uv/pKVBMpPf44izLFWDr+BSy5X7uWdKDTEdTtS2BCaDGOny7RCZ37hepw1zji56Zcj715gdqe3mJFbad2v2pzPNvffeO6VnKJ4WDD6H1yXN0dN6kyLoUUhzdZkAlaOSHE1o9ZBWJgAiK5R//vOfnwBRLTk5femEXI4qw7YKqpZBe/GkfSyT2nI60vgMRv8zDjR1Sb3S+UnrWN+OVGo9znXKg4PuywDotUxfSzaiU07OAPESV13FISiTVgiadLW1rfdTcqKmDq3dqw3W/BJUKqC7pRfhHEcoALl4aGqAak48n5YpunTTeI105jPk/fN37/lT81NLk0YRrJwsRGOnIzCimu7KhhiVCslny8ky66guYZVlyQnDyllX0Eaq7Xl2TNSPE5xSHvk76/yee+6Z1lbUpttIfnV9RcHZziufTe1cs8f0PLT8jii8T04okgedHovxXnPNNav3vve923gras2WRU290j2991zqbWjQIQOgiyxpxXO0xpyWXY9rWYDMmW+lpobQKAC3BJC5MsyVO9NUHrAH2HUSyXsKePLQgnsGlOe3TjiCApKz+fmMtZ68Z1o0JH+anYkdljbFerkZ+hTuVpBJJ5WM+5y0kaBY7ZFrJ5b1nfWe9dazQa/vW7O3jA/iIgeV5vjkJz+5eutb37q68MILt3loTdGLcmfHJu8ufWIHL1BnObUa8Tr/V5O2A3njG984dXiANXGgLY/lyCWvnC+wfL1vIL+5duxbsx/wIZQB0GuZWsySNly13B5dUHnlXprqalvv0ROuSf6xV85s+AkGvfP1+h5I1+vSvVqHhJypl0sFWAFsPcpcXVrHBh1bqkbf4/fTCYZjamfpLGNHIRDp1qwGRzkcmts5+jxSDNVZo2q8NeJdBdv6PMlbzz2fezVWgd0YJ9IIPgMjEZxBWEVdWkNRI7ZD1MpCF3wnqLOjy6iF1ZrFjlCg102ccmDDz7G//Mu/nPh865ZjdMyuS+izu8LLErVRvstH67d9mGUA9IzUhpVa3hyQVgDfRYHMAaXXV+CcS6vGk2l3adL5f82rdz9BLJ0/DDeZTglqZFpuOByvk3cCRlIMgowioAg0ggH3Rnuzw5N2EXRIh4anVk/sENfwy2F1Bk6qI58KxAlildaoeSDpUSe1U70QEetSaw5XTHc9SERnn5tvvnn1lre8ZVsO6zU9Sb2H34R17mrovl9pFC1AMu62VIeOQIzgvvrVr27r/oMf/OB03GD9XIMTFrRT0ipqz0sdVR2pNTl1PbJDLgOgF2ROG+6BdU+73gWWPQCf04575eidr5pbvX91jMlZ9WzU6TAhUNn4NflSM/O3GmHymNrrGuA/bZ8NpCR/LVAlYCVt4DVIWisAAvLL0gPy3zjKQA9ceeWVq5tuumkLUmp8CcgCRtX2LEfl0KumPAfeqSVbl0lXGcPCfKQ5AECvwVuT8t5///2rY8eObetX6xbrPd+n2r/1azkE4vo+akei9ozYqd5www3TxCCb78L44Mbr8Fl7cV3q/E7HvX1QHCEDoNfSVXPnwHVJO/W6fY+fiZY9R43sGkIm95oaYTV9qgF2zMfA+4hWAgYnSgAQPPK33DXAKgCreTsJmNynFIo20IK/PGmu7iHVoqsx/6tBEwaTe+oSnt5ydh5Zz71RzFznW/nzHn+d1wl+dXJYbdVO0cBIaKSCvIvvApC/9Vu/NdW7nY0TesblQPT8s44