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Anolis ArcSource 96 Integral SmartWhite (Anolis_ArcSource 96 Integral SmartWhite.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ArcSource 96 Integral SmartWhite" ShortName="AS96I SW" Company="Anolis">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>23dd93a5-0c4a-484c-b8b2-69e8ba6ca8a2</Thumbnail>
  <History Date="15-06-18" Author="Nic Morris" Comment="Created" />
  <History Date="19-06-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="caf9d351-d0d2-4b80-ae16-470c67bf4adc" />
  <Control>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="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="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="144~159" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="WW->CW" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 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="328e1a0b-4f98-4a79-8f4e-51fcc1105642" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="8" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 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="4f6a2664-4ca2-486d-94e4-4ac1117b86a5" />
    <Include>
      <Attribute ID="CTO" ChannelOffset="1" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, 5 DMX" Channels="5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9de5289e-b1e2-463e-9eaa-b0f1bbfed0a0" />
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="7" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 7 DMX" Channels="7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3108da64-d17a-4be8-9b1c-23896f357134" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="WarmWhite" Wheel="7" />
        <Attribute ID="ColdWhite" Wheel="8" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="6,7" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="7" VirtualControl="Dimmer" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="8" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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Nk5557roAc5mXMMFPvNpUWCgsLxVfY6wIH4AGEJDEiT8all14qYI18AoCR0L8ifEwkEjwlAD/HswOGe1gCQnTxUfVi1X15B/xh3UwKADeJl/iMNOPkAkmQ8Tr+1MGY7KEM3GkzJEEqKqM4DDwpFmhDOxzPBMFTwuzZs024ImiZdjCmewvjdyMoTSAQY/ReHVsnOFi4nfxC7doX/tV+Pfd0/e6+nRrzAdq3r8yeePLJHw8eNOR7gBbeBq+88oqA1g033BBznavJ3zh+UeyYm4Huww8/lIVC5AqAUsGTRTKy0hFWTWKj1157TQAwy4IeyYroC/2ad6qr7Ny5UyIWDx44KMDNNtpVQNQFQjRt2tWJxJEtwsJYAV0n1Lu+gGySmw+Ez7xg5hpRiCSiEYlIEfQPw6dwAL7c7du3l+tDR4dFl5WVmlBFQCYTDWenLZkkbB/e++QFac3oR76PXr16jXzooQmtJ04cv/7r+8V9O9XmA7RvX4lNmjTpuiFDhz8C66Pyyeuvvy4s9/rrrxd5A0CB0ar8oBbvRyy+v8KUHfYJC1cmqvotmeJIFQpYw0J79+4tyYlwVQPUAFsNAgEQmSwSEwICpIwhNzdXUoDm5+eLt8g6y0JT7XlUYsnJyYmN7+jRI44Lnf2+304KpWVh20epCRD2HQ3EFgaVQStwJySGnGhCpAomJHsMrB7wZ0wANNeNRMOTwrq1a82hQwdjjBxTxpxkr0Nd8pTte/fTDhNL69atA507tyedaf+v71f37VSbD9C+nXIbP378kJEjR74ASKEHT506VcCORUHAyBtF501gpPpzdcnDAUdAloVAmK7XDxkABLQBuwYNsgX8ecFcqZCydt0as2f3HnPBhReYRYsWyfkw7Tmz58rCHGOEdQLMMHKAHrBmTICzenVwDPv2Fu+RiaZxfp5ks2NyOHTosAkGHNCE9WpRAd4JOIkaZ5FQ9GU3vwj99e0zUMbAPdLQ7y5dutjJ5VOZIJTNexceaUMnpniXPdW3OQ+p45yePftNmDChk/09lp+uvwXfvpz5AO3bKbVx48a1Hzx48LuWuQbDFixIrcnCHZVH+vXrV01XVp0W8+bPqMnnl4VCJArVkjFNoqSLjatWrRb2rAuJxcV7BfgAb4DwiiuuELc89n3729+2QLxemDZh0+zjM8fbyUUqqwCCuO2RShRJorBDoTm2pFw0bmX+tMUYGjXMFj/sBQsWCDsGUCXTnWXPx46Vy7GMgePRzA95clsjv9AH14nM8cYbr5sd27fJPvXpBoTpx3hc9FSL9mr5GO0gozDOwg4dX7Cben2NfwK+nULzAdq3U2YEovTu3eeT7AYNEyMWd2fNmmnmzPmYYqoW9FivUgA2rmuak22OlKAxz42QuzMW1OF4KRwLH7MMOk9kA3JvaIIkjmEbQAVLB8RInv/GG2+YTZsdMEYPxk8YgAQcAfH0tAxhrjDZzRa0ceG76KKLzNq1a4WB33nnnRJKTXFYjkF62L/vgBk4YLCZHZxttm3dJm2UlR61TLiv2bZ9q2nduqV93yKaeEZmmokGIvaKHLZLSDr6Mp/xGmFS2LJ5vWnTurnte6cpOVRi6llAT0xNMXf94Afm/XffMZ988onjU+3KKgH3SUPZeJWnSLDapKYaOk8CPa35LLrumg/Qvp0S69WrV+IPf3j/ssb5TTL4XlS0WNgzYInHRry/c1Uod6VliE4wCfjsXS6sHlXogDnlppYtWybgBPCqNKBh4QAfkYe88hvni8QB06SILGk9YeCcy7EAOm1nN2ggkgBMm9eVV14p4ExFFGQOFt2YZNDSkUguGn2R