dXQiaCdpIhhe1g+ZaRh5MvDopySQ33rA6x1g/lE/LkHzm3re6QwkZGnTIAOiN7Au6dbi2BK712qVzu2iJ3nU9MJ4rk3mnzXBqjt4/NeBaLqkC6QyHz4CF1gb+n7GM7QwEr1ymyoaenmoVJCxzApATXOTh+ocO99UQsXoA1FgwVvtnO4C6tt5cvVqnHa70FGeX1KZrvr38Kn2ljbh1DUDb+ZkXE51f+MIXVrfeeus0UZcjHYFdKsiRjaMcKQ1pCuuhOg7lBKOOKAAzQufApKCrtZAv9Aflq3FlevMveTxHGPn9tf0jp328h1gGQBepQ9slemFOEzgI0PbuPcfZ9e5bqZcEid65BGiPZ1qtIvI5TA84HD16dGqwaYNrPtn4a8Q49+arBo0kf1wbcPLaasymURuUrwVQXB8RTQ+A/r3f+73pOGW33siXYz0qqgckKT0HoKzHfN4E8rSeENDd2ymq6Qu2mGLqnCPwMjL4u7/7u+kdsDakHn9q0XaC1X27V5/Wodc6Gag9s04+3PfP//zPt16NllubfjpItfXe82cdVgomz/F/u9cDqyFbGQAdMqfp7gO4u7TkXXn0NLR97pUNsGplqaUgFRgybQJqcplZPhwm3vGOd5zSmBG4UhorDVrLCrQ/OwPpBCfz1NDVZNXEU8uWX3XllGzUSXloUucEJv8fP358WjsRvhbu1smrXD3cdzI3ydd7DxWUTVM78t7oxnTJ5Vfgks7xHFo0LvTWKQJAcxw+nTgYThCqTVeLE7+BqtGzUa9sWtogLkBrh8ACDdg7cz2dnPXkUltYbWhFYt3YGfXiii8pEUjrAB5cDdnKAOiQXkPrnT8ob1zP7cHDLaavGsictoek9okIgFWTyWcTGLPR0VjvvvvuaXjLjL0R4hiaa9bG9RlZLV1+c+iMyIOat+XKMgm8dkKudyfvyt4VvEkLnQHAcJwOA2DBbphgPmmpQJnNw/LVUcTcu0kNuzoNpcac9ehzy0Hn6CE1cutTbRTQ5Hl8NkcMUE3c66//+q8nqkN6JONpZJ2neZ3md/7mf+3sKasdgrbl1OFdd901URuI6bkXE4UANHVszJPsFCo91NOks/42gH5yscMhA6BTdmmuS9f06I9dQLzv/XZpdrvyTOCwoVRAqiDuxJtAAmigodIojxw5coorsDbJAojOF+SnE4uTgNxbkMgJqoz9UCefnBDMCTbSAQ4ZKIlzLnNFrAgmt1hD0aE6YpD5fLbaKc+NdirAeKx2cDmR6irb1rnA5TNnJyZIWieONgzhKpVAnfDscNGA9W/+5m9O78COR9rJ+sznyaWxnIzkHtQJ4GwngqZOB8A9GYWo4dM522EAypSH/3sWMUuji0ovbdLMrwN3SGUA9FpO7AK42tvPpZ07v4vmqI08gb9qz3P3TqCtlgK9BlG1vtTqpCSSAmC7/fbbJ2cJrhPEacSAiNSDICkQZYD5HOoDnHpXpuUGkgCmBYj0BNc5SegzqYUDJq9//etX73nPeyaag0hrUhqCuNphdlIVVHL0sE9H2utE7QyoD/jkzF9Nupo9el1qn9QJwMg5wFBeWquVD33oQ1v7aCdTzc8OMvM0trTHXEhCagorjb/927+dJv6oT4TzPIPWGuZJet6938euDq4qCwnqrT5GsP4iA6B3iB+9/ytzE4a7Ps5s/ClzHPSS9lwbdg9MqrYsUNV75zE1XwE6J+igORjuErgpTeDU1hw+12FuTmSpEacFgmnzmpzQEgAECN24pSo0o2PiDNoDYISGgTdP7lnutFe3Pak0hvUz906SOlIzzUUa8nnSEcd803vP+nLSDirBUYJarPwv/DAgfe21124D53stZUCc1MUbUEcj7cmdB4DbJu4HIxBjPAPM3AN6i3vzLHLXyFxs8x7/nDRMpT1aeUccjiIDoEMS8HZN6tWPC9mHW64gvy+vndfvU7Z6r9TUsiGlppbX6LKds/NoVDTQj33sY6t3vetdE0BoaSBQ8L82vObhJJ9am1YJmuQJqAlaNmTu5yQW6ciHobUat3vsnSnfJZdcsvrDP/zDCYT+6q/+avtMcqd5j6R05iLR9d5J5Z971hu+T2kONFGBUpDO+B4J0llmQVrNmkk76oMOSg9B6A7yhJKgbt/+9rdvtV1jSKMlo+lKJRk+1MlF6KDPfe5zU2hTaCwDIF1++eUTUNMpO+pxYlbOfGnEl5PUvfosdf7D1ZBTZAD0Rub4siWKoWpUS1rs0j3ntOe58vTyVlPO48nZVm07Ra21TtTp4eaQWS4ZmuP666+fOEsbrIBAXgA32l7aLlMOY2XYqI0ZDVCrAatlOgnoOScIFW14AUCX4Lrssssmd2ju/9BDD21dkdkwq8uQpPWd1U6r1mWlPFITVlNNJ5W8lmekjtBAqbOkOdIixetzQtVJQ7l9NoCW5wY4qRfyBkDplD7wgQ9M3DQgjUYNyEuP+N4zqBF1iLb88Y9/fDJNpIy8YyYnKSthTqVSfEe5yABiWbOOkjLLuqjfc/l9ZvapP8MyAHojPTDsSQ9AD6IB17x64JygUYHE//Pjrv/vk3+1HjBdapeAg8tYCRw0VrQtQk5eccUVp7hxCywOfWnMerFJK6QDSoKUACeAZshPOwgdJABeaQv5bVy54ZsZor/iFa9Y/cVf/MXWgkJ73dTes94qTz83VO+ZhWXdp6levgfKCHiiRWt2qPekgEgHgvYvL5xu4hlF0HoC9Nm4lvqgs+O9WIcEM6IOAFomdem86Mh4N45O0JRdFgwg12oE4KeDA7g1d5RayvrzWepILUcjdXRWv2l/b0Z4A4+KjArZIUuUwtKQuILpnKaspjundfeOZ3myk1i6JstU02QeqQXS+KQoBGmdJW688cYJVBhyO1wX2AzqDzhLTTjcJ3/OyX86bAY8rIusD4Mxyb1qxqd2Dbiw2jj5AdBXX331ZFZnjA9jIzvpmbx3vpveO8j6zpFIXrurnhXKAcUBILocmJoxmiogywiDOpVysVzakTuySM9MzRwdzZCHHDFgS/0BtNiEO2lpXlJO2pMD8Hac5OFoR2cgaaykhnqdVq8Oe1Yv1pX0W8vvWYsZHUIZAL2HVH5tX+ohP8JefjlE3HXvpf97v+fK3jtXh/OCg5OFCdJSGIDhG97whgkEBE2DIwHimrKpuSLGL0YESh1a+K0LOJtLOnFOwNE2mHNoj4CaE5AM7QEQJuRwVBGAADzLPbeaS6Uv6juaozuUvM7Oo46AKCNlRjOlo9GTkfTGa84Qn2rCljld8H0/lcNm03omtXBtpDnGvfKbyI7JSV/dtp2olJqqSkfOa6TkiCzrrCoSVWFoncEA6CIDoEN2URRL5ytwL02cLF23dL+edq7U++X5SoX0uOm8h2kEP0A4JwLZM1z/4z/+49Vv//ZvTxynDhHsNZ/T9C1pC2179VRziGwaRE1XLdjFSi0D90PbY3vNa14zTY5RHgCFCUzBGWpDc7zUPFNry063ByJ2PkjlVPP9JTfdG83YuaA9a1fswrYucMD/1rGarUDsO1Oblo6SLvLegniGFrWMdphZ3vRChL7i/mrZatFpbpnP6W+/tx7Fk16TtWPzO1ATb/c8q9XPa1r93HpaRR9SGQC9lunL2WeCb4kzXtJwe1qa6arGsXQvJB0eUpvJ+9SyZX4VQOrkVgUigMSFYb2v4S+ZlLvuuuu2gJCODjqwJBdNGr0QAXHSolE67FZTz87AZ+a4lhBcw0KqBEFicgtq4/3vf/+2sTPkd2Itl+mqdZWUSu+9JnXTG6az9SYH63v0WuoEWgjtXyeWtF/PWCM58Wjde9z3Zseok5BAnjxwLWvG8xaYpZ2cxERrNsZJlj+f3/vZ+WpVYoeqtU0qDnUyVYrLjrt9E+9uhwdAb2QA9Foer8CF9EC1N3HX05Zrmh54Lx2rPOfcsHCuk6jl9FjNv2p8ps9Og//Roml0Ll9EQySIOxYDWGwAlpyTQ9XuWZtnwTY1ahqlIKV25zkdSQB2eFvAnLQOvwmEdNttt02mYUyu4awB9cI1dBw6c2QQ+rTeSOm9+zy2zyinXlvfU4KuE690cq6Uk99NdlBquHLpqQUL0Bmkqpap9/2QhwsR24n53rSYof5T20acf8j1CnWzr2l9VjsD3h/vRaqHe/EufV90DBtO/N+0S/+H0yr6kMoA6LWcmGu47nug22u0lU9OsOvctAsMvTLk73pdzyY3y533SlOuqlHWzikD7AAQgLSNkvNoXZh3EV0NOgFbZJekkmv2Xq6soomd2hsgmvek0eotaKeQXDLncN+Gc8YEDIcZJiwpi3QBG/QHYAIweG3Wl2Cd2nSt214HmPWaw/iqVde6rCBvCE+0Vz35UiEQ8HQuEYzVjtVSEfnp9JjM+wmgLvDqdXQU0hnpBJQdpZ0n53CGybCi9bt1Upn65vl4Lt4F97ANqGn7XMYDV9Nu1z93NWQrA6DXcqKnbaT0QHpf0J7TfpU58638v6c513wTFJeuEQyqZpd5ZTqBQppD0ywErRWQIajOu9/97smiAhEEEnS8j0Nj+V0D06c2TTpAwQD/Rs87evTo5EyBZQJa9Ec+8pEtaADGgDrlA4gAbUCaa+TFa2dW6Y1e/fa+gfq+e1pr1Si9xjII0lpvJNUhbeD/1IGOJVpfZKB+1wFMsWPMlU10HqIuHN1ITQjQatCUy7zteO3Q7TTRfOmceRZ+66qfHYgUU/2+qmKwGR2cGqD7kMsA6LVMX011VlAqEC5puVXjmuOR59LPnc/fPeCtmnMvb1c08Xe6VS/dy7QG7qFxMjxXK0aTpUH+yZ/8yeRhyD3S/tnJPkFFC410gHGhVONx8Jt7cR0NHy0MDe73f//3JzBgsu1973vfBMbaBXOdaxUiXAP4Y9WBHbB1lY4WvRGQ9bnrnfQ6aaUesx4TlKSOAEK1/Qw6ZL1LN0gZyR/zv5Hs5KfloxPY83lczZtOlbqTa7bTzM6e+uMdYMNNffNOuJ+A7iSv9Ir8cx195bc01+kFvTOi2YUMgF7LiV5D3QXIFXyXgHyXlpx59DqHXRp1TdPjvTHx0t64dkZL+eWkoQ3XIEk2bMzbAEiCFL3tbW+bYhVzPofKmpfRyNXWACUavkNetXQAQeAFAKBSmARkgo1jmtUBUkZhA+TU0HUjT84