6LyzZs0SRl5Q0My0suBMm+eff76ZMWOGAH6xBepWnTrFtGyeAABNxgx7huECtNl2DMgxADT3hUkCQKcqC/3xYnJBUuHFd+QTTJMsYd4CBxgsmnG0b1/4vP3a+yv/I/DtlJsP0L6dEvvPO+4sat2mTR4AgyaMrzNVSC655JJYDUCv6QJXhevXK+ZgcMyq69BROZYqJXiD8JntmndZ/Y8B1YKCpgJ8gBlyB3qw1hQk6hDQapLf1PTo0UPkF8YHW2UBEymD/YCplqfCqHW4cuVKqW3IxACzpj/Aloooffv2llJX5AYZPny4ee+996R/xnnVVVdJ30g8yCCAO2BacuCgTAz5dixMLIw51T4NUG3l0MEDMi6kEPoA4DVVKeaU5SqPVW9hEmCsOvHRL5+ZQM45u3svy6Lb+kn+6575AO3bl7Zf//o37/ft178DnwE4ALRJfr4wUdid5tWoSvXpGAwSYKR8lOqqleb4REQSam0cUALg8LoA/NSlzVsCCzAuKTkk3hq/+93/mkOHSwSseOGDDTOmMVzfGjXKFYADGJE7YMSct9oy5iYFBcJiAWuiFSkOe+GFF8p427RpIwydwrEsLK5fv87kN8mT4wBVtGzGAajC9vGb5jwqgnMukwjn4+YHsB4uPWxS7HVwfstWrUx2dgOTlpIsIA9we13pVHvW/NJcN8DMNehk4g2IYfxMTnayfNbuGvm1/VH4dkrMB2jfvpQ9+eTPfzdk6NDhgAJg8ve/vyzA8Z3vXCbvugioC4IKvDDDf/7zn8IsAS50WdkfDNTYj7JCGDHACeBpXg4AGp0Y8IaZ8/hPMVg05UWLFwoIApLo0Fqq6siRcplM6JPjGT9BIkuXLo15T3AOAK5h28pi8ccGYPFIYT/VULgewF3lCfpEYoDlImswVk2RysTEfaD9MnTxLVtM/ewcOb5pQTMTSDQCvFwT7Xk9XTDN9aH3M90y+jR7TRr56E3kBHAzIdinhWEPPvhgvUmTJh386v8qfDtV5gO0b/+22X/sDw8fMfImPrNw97e//c2UlpaZ22+/XcDFsaqIQPlmPwMab731lkgGgKoCZCBYPYrQ+xkNmt2AEx4hnAs4a5IjXOBww2OSYDtg9e1LLzWRaKV4SQCgMG8Alslg9ao1Ej6O4XmBextsF2mD9gBe+uV49F+2zZw5M5akSZm3JlJ67bXXTceOHQQ4GRsTQYYFZc6l/4svvliAmr6ZkJhgKGvFtmXLlpuzunYTFl9sx8/TBwbgMzb19lDg1YRMukDKhKP6s+br8CZ5QgKxzD3YokWLJ+0h//G1/HH4dkrMB2jf/i2bOHHiDUOHDvu/RNThB/zqq/+Sd6IEeex3QLl65jbAhSi5aR98YD5d+KlpnN/YXG+PF3ZtXD+Oaj7Qxg2lDuDrIZ4M4cqIZcetzc233GLZZ5k5Wk7uirCwWzRjtGFAFr23UW4j07BRru2nidm4YYOEU2+3zLZrl65mX/F+076wvUmwgLZy5QoLjodMg5wGkuFOc0izuAmjZoGRiWT1mtWme4/uZvGiRQL2eXm5ZuOmTSbdguSmzRtjEoeXmVMY4NixCvPSSy9JoAqJojIzM6RkV0pyiuT3KD9WLky5sGNHe+4209iOO2TvF/exRYuW4hdNG453RkWMQWuouAPaWpqrKre0WqkFeCYuO4ldZXyArlPmA7RvX9h+8hPKVQ3+Q0JikoQ+v/HGFMvSdllwvt40adI0lgM5GKzyy1Xm99FHM8yMGTNNanqa+a4F53rZ9UUGCEcqTWIoaEz0+LScwqZJ6GaBM2zbSbTsNL9pgTlsWXGIiL1kR3+GSbIoVu6Gho8cda4FvS4mGEo2hw7uN0uXFJlyy3wB6dGjLzBrLCi2b9feDBs+1Lz99tvCejds3GCuvGKMuMQB+iwkArx4cOTkkB41apJTkiz455hBgweaNb9fbVl6sikoKBBWDUMGQPE2QSffuWOnBJ0gX7Ro1jxWvTslKdkcOFBishvkyHEb1q837dq2NQf3FZtDJSX2CSTbAm2i6du3nykqWmLHFnKDVSplQoK9I2twh8NIMiyShqqKBWggi3PvjZ1ItuCJkvH4449f8cADD7x8ev5yfPui5gO0b1/Ixo2b0GHI0IFvZmRkBAADFtZ4pMdTAZbpXdzzPmazncUzZAKYHx4T5MDAAFaAi+3Vq5VUc+moliQJHffVV18VpplqARp2PHjwYNvud82bb77luKSVHLR9NDR79+w2u3ftsO973UW99eaKMVea/CZNZOx4hiBxvPrPf8oxSBKXXXaZgD2eKBJ5OGeOOXK0TDxU8LKAJcNeuWa24dmheT0AY2QMrnfLps0m0+5j3JrTmsx7ffr0Me+8+75o5Xh/MAHw4nwmBACa+8d3Al5w9UPqCLhRiUwmXu8YQFuYs+fee6Ul7hftt2zZ+iH71QfoOmI+QPt20jZu3LhGffr2X2CZZSJsDgDC1/mKK64UDVhZm5q3RBNSwZtvvikg/L2bbjJNmxXIMd7E+F5PjxMl8tcoRFzpAEUAL2BZJY/wGG50RAnCMCWiMCVNmPD6devNAQvaKcmJ0s8yO55Zs2dL/gtc455//nlpA9BWjw0kCsLDR48eLQt6/3rtVQueO+Va2QYQMzHhZsfnDRs2yDkAPguSvG9Yv0HAXJM6Ib0wNoJhRHKx+8gBwvnIHHzGF7upfUJQLf2CCy6QyYBjVq9aEUugVFXaywkFD4YSTGJSMHYvddFQ99NXp86duo6+++7kKU8/Xf6V/8H49qXNB2jfTsosICXfeNPNSy0LTOcfPwDEQh86LV4LmD5eV0+4HxXgIrKPzzfd9D0Bp6iLv8qIAW4nWX1KNdCuCag1tBugXLlihUlJckAXxsskAMPFy+LokaMWsFIEyHv26mlKDx8y+/ftlQXMGZbJDxs2LBbqDZNlMY35BTBjEQ9wFsnCMlaSPTESWDDbOQYZhBBx2Dfnso/78uMf/1gYK08F3//+bXaMK2UBEhYMGweASdhEIMq0adOkD8ATzw8WFXly4DNMm3uAax45P3CZ27F9q7gLMmZNylRVs7DSRCotOAeDxyWh4jPndOzYMTiqTZsf2U0TvtI/GN9OifkA7dtJ2dXXXLu4RfMWuXyGyf3jH/+Q6LpBgwbJfnUFi08dChghRSA53HbbbaZ58xZuKHf19gFovBi0nXhf6HgDkIkMJGdGhWWkPP4DmvSHu5wkzU9MMoOGDjO5jRqadWvXSduwUnyUd2zdKefgKQFjBgQBR7xRdu/aK6z42muvFW16swVTPEdef/1fJqtelnhesBDJNTFGWDzugoGgs0CH5wUgTn6NC86/QBYv6RMph74IZJHgln7NBeA/+ugjmUTQsGm7a9duAqbIJ5r8H8B+9913Tds2rcx1111n/vWvf8lCJedwHV6mrMmU9D6qhwcTBq9mBc2uNT5A1wnzAdq3z7Xnnnvug7PP6VXIP3SY4Ysvvigh3MgJWNQtx+T1HOAzYIDrHaB36623Ckt1LBpLzK/nY1UVsTVHR/VKK95cE+xDm4Utz501s5reDRiKf3Bmpiy+tWzR3GQ3yDYzZ0y3rLosVmx18uTJIh1o304mOAtwQSfD3QcffCAgid8zDLZ3nz5ScRvNGbkCBk5YNwuJ5KHmM2yYCYKJC21ZFvNsH5yD/o3UwyQBm+4/YJCZPn26MH+eKgh4AaBZYKR/JkIkGK4JiYTJ51j5ERnvzTffHANk2HipO0HRH6CNBKIZ8LRIAdeIvt2+fWHbu+++O/lpX+ao9eYDtG+fab/85S9fGDRo8NCKsBNazKM+oKHRf1oFRfVmNcD5lX/+0+y0gHDtddeaVm1aOy