zO8y5iVlphLn3WDXoKvkOq2313PyB3KxOKzrfZCdqPWrOmLxzljknFcmLOtbGmv8drSTlpTs6nQVrOFKfmlc6wqGuNXf0OsOUpnZcO7+qpPQUifzd7vGfTqvUQywDoNcytZwlgFN62vJcmh5ILqU/aLpd5arPwwaICX4emxuqu09+VK3MuA4G7qFh0gGQjlWfacjHjh2bwAZt23CYOoyQDrA2P5al4l6Cv+nJE9fyO++8czoHODEhyJ7zegdSDssnn6kWL5UyRznM1WcF431GObUuayfe+63TDnuDQPlsaRkj8Ka2m6Mj6lWb5VwVXIrIeM+GGYWO0rtQD0Yn/QBjHYzSjC/rJn9nACongqt2XOnB+p1xza233vo/zn7kh1AGQK/WM4QM4yqwLmnOc7KUR9XIesPj+jHXc5l3zwIjz9frsbbALI0GqVap9pPxH3oaep38dEkmGrj2s1AX0BBMDgGiOLNggvfSl750y3dyT0HBST9+G8vYexPnGLdt6Am98IikB+fNeQCdezIZCJCodUoHqJELXpn33FxAAkqvHvO6Xj5LHfpSB6rlhFoqG3UJgFKX1i17OiKfUVBMbVgenmvpAPlt3XrPGkvDaIBz33vvm5DXFoyTvvGa3rPmt5v1tslnxIMuMgB6I72GVM8hvUa7SwOumlO9Xw+kl8qQ6eYaQP42f0COxgugOiGXbsVVw8mYFYJ3pmMP0EI7ACpSHgbX4TzxIIiNwQbtQRnkqKuWaGQ74nzccccdW5MyJgQZ/pMfnQJgD4BzP22syUPgSosNNfSsm3wXc2CdkrhRh+01r6y7yjsjgjHPCfUg7eAkXGrGHKfDS07Z98AzA8DUB3Vq0Kkc8SQXnCvYZEfU64x71F1vVCDYs0+HnppP1ZLbNehEJ1p5TrTn/3arh0+1Z/2z9t28t/sCDrEMgN4IH8xZmy9prqHmuX2GsXOaeOaVDbg2lrmy1Dx7QN27BmADTNE6jeeb1AWAQWOvwJl5JJfu8xkPAk1YTQ9A1VQOIMVeGcqDDa2QTftYtUHsquGyDaFpeFHN7XT7NjhQrs7t0DzLVsExpXeu9z6r1lyP1Ty1eIBqEHS1aKBu0oxtji6RkuBdAMJaeDgqAIypa83jtOBIztryZ5zvJcViqdOv9eP/PbB3s27be/pO2z7btg+19/bnd9555z+26x7rVuCQ02QA9EbmgLRqlfm7nlsC5yWtuqZJ7bV3bb1nT4vuTXI6sQNgAITE+nX46nAVjpq9nHAOYXMo7X3yuDbIxpdQUwSs4aGhJ1jfDlBOTTq1UsvLOfhS8sFKRBDSKoR7GDUvaY0eaNSRc6/e5rTGCqJpuuYkHB0Q5RSAczmt3ntDNFUzTrWWKWktoWVENVm0HL34GPU+9RmXzvfS7kqXNJtONezvv//+W26++eZfa1rx17oVMWQvGQB9UmhRE/LMAeITPbZEZfRAfi7fJe2lauS1Y9EyAkBhAg4vPM4725/r9VVOulIelqnGaeAeaL0OsdUkNetS25Yz1fTP+zjZlSFM9XLTk9GOQPOzSjsgaec8F0fDc/mOzEOKRX7YBQsMu2l8jzlNWNFSQo85nTika0ybrtLJCfe+lyUtvnZANX39TmrevXtmx5KgrNWM1BJC3bTR0KcGOD9xGQC9kfax4e79tPi93c/xzhVw89o5oJ3LMyW53trgasPMNL379J7H+MRwxYCybrZaWUh9CGpqzBl7IQPzVNojJYP7JAiaF0BEGTye+QsgLliLSL8kOCfApsVBz867aqEGoXciTh5dJ5C8R80rn5FyAbxMxOrAYSwSOxDja+s5ly7SCYCVPqv369VzPbbUwXuf2ikl6ObIyo7Rjim/f//3uzHEbEs/aIwnQQZAn5THe4CWsqvR1LS78url3UszN/zslatqT7W8bjQmtDi4Xq06dIkGSNK5BKkrfiSdkMF7kORCq11xgkJuHjO91IqgYCxjyyCA9jrLWkepyQM0ArGLn9YJuqz7WqcCEUCMpQRATL05vM/4FE7MaWHC9dIVS6OTpe9oqWOvsvTdVU1YMLa+qSPoKbX5SnP53jPwUtpMP/LII29saX633eq97ZpP7VXgIafJAOiNtI/pxJJzSh5b0lR657NhVW2uN3yt53vgXRvXPhp0/hY4oCIAaTRqnR8035JvtSzplSboVV46AbnWSQJ1Rmar2hybThGIpmKkybUIq2QQJkEGWgINXS63B8TZMWR5nMSEBtLkzXjLiHEtpEDmNPWs/zoSm5vT8PwuTXhpsq+mr52oViRy6OmFmJ1svjN/ZxS7pIKCbvqFloztf273/XTb39GO/ZvTXtqQRRkAfVIen/u4e40t91WWzleQ7B3vHetpUuYxd7/KM9bn0NUYIGIST8sKwUmwk3Kwgac7dGoIPOKyAAAM0UlEQVSMHquBe3ognP871HeBU45pxaAGb1kEDzU2z8GnYydtIJ6l+nCCzmBBaMM8OxYuasPcS+87OwPyxgKmvgf22eF4bm60tatTz3T7fGO9dJRfWgIA1rqG+7gYbY1Al8CcvLLvJUOe7ilMGPxB2z7RtsFHn4EMgN7IWWsOuqvl7Bp2LsmuIWkvr54m1UurJisY1vv1NLmeaMsM+DBx1XNsyLUK835pxpWhJxOUTeM1amIJAoIn4GGUM4FPEEeSuxZ0XEMvvdnc66XHBB3ejzyfAX6caNQMDjBjNJF1t2t0kpRBHSXtA85z72vum8tv1HrJ9QIdeSQFlCDse0rbat9ZTuieARgj8Ddfb9vn2/ahtv2f7R5fPGgmQ07KAOiNCNC1gfRArsep+juv6YF9577dYz2apJYrAa+mrY2yatNVkzc4EZYWaJWurp1D2rqyh/dKjRrJ4PFIWllYlqyrDADkPaUlBA8n83KVDwGZDoWyMxpwEQDyTdO1XMWF61y7L+tmCZDrRF7veO93fa9z13i+jjQM9Zken05oamtdOeJ8Z9kRJkVhnWakuz2FFRQAYHjlj6zW2vFn2/ZQy2N4Aj7JMgB6I+3jeszZdT7YNH+a00QPolkvaVNnwiv2gGSOksnzPfBHeHYADbAzTKdLWQletcFLZSRAC7jWX4JG1SwROVwtStQA1eS8b2rD0BBXXXXVRE0AynQoqQmrFdpBpJWIzzxXB3P1WTn/Xpre+1jilZMSQuw47Ih4DzlJV0G4V7c5QVktUM5AHmnb3av1Cic3te0f2/a5E2eY2ZCDywDojbTG8j0bjkvNLzVY9/vQCKmhVUnNbaZce+97lEhPE5+jTnQhBqjRpHGnZvIwteV85qQe6gRbvTcgodbnxF06dpjGa10AFTqCoPxQMGjCxtcQyLU2qM/Y+90bWSzVeY/nr+nm3l0dZeVoQ01eMLYuaqdUNWH/z8nQpCcOSEuQIXQE3PBX2vZA26Aj7lqtteNPt3uO0J8/ZhkAfVK+qykXXnZIBSWP2ch7vONBpKeR9fLbRXGkVEConYnAkQ4cNU8jq2V4SupFXlhJflhbYrVfJ6CcrHIo7n3kmukA0IIBYn4L+PzmOMe0wDDGRz5rdjK9esv6mHNW6WnTvTrvgXFvkjY58nRoSQ/L1GxzstOyZKD9qgXnsld7CuYw97XtzrZ9fLXWhD/arv/uvhkM+fHIAOiNtEZwf/voX0bjySDkPbohQXpJi0rpgUD9v9cRJNju0gyR1NxSetp/lZyA03VZ2oFzV1xxxcRN68KtNiwX2nO64H+1cnhigVfrEYf3aS3h9QzxewF+dgHz3HPPdbZzI6VeXtWM0M4pRwd2VtW5RZBWsoNLx5vK4R9AuADt4nNtu221oSXaPT5/0IyG/GTIAOiNPPzww//NRRdd9DkmmdjSXnRO6pB/7nzvdwX5ufQ1v/q7p+Vn2qpFJ4fsJqA4MadFQDXDYpFWwFaet5Zdrdgoa4AwwKyDiWXIYbmSmnx9trnnN7+5Opqrr7yuar/+n5pxmhMaCtS90el6YFzr3c6vWk6cwSTdQ2370mo9WfdPqzUgQ0t8quXzg30zGvKTLwOgT8qDrcE1Beg7z2xa3tloQjQaQKY3PN6lOTvbroPFHIj2qIo5egNRe+s5qsxRG+aDnTBaaVpH9Cae6nMmfwrQQksQTAmN2PXtuE5rg5w8FJTqkHwJPPM5e2mz/ivXW0cSvWsSlJM3T0/DBODkfas1RK2/5IMTgJUDaMUMJ+SEP9m2j7XtpnaPB/bNYMhPvwyA3kj78An2cB7/Hzly5KtN83shdsGEwGy/t553c2Baj9sQaaQ6W8wBzdLvPDa3r8fmOFMsM+BxM30PkA13CfCiCeNFJ0VBHWjyJuhqRpfu4EjGZe6B8xIt0ev8ep1Or972oYMcKQDChkaVXliylkhLljpRd4a2wzzMV1cnJ+c+ttnuOjHM1g69DIDuSGsYz2NPY6bR6QrLbxfSrJNuce12bwwJrSBqmiWA6dEfdT/HX/c0YbU/QdSgNjqd8D+aMaZrLgwr2PLsrkHI1itD71nkjzP40xzFUOtwzupl7prMV9BUg5fG0fZZMK6gm3Un2KZ5WzrWHHCS7hurtTYMHXHvas0TQ1MwaXdry+f7+2Y05HDJAOgiraG/4PLLL3+6Q99cIUTTM1YGweOMRgqoGTw9BY0TLW2TZ73HKf/Xht4bpleapMYN8ZjgkTEiEAD5Va961cQPA8CaqwlgxltG0uV6qdx1XydOkwbYVQdV5jqxSuNkOFCpCa0+5njhajUhGFdq4gwn6QBiYk/ctDo5STfM1YackQyAPl1enENz+WeBAGBDi3RFD/aAM1y1a/QhgIXr8ClL3LLHekP7TFutNNAGoWIEFGNY6EXH/6bP8JrGVZ7j0OcmP3udyy6NtoK5AZn2Ae0EYzsd40sIxPLEyNzkHCIfnFrwGUzSKVTg8bbd0bZb2vbR1TBdG/IkywDojTQQeGaT71555ZWThgnwZjhIwPbqq6+ejsHl5oKdAAWxIABKI8RJbQCSS1J51SjPFtyqlqq2TJkAKONLsM9JOe1uexOccxRCj4rpnVNqPnOdTp5zItFjptF2OAFXkz6BODXbBN8E42olkvTEAbzqMNrGUuILqzUtcd9mw2LiMy2PR/bJZMiQJyIDoEMuvvjiqfFCZWQ0NkEBBxaHxNVSIjVUzNU8d+21107HtWpAdk