5zQXGYq+YXrcCMvAEbdLK0VQ/O8DJzzpEQcbuNiWLuzI9MBQVbwxWWBVuQjrj+wck54r1xpPSwueRb3zL77USxaOGnhix7aelpZuPGDSIjsHhG+/SLHzfn79t3zCz4ZH6s9iGfcckD/Ei8TxGBtavXSCKjJZYVa91DxoVcgTF5LC5abLr16G4O2acDbg9gHAgFTYdOHQWcAXdNTZqRkSkToLM42VbAFBbOfUGvJvBm9uyZ5qA9vtJdKBXZJT8/FrGp6wBMNkwCTCQ6oWkwkX3yCNgJ51Z76q++jr8h3/598wHatxPa448//pNhw0ZcDzir5wQ6K8wRMMMc3Iy6nx0mDYsjB/SKVSvNNddcY7p07eqw2zjFIh6kMWHCgL1nAawmE2vLbvQAACAASURBVBCyx8FwmxY0NatWrowFcsA2MzLSpSRVxAIV2erQiQk9h20iR+hCG5ONemSw8Id0E46GTdduXUWOOOecfvKem9vI5DTIMZs2bpRjmYDEf9sCMuDLAmQsZ7MF8b/85S/CmJVBi4RjzykvPyZMm8IC0UhA/La5p8g7LGYim+BZ0qpVG5kMePpATuG+oLlTwYX0pfSNTMJ5uriqsoa3RJbeEwVpjqeQQW5e/tXGB+habz5A+1ajPfropBtHjBg+XvNo8M7jO/qpN/+wFz/5DkixiLV48WLz7W9fIp4MNeXh8J7jlS8AELRgzY9ckymAqwQyfNhwWSyssH3zPSuLArDpsYKrSAMAJZMKC5qS6tMCdcOGOZIECamGd3yZGS9jBxhZTAQ8AUzA7qqrxpgnHn9C2uJe0BdeF2jMJFGC6S6YP1/0bBYFaU91avbJ5GFBG2aM5FEZjsay69EXAA3zpfgri42AOJMJWrO61FFoFlbMGFmYxLRUlyaQ4p3jGTvatneiY9+BAxQaaNbtVP2t+PbVmQ/Qvh1nBKIMHTrk995gB2XH3koozrYEAWlN9wk7xGcYNtq//4Bq7da06Of19gDMWJQDyIhITHJBKRKXi8J4Fr7os2OnzqZN2/YS8Qc4p2dYBp2ZZQE6VY4BUAFcgA4t+ZZbbpE0pEuXLhGgVB9qEikhmSCzsCjHOHAjBHyRHUoPl0r+DTw/HDmkVPJEc18AU9phgRB2jRcJ/QGiaOVXX321eeKJJ+QYtHj6qF+Psld75CkANz6kDgB137794qsNu9cUo+zXSuJ4jyDLaHIkBWfNYMcLsOedbcquVbPGG6RXr55pD02Y0HrieL9mYW02H6B9q2bjxk3oNGhQPwlE0YQ8Ip66GiZW3Y3OOQ8g4HEdrwpyIuP1YALVc3B4fZkxbx09wA4XOZgngARTB6DU11fP8wK6vhKTU8ywkaPM7uJ9Im8kp6aZxJRUk5CUHOsDoISV0ybsmQU83NKQIWCj3/3ud2VREHZ6+eWXi/sbQIz8AYDiTkhSI3ySaUc9N3iXaiyLF4k/NQEqAD1h47SLPzX3BSaPDzRAz70CoM/u0dOy+WJh8AAybRUWdrAAuldySWvgiiZ74lqRWnRykAhMC7jo15rgiX1MCPSH6dOPdwHXyUNdbprk5Nxgv47/Gv6sfPs3zQdo32JGIMqAAYPm2cf3RNUsFUy97/GpQDFkAPyi8UAAnDUSkESh8f7MXs8MjEU3IgxhwLA7PCC8rC9YA/P2em2gRaNz0145iZfcPBWcFQk7DBKGKy5mzZpJdjdqBWotQECYiQFmeumllwqrJkIS2QGABDyRC9jfr28/WdgDNGHDgD2supkF8c1bNovrIQuPXAsAD4ji4QFY4/fMJED/XBttAPYs5gGqbCMXByy6rOyIBK7QP5IMgMx25BBl9Oqap8mTAGmninhStfvjnVgxrluiHnPzzjM+QNdq8wHaNzECUW666ZZlFhDS9R90LEzbPcYL2FUWlYRBL738sgDTZZdfFpNCasrtrOYkQHJyPM+aNVsWvKgqQjmqa6+9xjLBJGGQgOSJtGgdEwwSUELqgAHDIkOhoEgkFuIF1AA4PFDOO+880aYJtQYslb0DtAAvQSU9zu4hOjIACSNftnSZSAYAKm3DdAF12qXfj+d9bFZakOVabrrpJsnjjO4N+Co7R7pB8oBRv/baayJnbNq02Yy9605TagET9z5YOsBL5r6ltk/6AEwBYj5zf6luroV3N2/e4niUiBtdpQXnlFhubJ3ckIeMy6L19wPImazsb114av56fPuqzAdo3/jHHnzxxb8sadGiZaNINCL/qJ0SVIGq4q7uQp8+Lmt+5x27dpkX//QnyQx3+eVXmBQLEqQNjXikDcwrT4ijnft90aefih/zlo0bTDfLDG/63vcs0KQJaz6MZmrBJMkCajxIa3v6XonWat9ff+1fMQ+LFHteeqoTSchiHvoy28mNsXjRYpOV4aQDTQiGzNKiJQKQSA/r1q43vXr2MfWysoW9Fu/db/YVHzCDhww18z9ZIEDeomULM3/BAmmX7HycC8PWKi6wYvplkiFoBdaMBALoa6rUw9FSs27dWjk2PT3NDBs23KxYudwkhBJMgwb1BcRxBezUqaMFfHyim9vxp9l2s8xZZ3W1ba2PeXHAnDU/h8pCOgnGs2jYNveoRYsW9fjtI179w7daZT5A+2aefea5Dzp26NSuMhquVtdO/WrDrneE151Lo/aef+FF8YxgUdCbvOfEnNfZCZjCLtGskRBwg7vj9ttFO9agF/RhQKoBcsXnuNyRDY8qKXhhUAhAxs7CYsQJC8crAnc1ZIn2LOxZUN62a6sAMoySoBACcFj0DFc68g5MFCkERkvwSbduXe2+CmHeuM4hm6grHLou9wFZQz1XaJP7CSijM6NFA+74RyPp4OXx0UfTRbKAIZOKtbT0sCwSNm1SIOBOKtS2bdsIEMPgcb/j/rCoyb3jiUGrqzAheKUh+lYXxvhAHyeyMSUwceJEQkGnn8I/J99OofkA/Q23X/7yV38cOGDIYB6RTcD5R83jvoZOo43yD19ZGY/Q/OOHgf31r381OQ0bSgCF+kWflFmcgDUCMDBL/HuJNEymbXdBUkO+eeGFQb8nModFOxVXAEk8L3BlCwUtKLnskWthoRA2y0IfyfzV46Sgcb6k+OS4ho0aCUByvQA0fWMwafJBk0IV/Za+NCKR8/D7RgbheAAc0NSE/gA1bQnQ2/5ybR9MSLB3gJlJg/a4J4yfnNHaP32Ry4SsevwuhMpHIkGRfsaOHSth4kw+HJ+RkRbLEBjxPPF4y2XpRAvgM37L9kcZH6BrrfkA/Q22J5988pHhw0ddF64Ii/sWC3r8Q8dFDC0UVshiFywNVoim6vgZZ0mYNHLB1VdfFXOBg7FKkHbcgmD8d8KvWVAEWNB677jjjpi/bsR1q9PzmCD27tkjifTRpZUVYjEPEU/bjAV2SaDIMZIwJThsX/2QAUSYf5++/ST727IVKy3YNbAnh+ykU2K6dutu3rUTB+54eF288MILAryAZWIS/sr1RINmP5MSnhzcD9htLCDFzSnCfvrmxcSArAFoL7XXUOm+OI57SR9a0ouAGECd8zkeBg775/dg8sAHm+vE/5rMfYB1SclBCUDRQCGYPcYEot4eyC+SstTeJw3/tv31+Or/0nz7d80H6G+oTZo06Zbhw0f8mEocmEb6AQqADN4YysJwHWNhi20sUGlFa6IE8TuO5Wr+nD45Bznj1VdekcASJAJYoIJzvDmLWhGpPnLkCEzWlS3ipI5Kj74K6LHQKDkuLDs/Gq7ybGA/4MXEMGDQYBO2jLZf/wHisQGIcb1o6rBQ7gMTEgt7eJYAgrz36NFdQJkkS4Cp4xFSLl4emssZoCZrHfcJKYF7xnG8oz9rjmfGQRsweyY