2S5bncO2xHSycPA8DLidNx7OK652Sfycp9z9dzlaqpk3Ryw2kxofQm7DKyXXZI1WJiT/nOag3E963WE3U4cqANf/bEGajVQ4Y8mTIA+qS0tv74N88777znQBOoQRscqGpqamV1RewqnEezBoTQrOGAyT+jwClLFg/ssarQK09vv+Sr5+iUufvsa1WSdMecFt271s5MWkVHjsoRm3bOfK1yxGfgyAEHzMQclASxJZicgye+reX/9X0zGTLkX1oGQG+kNdQfNIB5ftNC/90FF1zw3zYQfUUDg7P0kkvAOEjwGa8hDyYYMdtzwVQ0YKgJzfAqpaH423XxAOo8V6+boy60jsiy9SiITJ+gnFYZXi8AS0Wk00bGeJ4zXcu4Erllh3gAjjhth29u2//Xto+0a7+zz8VDhvykyQDokNaQaeAEGP+DBkoXtf2/b9u/a9uVTyDPU4DPQDnyw5xDs+a37uVL9AH0htHb5JJ7wJymagmwNW21BPH/5LqdKFXzzbCfRpBLEJ2bqEt6ogb4WRqFdITYEjhsoBF/ZrWepMN2GFpi2A4P+ZmRAdAz0ho6zgP/ga0B1Gvb/r9q279q21VtO91NbUZcly5tgbVFBpjgqwFdqAvjLLv0VAbGR/gfigRgTIpkTgvu/fbYHGWR0dYE4gTjqt3uMmPrRVvbE4ghk4mef/9qDcJQEnjUfbJd//A+GQwZ8tMuA6D3kAYIaGhsANrFq7VW/V+0DeBeBGu0ZB1DtDUWqADA9E7MeMa5gjaTgAA5x6A3yMvVrTGn25RrVguttIkTa1ImyQ0vedFt6uIU2qFGXTuDSTo96QBhAJgA8GjDnxva8JDDLgOgDygNNIid+7+zNdC7pO3f3bbr2vamtl1Q0x8/fnzSkAFSeGejvmlrrUeaAYsqD8vGdZjUcR77X4BZTz/trpGeHXHliDMs6D4BfgThOZ74ALQEZmuYpkFNYLaGtQQ88c0nhiPHkCFdGQD9BKQBC5YB/8dmAxSvWa2pkN9q26WmM3Rnrk6dlAcb5zmuBioNoqVGrhzCbykQNoMfSS+oGQvE6bYcZT9lkk7NvmelsqfFBEgN9YCVBJN0t262+9r2lZbfY09GnQ8ZcphkAPSTKA2Ebm+7/46tge3bV+tJxne17TwATyqh5ygC4BKUCKBO0HTD3bxSGIAzx9P+d46eyC1N1fYxFZwROieeF5vhv2/bh4cmPGTIkysDoJ8iaWB1Y9vd2MAYmzhokN9o2y+37blqp0paNlQnjCUuOONlVKrCfYLxASfpEAD30dXJIPBEWwOQoSW++YQqaMiQITtlAPRTLCfWsRn+I9tZa2IYK5DXte36tv1m286tVh5zIJ3WE0lpJF+d5/d05CDAO7w6vDDUBFoxQIwTxzee1MoYMmTIgWQA9L+gnFirrndttv/U8Bqw/kDbLmdR1HQA6Tlx1GDwB9CGScTioKzAgSYMCLMkEitwfOHJf9IhQ4Y8GTIA+scoDRw/10D6+rvvvvt/e85znnPR+eeff+Fjjz123g9+8INnNQB+Vtuf7QRgneSbETzmoCPuWa3dmdGEmai788RYCmnIkJ86GQD9Y5bNxOK/rscbcKNOv6Vt/7Zt/1nbMOnjGJQJ8SNw4EATx4FjspgYlMSQIT9b8v8DAw3n7dhBJb0AAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>