7rMQ+mfA0k5jg1CQESAFmABu9e41l8TBuGDreMtwjxsMxiYkhaYexc4wW0mXyRVeCiXMs90CA+2g5x7X+sn9Lvn115gP0N9AmTJhw7rBhw56Tf7ixLHQOA1Y6qlF3uJ/BGAFjmB7/6GG9PHJrnoqgG1n4ecYjOlnY1q5bJ/7I1C5UcD5x5rqAAB4SA14KWuHbq0d7g2d0vevGG280f/rTH80aNwpQJRreuZ4eZUdMy1atzc5du811131XwrXxiz5ogW5Q//6iJcNccbsjVaq0bxoIwHHtMGay6WkwCkALACLX4GMNw6YfAFsXLWHa3DPAvG/fvgLQ3M+chjni/gezj9pxfOuib5l58+YLw0WnZjtt8WSD37TmK6FvxoPXiMOYI7FgFGXnmsqVFwCvE5UmVrJjavTv/A359vWYD9DfMPvxj3981uDBQ6ekpWcEIpVVEgHeG5X2eyI1+dgSDJgkCypdLEjvP3BQAImFwD/84Q9SbQSggR0SDJLk+txWkzKMxrc4E8AeCzKvWxa+ZtUqAec77rzD1IN9G8+CYsDRjL2mLJ5afBs2bJTJAVbtzVca7xaIxABgjr1zrJk7Z7ZZsOATOZ9SWZTIOmKZ49p1a007y2hbtmxhjpUfE/c3p6JLRMbwrYsvcXNYVJoRI0eZCnt+ycEDlq1XxiYM9nfvcY5koGMxkXtUUNDMdOrcxaxbv9F0PquLaOM7tu+wrDnFMvotZvjwkSJ37Nq1xz6Z9DaLFy8ySYlJlhk7WeyQlqhDuGzZCmHNGqBC8Mrhw6W2vZCwcTRs7gtyB2x5375iVzYJC6PX4BUFa8CcRdS0tFQBd8ZOBrxMbpRvtdZ8gP4GmQXnvD59BnxcPzsnQQq6Bt1K0aI+819AXrjJ8WLBLpQQNAMHDTKT//oX8UQgEANJgMRDeC+kZWTK4p5aDKTRg91WD+7fZ6a88bpZvnSJOatzJ3PTzTeb9MysGBOOySN4d8RlraM5wH36hx+avcX7xKcYJlqTOelCK2LRdbDWfgMGmrN79hJWi7yi2i/BKDBh3AcB1uLivcIwYbt6rjLvBBiovcasevVj15fXuGls0a1nrz4xtkrfqj3zvaLcyXxHu4A68sbQIcOFvQ4amGZ6dD/Hk8GutWnVso1lzwssePeS1KQw46ys+jLprFu3XrxA3CrdscAVgB02HomEY9fOAqSCNACOzMPQNRycyYhJKzk5+wus7vr2dZsP0N8QGzPm3tTLLuu/tEl+07RwJHzcfgFDt+io5t1Q6QG2jGsYzE/Se86dK6ACOLA4lW6BQkOLY+2574AEieaRDHjsJ5AjPT3juIW+mgw2S0QdLm5rLABt2rJVHvnxGolPRaoBGJowCNOADACTBT80b4AaQIb9q7eHhoID0JzDZ5UCME2aH+8NoZ/VtY1t9KVj0O/4YzOpEDLOOJEzdNxo2V6/cp1A2EbWQOQM3O2cSitGtGsFYZgy46Rd9PKDB53juDbuG1nvAOYM9/fRCUTvuePKmHniqgi+nXbzAfobYAQj/OH3fyxq07ptQ+G0cUEk7jHGG63gDSxBY+aRmkAMgi004xsh2YABlanjAZoeAAP0UVzZ0E/RnAGqqMuYP69qCo/0sHWY5KbNmw2UHyBTCcM7VmXO+l1N0n+6i2JIEyysAcpMNmjMWoAVOUE9LwBFPntd5QBg9vFScNTJy1uLUXXuWF1AWdQ01UpTeYFdFwfjfZV5B1h55eVRyKZ6GTE9hmvmuniyCIedqEIWIvE+wSUQ9owHi4Z+e0P4OTchIdFO3mNCkydPrjz5vyjfvi7zAfobYP/zP89+ZBlwW2+wiTfZECYA4fHDgMVVLawFBSjIwga4scCFFu3k3AjKYziA6QUYqkzPmjlTqpHwWH/nnXeKVwJGl96Jwmucjr8wAIifMoyXxTfGc/U115phw4eLtALoaNpTBef4vCH6WUEN4AVwAS0KDiApkGaUa8JDg+sA7FjMRCfHtQ19mfMYD31q9jokEsBZE+prfgv6AnRxqQMsy6hkYgIx7wopNGBM7Dgdv95r3abasQK3XquWs6rZlTEiY8LrBi8WrgMGrQFE3qyE/F68eErxwbn2mg/QZ7g99dQv/zxo0OABleFKiZJTqykREhKH/mNXpuUEoDj5LPBamDHjIzNixEjZjqZKWSkeqx02lhBrd87cuRKIwiM54AwonowxFEAUWQNZBIAEwK6+5hoz1D7yA1j4DAPStK3BIicnmTgMUoEaaQDZBUmDJwL8hAFl2gSsATfOwXcaSYfjmWQ2bFgvDJyJh3aQIgBnPCp45xzc7PAf30F1lYjTL08ebOOlEwf9KbhjgL1WZuE4nkx46tDgGNWPlT0rkPN+5EipTAzo1EhRe8R/PKlaAVnekYnOOecc8em2TxH7+e5b7TQfoM9ge/zxxx8dOXLUNRq2La5XuhwYCFRzT9PcG97H6IjL4Cj1xIIfMgX5iwFEwArXr7PP6WlKJNmPIxVwPBWx35w61aRZoMHPGXD+LCnDa7SDlELyJFgqwESRVHsd0PzYRKCyhAL/yaaT8E5MTCywSdzetEAr/eMZoRo794zrZB+grbIAnhQK9CNHjpTxMGHhEkc0ogS22ElsX/E+CbQB2DMzM+QcgBNdGeBFOtIwbrYxFhgwE5PWMUT/5zoZB/3xgv0zJiYqrp0gFTxJ+G0YJ+HjADyLj8q+GRP9MdG6E+zh9957r6OkhvWtVpoP0GeoPfroo7eMOvfccZpXIhgIOiWnAmifiXjROWAVcaQMclNEAtEYSEs2OhfY5THbPgoDMnwGNHm0R3oQLfNYhak4ahlgWrpZsqTI/OuVf5qszCxz++3/abLqZ9t2RUGVMRhlcp6xquwCuHzyyadm9tyPzeq16ywgh8x3b7jRnHfuuY74ovKJm04UkAFINUmQygFeWcNrXu1WjwFwAWottMpLS08xHo3MQw7Q1J5cO/o7gSiwaEdyMBZAnTSiFcfK7TllIg1RCJZRp6WluDJJsgXNDZKPWRfuYMyqhwPIXAuLm4R+M1nwpED2PTw11q1bI2WzCgvb22Mz7LZVFuAPxbLeKfNmMsXrhlDwnTu2W0BvKcmosrMbyL08sL+47J233zrL/p3s+qr/Fn37980H6DPQnECU4c+FQs6CF4/jeDEYyZ1MMMZBZ3XfPg6HEpwFLQVo/KGdDJVVhUYp9BqMOro1ng6AFyBGSkyyzQFAgM+ypUslURGP2VQtqWeBJVayMPDZCZQAFvTgWbNnS+pO+vr+978vj+ImLnpQ3em4BiQB9fvV9J9q8b7Z3u3xyf91MdErGfBOH6r5qpwCiOMTzn3DC8PRjkMeeagypmeL7JDm6NF4VeCHzMKq5tnQRT50cIBYFyhh0sXFTsFX7remTEVuYaI8evSIZdVZlnXvk3O55zpGGDq/E2OnzY4dCk2LFo4HCSzbjq1s6tSpnSdOnLjpVP3N+fbVmA/QZ5iNHz++i2V3U9IzMgOAGCHaBDtgAMrChZ9a5jdP8ggjHbRqVRXpiwCCb6zyW3XLCpgUNzjECGMEMNAteazGAAYex0kSxDl33XWXaZTbyEl85JpXI45ntpxD+SkWBYlcxNCtu3frJv7Y6p2BaWJ6bZO2NM8G4ASI8RnQ08XQmkzHoTKPtgUjh6nqgh7MuSrJULSaNk0ejHLXx1n68yySchz3KsFl9pp3GqkCpqu5MLiHmZlZsarcytLRxkeOHG4WLy6Sz1othcmC/TBmZBkFdL2PmqlONW0WdKl2zuRD+/a8Q9OmTevig3PdMB+gzyC755578keMGPGxZU0JAC0hygRnkKsYA3x2kBT/nG6GHBwLP/3EtGzRUqQDEhSFYY7ivVGVslK1Xa0WDTjRDiwOVpfq5slgQY9jcKWDXStrxk6kPytIkpBp2rQP5JGe7/fff59p374wJmkoiDos9Fi1yEF9VxDVStYAmDJq9YzwWixfskcKoW1kC94VoAF/lXm4LwAd7aM30wdyAgBKruag616nHiOMXrLwRZ3+2Ma5bNNJp7S0zKmjaBmw1nXkOMaN7k4VFnm6cctzqc81kySfnft/JJZNUBMh8RsxEUi+6MqwMPfi4uL9H374YUdf1qg75gP0GWJjxoxJvfTSS5fYR+NUGNb77zs19UjjyWMuxqNwSnKSefEP/2vatm1vBgwaYtnfQYuACTgaWHAOS6gw/+gBDM0NLbq0249orBa41G2MDHMwdPJ2sADFo7kDaPZx23iKwiKZxI0ZgAGUYd4wZ8DLTjICztUBNCIJhDQ6T60mVq7nwFQV7JQJe0FMz1Pw5RgWJgE+Ta8KC9XzlL2qlwbAjBsbfaD30gYsGnBUnR4NH3Z8uOSg0covvHu9KgBX9afW/YyZtnQBkN+NHB8q33jBnvGxuKieN4yH308ZM+1lpKche+y2zLn9pEmTDp7iPz3fvkLzAfoMMAJRfve73y1t27ZtDv9ISQaPXHDttdeJGxfGP1T+IaemJJvdO7ab8889T+r1oSGXh8tNxDjaKQAdn9vZW/IKU6DUYAyABWAGQNR/WnA0eGLPDc5jkZEoQzRyzrn33nvFwyA+t4bKGrEJ4zNM/Xy9/r4YgMZLWb96NmgfRUVF4iXBZMb1M0Ep+9Y0ohrCHXXTlgLSTARoyxheK9wLTGUYdP7SQ4eEXWvQC/0zEWCab9oJvQ7HMu5xD9CSGROf8UGHBWsQDNfC/WCc+oQgVWQsO0d/BvDZz2SzZcvm9e+9916np59+uvxzb6Bvtcp8gD4D7JlnnpnZtWvX1vzjJ4qM6L2hQ4cL68JUAgBgDhbvlhp1u3fvMo2bOOANP0bycDztqj/2y/kSVOJ8dthzYgws3UUnRyaJRGIufJ9nSASME+YMIAHOBIF4JRUNedYFO3UXPNHin1xLnBeHMkuATHJjVFTpsSpfIAPh1qZRgU70Xl5swlEGHauU7erJGkCiYJzkuhkGXZ2Y/RooEgpWhdED+F5ZBWORUa9dt+F6B0jzhAIjl7wgroTjzfuhEYn0hYcJi4f0zTVv27Z1y5QpUzo8++yzFSf55+RbLTIfoOu4Pf30L/82cNDgfrC6oiVLzauvvirJ6AcPG24iAdfPGdAMhkxObp7ZsXO36T3sfNOyQ1cTDlpASUgyoWiFSQ5IskpTGTCxgBPM8WCwYInMQBBJ+TELNvYRPUq2u2SnirZxtOpKzpGQ8aiAVDXm7braYYAOFUhgzoDRAw88IAl/MK9XhbJzjRL0RsN5TSegmoJvMN3H+YCsLirSLguChJIrU+YFW4VJcwzADQgC3hoyrbIIxzpRekFZQExJSTN4zkiaqKizqJiYlCz77SiMk3sbME2SSS4UYmIk+IRJgORMQdlWXo7swYLlfuPI79yHo3YMKbFKKxigzbicyMU0065ta2H0uE5m1cskd/TiK6+88pwIj0a+1UnzAboO23//93//dPiIUWMAn3Xr10muZUKUL7jgQhNIqB41CNjw6Lt0yRLJlAbD06g5zAEeZ21PmWMM+DjA9Rk+aB/Xs9IyRBN2gM7xnY64QTBG/x8HosqIAWcWLwlmAWDuu+++arKGw+IdTVjB+fMYeU0+z/GmkocCP+NBYmGS4DoAW3yOWeAE5NhPZCAauUb3waxVMmGbNzjHAeiUGJg7Yw6Y5KRkSZjv9F2VnxmAVonIuPdcF0O929Df9d4B4sr66UcDZxgv95DxcRzX8emnn755/fXXX+jXg63b5gN0HbXHHnvstlGjzn2Af4AAycsv/12Y3xVXXOH8Q68hVwP/4EkXOnvGTNOxUyd5HFZ3LGGfARMDDa+vMHk1Au7C1zbbV0Gv3gIMeBXgIx2tjMZYruTZOIErHZrt66+/LotxgO+PfvQjyTDndXfDFJx1kjhZWePzzOv7jFsgk4Qwagu+eKXgOuj4HxeLvID+C9giFQB+WnSW0HAMsFRtGlN2rmDrdY1T0NZQbbardsxx7Pd6nDhA7oTZq3eHVljnWCZbohZZV0DKYuJAJkEOmTFjxjO33Xbb7Sf5p+RbLTYfoOugTZgwYeSwYcOeIfn8zp27zD/+8Q95JCeRfrXiqi4gKFgAEPXrZ5sLLrzQDVoorwZsaKtpro+vHi/bYZwBp1jqzh1OEnnaFO8Q91gFVD7XlMyHRTGYM+BM+w8++KBp27atC8zRWGIgDQaJT4uJeSeN+ECTePP6N3sLqPIZVkxQjC4G1rMTDZMbSe11woNdsy/VBW+tS4hHBQuKmHq7sE9dAFVz9gbMOOCZEGPwupjnBWQ9x2HNzvUAxNwHjZTUJFFMIhjh5hoGnigyRyqLrg/cfffdT3ypPzDfao35AF3HbNy4cR2GDBky1QJDALkAWQPgueqqq+QxPRbN5jmnmn4L2LmgqsCtAJiYlBirtqHuYAqKsGgYMMcQGVd+9KgEYvDYruk3Yb5eMNU+S0sPS5HYWbNmW7BJElkDtoornoKRskQF55osPgJQt32WeQNSAP+iJUvM8mXLYotqgC+yEOCM4ZpI/gruJWDIJARzBmT37Nltgd3x9wYUeYLgHnAsodoEiHAOoM1LrqeiKvk/QKvmAHlCtXSjCtK0QfAL46VtFizxZ2YBmEmNfpgoSIikgTRJSQmRKVOmXPPAAw9M/uJ/Vb7VVvMBug7Z2LFjc0aNGrXAgkIijPTtt94WHZJcwJqQKMZcPezZqedXVTjVBKoHj6h3QCjR+XPwLhAKOLsBLHg7EL2WkpoiVUIk61q0MsYe1Y/XaToq4I3HxJtvvmWmTZsmyYLuv/9+AcOA61vthJZHq1VDORm5wrtg+FnSB+0pOBOEgrThZb4kHQIA6XvunDlmpxs2DTCyn4mEewurBryVdaskQh9IJdxjzgEwAW32w9TZXi8zS/rkuvH+YGLlfmdkpItUodnyFIzpgycN2obZ81vD6Akr5zNgTcY6ZBc3oObYm1OnjnjooYdmfpm/L99qn/kAXUesV69eiXfddfeS3Ly89LKyo+att9+xTOqQueyyy03DhvF1PwNG6/bxj//vf/+7VCEBXI2bi9m4QE31aEz8gt1cDlhs0dBl20wEMDiS9sgOy34rIk7wyFGCQVwW7XhzyAgsW49K1RICUQCuH/7whybPgpQuImo1bq+s8WXNK3noBAX4SoJ+C86AYGpqmsg0gDOgSb/4jqPpKjiz0AazBgSZmEhHygTHPs6lKgrg+MknC6ReIOfBqAFcWDf9IUlkpmcIwMPCAWvaoj/ab9asQGoTrl3rjIsyVox/0aLFklQJfR4wRw8HnPl81P4OPbp3M6lchz3mwIGSQx999MHZ48ePX/ulb55vtc58gK4jdutt35/brn1hPiBIEny059GjL5IipYGAt6p1VEKSLTqKJPG3v/1NwE/dxgTAYomLqiqbaGS2gprDnqskgmILLgCF5oUI2/YrKsMmbB/hSw6WCGALyIoOXSlZ83ZbNqoJ+++44w4BJacebbCaFKK18+KtJmYcrznHHxP/HTCEjQKMSAzKjAFftFwtqkTkAQAAIABJREFUDCD1Fe0+9YHmOvnMQuEnCxaYRBecuRZYLWOgUowE/1h2zATEBAgYA7CAKdvJSdKyeQtpf/ny5XJfWZyFffP7wLLpp2PHThJ8gl84eZrbtGktLn4cg87MZyaIXr3OkYmBoBU7+e6wYyfp0f4v8aflWy02H6DrgP3iF0//bsjQoWcDZG+//bY8qpPpDQZoTCAWvaeJdDAemf/yl7+Yw/aR+rZbb5VHbmWoXv3W6z2h+1Sb1mALQAyQg8UBJuijush4pLRMHrlT3DBnWSiTREVGSjVdcsklkqie8xw5wqnQrX1ocqCapIqTkTriLeJh5XymfiKLaYAb4Ak464IgfVNSCz2X8SkDBmgBV3ykYcIUxc1ypQvuOZMJ5yFXwJyZ/NjO+dwnQJXtAH3rVq3NFgvyPH2o9wVMGc2aF+PBC4Pfi5wkjKt161aStpXfi/B5QJvtBPIkJyfKWC2wL3vnnXd6+AEoZ7b5AF3L7ZFHHhlz/gWjb1IwBTiQGfhHrvili3nKkAHM1/71L8kVQfIigAKrKbubFxS9SYf0BdDxaA5IkNdDFxExgApgUTCU/BMxdzvL5C0YDx48OMaOY3X6Eqrq+lX5Px/vSvdZYz2ReaMNF1jmi3abmpoihWoVnLkf9A94q6wB6KmswT3metGWZcHPZc6AsMohsF3xALGgz8Idn/EMkSozLjjzGzE5sCjJwh+sGfCHzcOcAV0CdAB0JgL6Zj/jQuJo3769BNHQFpMjv3NmZjoFDd6/4YYbRn7nO9/5gn9NvtU18wG6Ftvo0aOTx4696wU+K1jBotAzHSAKHpcuEy0YX+MVlrGNGTNG/tEraGlYsgKhLgIqGMeDM/tY5AOQABLJUmeqvDOYCIh2w8jhIVW1haW7if9NwJMbg8i9SCzbmldzrhZWHvf5RB4bJwJrvUaqssCAnejAdAFfAJN3JgZKaiHZaPAJYMl+WC5AC5tlO2CLJAEIcy9gzprMCOYM+wU42c4CHsfz+9AWC5JrLBDj9QK40w5MGtBGXuGeMokyTo5nG+PKyWlg22gi9RiZUNini5MzZnz0+9tuu+3mU/Qn5lstNx+ga7ENGzZskv3HmuwN/OARWaPJtNIzpmBKfgsA5vzRF0qye2+0mmrL6nPs9Y+u5gHiGmCvi13fve469/yqTGxsLys7YlJc9zF1k6uoCJtke1w0UJVoyetTrbKG+iWfyD7LlS4eyL2yDBKQ148ZBsqCG4t79A0IapL7TGQNC4xMZNxXgB3pgc8anKKubZzHPVb3Ohgu/eGhAuhzPAwYMMbjA8+PDMvcO1oQZ2IAxNGsOQZdGZaOSx9RgEhQMGdAHA0a5gz4o4XzmzHW999777/uvnvsI1/wz8i3Omw+QNdis/+oL4AlO4y1Klwac7ZVASoA8eabbwrADB8+XKQFbw4KPUdTXcan5zwOnC0LXbZ8uSx4XX75ZQJkmAaisB/Qqsq1bJmxJzw72ZsQ2jUF589zj1OLz73xWfKHZr0D5ABn74IfDBRwhvHjUcK42Q8oMuEBgmjUADDsFuasYAtwA6pUKGcBVNk2oEo7LBRibAeYkTEYA/USpeagBWKCf1gs1VqCAD6TKAuJ6PP0ze8GW8Zg3mxnbE7ujcTom1Pf+N599933wmfeMN/OOPMBuhZbTk5OM2GYgWA1sKpivo5EAVhOnz5d/tFTLPT88883AU92tHhpwBvOHQ/OGhUIgwOsrrzycssWc2PnBjztJbpgT0RjMBSUIBgCWEhhGglblp4QiOWAJlGQlpRSWca7OFhjFr04cPYmRIoHa9oCYGGk6ucMywWctZQU4MwE4QAw0gXMuYVMMjNnfmS2btlq0mDVdj/AzAumjcRDf2yH4cLG0ZoBVaScTAvmbdu2toDaxILzbNG16ROWjBsj53Pt/DbIGJwHuPOEw71mYZFjGSP99e3bx9Svl2nvq9zTiqlT3rjgwQcffP+U/4H5VuvNB+habPYfearIAB5A0pzETj7jqAAfhUH5R07wAv7OJ1pw0+3eat66uKh1+Fj0A+RgfxdffLGAncoh7kkxsExwc1AIQLv7JW8z+aJh+q5vtfhKW4BSQD5RXueaWHH8d6+Ps+rbKlvAWmHGLNyprAGoAoZMYKodsw2NF1c22mAf+TXS0h1duU2btsKeYeLIJdxz7gdyB22iXbMAyX1Al+/YsYNkk5s27X3pg214X3AvPrSTQkIoQaL+YOWANdfPQq+W12If/uqA9cCBA6XAbGpKEpp26bRp03qPHz9++Zf7S/KtrpoP0LXY7D/oII/VwWh1tzjN5wA4z5kzV8ACtnfhhRcKADkZ4ILHSQM1seV4Zo4UALhp7giVRGJ6sPEwaAtcGhIuKTddNq9lqRT4tTiql72rKSuuSYuOn2Di5Rr1WAFg1Y8Z8IWlqtsbHhJMYIxJvS4cV7fW4u7HPhgv4Ak4t2vX3uTm5omXBToy10Y73F+kEECbxTuuHYkE5su4kDC4TgVnJgWYcmpKqunWpZssPtIXYwCc0afxsYZV8057vXr1cj1K0sz2bVv2WMbf+bHHHttzCv+kfKtj5gN0LTUiB//whz+4ng7HAxXbKf4KCKB7UsAUtqs5Nrxg5k18VBUJHpCAFtKGAiYaCq7+zQAbEgEyRiyYxc3l4WWvXte8oMuWvZWx9XNN7LemRcB42aWmCUUXF2HOLNCppqx+zGi8WgoK4AScAWANz4Ydh8PHRPLgGI5VdzkmJ6qV423B/chyEykBzmwj2ITt3Bu8MBxf6pnipcI2ABdtGbkJsO15dk9zrPyYBMMA3uyHNXN/Yc6r7USA3zifNcESgTyvv/56M78Cim8+QNdSs8BbgQ4s4OVZS8O7AFDg0XvhwkXiHUAwiOYp9lrNaTpFRY55gezYscVs3LhJSk8BtAAZIAczlCT29rG+GoC67zBCAA9wFHAOBWMJjwB48Yl2/aNP5N98MouF3v2aDQ6DOSs4c+28GDfMmWuAFcOsK92FPQAYFgxAI0NMn/6huAhyLE8NeGQAoHitrF69RsLByR0COHMeod6was2pwf1Bh1apA9YOc0b+4Fj6A3T3F+83RYuLRB7BRZJ9jInzYeKMB9kEw+WOCSElOSnqg7NvmA/Qtdhq0moBLFgclVP69etvRowYGUuUdCKXNe8+9QgB86JS926v6J9oxKo1A8y0CStVl7z4cQHQMEbVlhPcGn/KnL2Z7U7kKeK9phNtj8+twXciGQFnjeQDZFm8Y0GQ77qwx1gAPGXBgCSMGb364EGHOQPOACeTDU8jjgcIUYWZAtqAMdsJLlGfaNzfuGdIILDeJk3ybRvtZVEV/2llyjDp5UuXy6QBA2edIE18olvIb8h22Dz3af36DWbdurWiQYfDFX6Wfd/EfICuxWaZXjQhMbEaqgGWVIqGsQ0bNkxAksdrPDo+y2J5NgKeVKS2LcezosLN4aw7ojXqz7G2Ak7yf0ANEIKRqsyh58Xnhlb9Wc/32mcFoMTrzjDnDz/8wAkvJwTbgi8gBwAyocBq0Xq14jUvCQLJbyyyAlJDWVmpuA02zGno+kdnS9Qg+S44PiurnoAw9xZQBbTph3tORB8smeMpQUXfHLt69SoLussEnLt372F27twhnjDt2rY3BU0LxB0Php+bl2dWWHBGToE9E+CD3/WyZcvdEloJTG4+QPsm5gN0LTbLEMOW4SVGol7wDUqCpDFjrhb3NwfcAtV0ZjGAzalAJf/bV7xP2GJAAk2MMaaqukdKiqM/k+SIungVFQSbkMyfYJKovLwkVwFXy0DBlvmuC2caLagh6FpBW/XxeEbu1Zbjwdq7iAkoA74HDhyMac4AZCvLRBkLkwUAzGJluh1XRmaGaVfYVoB2//595oMPp0kNRbbnNMixDLlQ2liw4FMLzjBkwLm+MGrulUYbMiECrvg+s7iHrMHk0KpVSwFaAk7wXc7LyxddmnNWrFhp2+9gchvnm9nzFpim9jdDMlm8pMic1bmTaSKJmo7IcZs2beQu8CtKjuzKSKUP0L6J+QBdi80C9NFsC9DebQCV1p77LO1WvSV43717j3nppZfMjTfeKLmcvaZJ4nlHUdHkSMgH2odOAu4AYtKFloPiWPqBPbJNFzFrCoj5oqYLjLogiLyhQSak/ES6ACxxsZtpwZneMpAusrMFQAFngBs9GsNTg1fHwo6iM6PlA7qaYhRw5jOLi7qAqPqxMF3LipWVw4CRP3DRQ/pA1gCoYdzdunWTSePjuXNNm3bt7WQZFZnk7B49TFaGc89g2IxbnzQotOvq+F8+76pvZ4T5AF2LraSk5ICFtMyaFNp4FhpvCs579+4RvRrgkPqDIj5XVTGB5WqppYoKxyMD9qvh2Bh5nQNx3SljBoQAZSYNgNLrraH+2l5PjxO5y9Vk2g5jIYQdUFM/Z8BZs85t2LjRstpPnGAS112Ohb3cvFw7Oe2UEGv6hy2zD20ZLXjWzFmymKg5ntlOe4A5bF21bZgzLJlFQsAZsMbbA52bRUq0ZLaxwIjEwuIg18535A/GXVy81/Tu1dOkJCWaZPtqkF3PzD18KHZfMJWDIpUVPkD7JuYDdC22srKyHRbCmtUEYN7sdV5fYu93NNfXXntd3MNYfIIhaspPDAAGmLXmXSQSjnlKoCsDjNK1Vzv2gAkGKMNmFYi1Xf0e7/N8nBRjqud49tYOpA0SEMGcGYsm04fRAsB8lmCSefPkWKQIwBt2C5vfvm2bmTN3trSnLniAKZMSILx71+5YClIAlr5hzlw7QKweHLjMEbzDsQAu14vUwnGAOpPFfDsGUrsSLFRqwZ1JA2Dfbdk7QTt9evcyafY+I3Ps2L5t+7yPV82yY74idl9N1WRVUeEzaN8c8wG6FpsFpfX2rbd3m4IZgMoCH6Dl9XZQoOPxnCKtgHPPnj3FT1oYmqlylfMu6vGqqAjFwB0vBVgki2/GzauhQOINFdeK1N7xeceix6nFJ2/CvAEz2gaGdIAEQfg4YMy1AoYt3cRGMFrJ12z71/qBGtpN8Mf8BfOlHQAVbwwWBJk8JEH/nuIYOLPwx1MD27mngLMuEgK8W7ZulW24xtGXHGefRviOlMJ3xk7oNvdtj2XlgDNaNMd36dzJpNrxNahvWfPcOa/cfPPNlxUtXvxr7qlXilIGbcd47FT+HflWd80H6FpsFiwWWnC8qqZ9gJUmho8P4QacKTWFrAHDI2+wJjWSCENTBZhsB+xV6sAjhEU/gBG/XkwqoHh0Fg3XBszoG3CsySXQK8N42XRNvs1eqYO20I2RECrcAgBcpyY2AvQA58WLF9kxJ8dSf8J4kSpg1XhZEIiTVa++AK03XSiSQ5YF50YNGwkQa1UV+qUdXSTkHuCyx2f0ZcatYNy9Wzfpl/bINd2ly1nSL4y/gwVnTcbfybaPpAFzfv/9935y1113TXBuQiQtGAhV82xJcEPmKyOVfhJ+38R8gK7FZoFkpvMPtroK7VTDjggA4Xmh9QP5zGP3O++8YxYXLTaNLaBdc921Jikl2QRgxgGXrQZdJgwoBEMmMZQgEYOV4aA5Vl4hHg0AE7k4oNzx4Ex/9AOwqafGZ6UG9SY5it8fn7AfmcXxY54tgJme4cgajRvnxWQNfI0J8kAv5tXQAmFzC9wAIlF66p9cr16WaVrQRGQNDQmnTRYRcy04U2aKYBUmAscDpZ6waUAfqYNzNDqQxUkJ3bb9kWmOcXOeut4tWrRQJhv8odGrVR5JTU026Wmp0Xffefu2e++997d63YFQICUarvJw0acZrDIc8YNUfBPzAboW22OPPfbxxRdfYoKhqp+pii0HpC6d+PRawAEwSkoOCrBs2LDONLOAddWYMSYp2QFnEBxo5LyAYmTUCVYBnFOTU0ypPX/92nWycMYjuhQGiLpVuqPVJZT44BEFYS9rjteb4/2hvbqztoOsASvlXMCQyiING1JD0PFzLioqEoCGtcdqBFoA5h7gFUEACPv4XlDQ1LRs1UKSEuGHTB/qz9zOMurdu3bGqmcrOPOEMdv2j4QBm8YbgwlDowN5qoCJo0uzSMnr44/nymSAjIIvdNu2bWRxkUouSUmh8OuvvTZ63Lhx71T/dSNJuEx6g3hiWf4iYV/i8E3MB+habBakKqdOffNofpOmMd84BUFNUgRYYDxaw5xxGeOR/DuXXy6P8Z/n2pbgyUS3dt06cftq3cbJaywLdSKJGBPPi70a84k8MpQR6vFeEIo39tE3eS0wBWAWNpEn8LqANaOpsw/Jg32wYyQQABOJQYNX0KpbtGhuivftFRBmnHhlONtbCOjO+9hZXKQd9GSknTlzZksSqiZ2cupkJynCr+lXwRovDUCYpEowds2Fkp7ulMmCbbMdRo6uvX3LjoXHg7Nz6+PBOVQVjXn0M380374x5gN0Lbd9+/fttQBdoN+9LFbBFXCeOnWqeDqwIMaCYAMLEprk6ESm3hK8ABe8GghbbtWqtbjiSbKjSvI3Axyf70lSk3kDU2qSP3R8ACaeEaFQIFZ9m2th0Q9gLSpaIkEd6smhhVphytPteZzPebBcABMQ3lu8VwAfuYPz2Ib0IJW65y8QEG1oGThJ9XWRkPE0bdpMmDJyCYwcAEfWYAKBvWtoODo3Gj+GJo57HWND/qEP2LX9jY5PkiL3ImIvPHQcg+Y9XFHhA7RvYj5A13I7euTIFvuPtiB+kU1ZNKD0/PPPizTws5/9TI5hESz6Gf7F8RniaAuAQy7o0qWrI6O44B3UtKVRUw2Ive5z8Un14/uJz1Cn+/Q7kgp6rlMUN0WkDc2RARsGCNeuXSfgp/scVp0moKp5oLUeIMDI/Zg372NJ4sR2DQeHgQOySD8N3ZwZaM1EDdI/xxQWdjSLFi82G9avl3sCc4ZJs+iKDEJf6NyAMzr8jh3bzdk9zpYgIPyi6YNrY6Kwk0N6Tb9B2NL0YCg5pj3rIqE7afoA7ZuYD9C13Cw7/tBCXL94nVe1aABaK0Pj1gWzk4XFk2xfgR8XtObNCiTMW1zjAo5EUXMao+PZs4LtiWocxmezUyBnzJSI0sRGSAVoubBjLeAKMJL3AqDl+gBnWHWs8Kubc0OZM+wV9zvGn5GZHgtqAVRJaARzpo+uliXjLfLJJwvkKQF2zYsJgXbRkbm3eGQgHalXC08baPTkoEZi6tmzl7iK8x0mzYIik4ijo6ek1nT/KiORQEJCdZdEzcFdUREuO8mfz7cz3HyAruVWVFT02JChwx/0Jh2KBzsYHronAKf7I5HoCcHVa06Id6W44m3etNEyaSf0mEIBsFV6ipCe1FQHW5VGvG5y3v3e9/jPqrUCeoAz55OgyFloayQh2oxLARhgZj8vWKtT3XqGsH6tyg04A67o0IAzYJchdQKdFKNsYx+gD8vu1KGj+CwzATAepBTA/dNPF1pGvksmCPpicRCGj3yBlETAiubbYJLh3jN+IgWRRGDjVS6NklSqemy93oNgqEG139Mz0UUilUdO4qfz7RtgPkDXcnvhhRdK35gypaRZ82ZZUXe1jmKxXqDOyKCKCAVGE13JwoinRgwUVWJwETtiqiSJ+jkNzJbt20TSyMnLM4fKykSPzbRA1rx5S0OWvCAMz80hrZKIVkuJT27k9cjwutBhVUEqUbNly2Yzc+YsC2Yh8aDQMlSAKaYAzCSBrpyd7cgaAPcHH7wvi3WAM6COhwegu3rVCvHyIMcG6UJbt25j8vIam3lz55tt9hrT0zLEs4PtGzduFvClX7wukDJmzSINaUksOlCreFPpBDDfu2en6dbFMup1a0wDO54Wtl8TrTAJoaDZsG65qbDHJormnigLjaVlh01WRmpSTb9rbqO8s/ftP1TtN9KFwopwuPRU/g35VnfNB+g6YNu3b5vbtKDpuaEQvsqu25vRZPwOIJKRDjBxkhXFsdeg4y+NW1eQ82KY4CReItJQA014jAcoAEItaeU1fRzXvM+e6Lfjah3G55nQ7U6tv7ni8qcVtAFEXhoMgvTAEwH7WaTTitck2kfO0ST8rVu3cqugLBUGC6BrLmdkBrRtjk+zoA1Lpg8kCsZAG0gV9PPBBx/GpB7aw9WPe0noNkmO0Jo7FHYwK1euqBYyjlRi21seqYx0wi89EEiQWo20hVdMgiXRL700ebudUIrs77Pd3o+09PTU3uFwZXp8IqlYLo5o1Jc4fBPzAboO2K69u35pweDcysqaRQsnmi/ZPl47yYTic2CoBIGXB2AY0IW8gJM4CS8HL/ONDzzRfV5TiQNTT42aKqToeRry7YRnL5S8x/WzsyW5kYIzzB1gBFABXwVnwJDJAOBGZmA7XhwwaqQdIv5YxNO8IByfLSHYM4URI4kAvLBsUoU6KUQzY0mNKH3FfSjs0EH6ZQy0S/uAPpMP8seatWtNG9s2YxWPkays6MyPZjx25513Pvxf45fYSwzxDCG3lcVJcnIssZNBWnJyvoXg/EjU+R0O2DFxW0SG8rgfqldOJBw+fMr+eHyr0+YDdB2whx98eMr706Ydy8lpmARjrpI3qvJXaD4NPDgAKsxbn3D58hXCAnv17lVjgnwvOHsB2QvYXgCOD1g5UdFXfQFyGgGYnJwkQTZMJkgaAKdW5iaoBEarlblZ3NN9eEhoRjqtO0gAipMuNF0CWgBiABmXPcAZ3VpZMWx6b3GxybHMmicF7hULgtw3vDNgsIA9UYvk3Gas6RLF2FhYdPt2bU3LFuI6Z1KSU8JT3np79LgHHhAf52AwFA0GowEYdNQ4vw1PCIDw0WMV8pmFyKjq9XHsOc5Dxgdo38R8gK4jtnrNmukDGuWOika9gFoFrAAggAf75DEfU80X1koQC25r8bk4vHai0lOYF5Tjj60pwtB7DiyV4qi4rqW6ASgZGemmaZMmAs4EiHwwbZops0Cs7BhQhLVq7UHkG01uBODyJADTRaemvZycBpJXw9GoP3Cz32UI8HIe7BvvirzcXFnkI18JC4SSzMiCNWOEXcO+kS0Abrw4AHsqrcC2G+c2tH2lMNGVTZ0ypdf48eOX67WGQoFoNILXS4KJEHXJPXZBWXK1BkJuVKYT1RmR+1R9cVUlIftb+gDtm5gP0HXEdu/c+V+hhNAob7m6eDx1ymFlChABYIAOrJXESUgAsFEYnAl+8cT5JzJvjo14eUOlFYI9WJADDIluBJydgJhWMQCG3QOk6Mawal6Ar1RIIYkRGeksCwacYbBMOASEaM5mNGdN6k+ftNOpU2fJq8H1MwnQJpoz+jPsGDkE4MVLg0lM2TcsGrBHcuG+9e/f35Vc0k3J/n37bB+dHn300V3V74SUnnFyZ/OUAzgLkQ5KulaVlSQPCgu9gUrJhRI728OiLUCXnLIfyLc6bT5A1xGzbG3uK/98dX+7du2zq6kJ4qLlSUOalCR5ial1h0cDj/p79uwWVg0YOT7S1ZE9XsY40bbPsvhUoRgLk9TaW7ZsqfRPRjckiry8XJksmEjIHQI4a3VtQJRFOLwmYMhMMmzPs4waWYPxewvGaimqkpJDZubMGdIvDJzQbY6FTTOOpk0dcF6ypMhs2rQ5Bs64zWkFFMa+pMgpScXkgCdGv759pD3Gt694995p773XdtKkSQfjrz8QCEVYJBTZCbANOhIHeU5CwQSXHQdd2SNigpVkCAw799i4x7NI6Dz1HPqifx++nZnmA3Qdso0b1j9f2L7D/1EvDtzlokEnT0ZEiJnzjz3dAiGFVQE/HvnRfM8991zLWFvYIyImEFceBZc12KdmpuMFoAJM8fpzTfo15k2bqcevWrXCLF3quL3BPrOz61tAzZNFNiQLb3J8pAuYMFqxRhZigLPmcqZdzgHYtcI2sg1gilwB8AG8RAcC7LRB1j/c8AD3hQs/iQXzdOnSTcAZhozEIV4Xa9cKc967a4dJtRMd7cjEkZ3FcTts34U//elPawbPQIKdBirt7+AksoI5Z6XXM82bNTWNcrKj9nqP2ckzlGxf9n4HyBhYHkqQJxoJyQfA+e5IHMdNAL59M80H6Dpk9tF7XJ8+/e+ul1U/KPUCE6rnWxYLOMEnaLjorKNHX2hGjBhZzeXNawAlIOUGVcT8mwFrQJBt0qwn+ET9deNTZarmzWfc3pYsWexmlssQiQBNmXEBygrO9e12vDlg1AAuAAqw0gbnwJABVwzmjCQCoAPygDMh3SwUIp/g8QEThl0TAMO4NDqQpEYAOf13lHzN6yQgRVOJstAIOG/auNFkZ6WLe53m/Fi5cmXRO++80/PZZ589YZ5m21fEuR+RWNh2IzuxNLPMffr0aZffd999r+ixTz311K/q1a935979JdUmPb2nvsThm5oP0HXIJk+efOS55/53Vr++AwY5nhbmuBxGziOzEU126NChUgZKwbMm08T73qT73kCU+EjBeKB2GHMVgwaYWGDDPU0THsGOAVSYMP7NyC6ME/CDIbOPxUIY7Pz589zczNmyHd9lzeWMjgxot2zZUrZzPMwZwCbQREPeWeyjDe4BgEx/gDBAzSIgUYWlpWWmd+/eAsxMZIA2IeV4aXQqbBcLK7fn/uE//uM/biLS8rMsEmXdzwFbR+qQPCrmaPnRSi84Y5ZBT2xaUHDngUOlsd9AJzkn1LviwMn/Vfh2JpsP0HXMtm3bcocFgSIi8JCieaSOd43DQyBkgXLw4MHCLL3yg7d0lfEs7MWHkKspOHsjCONdw7yRg+S7IFmQI1tkC6uFOQPGMHXYLscqOMOcAVHOYSExMTEpBsIAKn7PmmgfwESjBmRZeOSFBEEbADZgSxtsg3XTvjJ1JBIYOu56TCIwZCQO2Db9AM600d4el5meAsBXTpky5eZ77rnnhZP7ZaKV+js4E1uC3OuEhMTjZsZHH310x+9+/3snHtQz0TkMnJqEFb7E4ZuYD9B1zCZMmLDkz3+evK57tx5tasgAGjN2wVhJHASTBZQEZEOeBT8exS0oAOIaxXYijbkmq2LkAQ9oAAAY2ElEQVTQAiqxnMwOo21o8vMdVzn6V3DGAGeAG2DVKiiwXoJtAFXAmX2cQy5n+tFK3bQHCAOosFzAGmDFjQ+PlXQLzrBhNHSYM9eMqx3tsugIyCNlrF69RrR4+oGJs6goqU1tm/v37tpvgbz/+PHjV57s74LE4fg9eosqSHa+Gm9iuKIiYveHgnGTJPq1Zfv7TrZf385s8wG6Dtqm9esePLvH2S/Fe2N4Tf/RA4R4RMA8cRvLou6g90CXudW0AOh9xfs9e/fRLkAKoMJ+YcTNmjczTZvkC/gTgTfv44/lM4DMfiQNPDpgwU7+jFTTyI61pWWzMF2AHtBGA+ccWC56NNoykw7nas4M3OLQomHO5G1mgRDmzHUBvLTB5IBrX4sWLZ0AlPQMO4HlCTgT6s79ISfIksULF8z/+OOBTz/99BctO1WpBXm9MpBl0Obuu+9Ojm8vYNE5ELT3MVLFoHm3wG3+jb59O0PNB+g6aA89/NDLr7zy6u7CDh1yJbcGGwkjriEcG+ADoGCpgHVmVr1qujXAgF4LqHkt3rXuRJn0jh0rF2aKtkziIqd2YAs3r0ZE+mWBjjHA6AFZ9jEutGBYb5obrQdDBpydBcYloosDzjBbzqUfJhvYtOrLWtgVwMZtjmhDNHDa7Niho/hQk5yftmlj3tyPhTUTMLNu9SozYEB/2Z6VkWY+nPbe03ePHfuD66655gv/JvZXqAyKzBOQHNr8LuIHHSVTX1au/bTFe3wClQkqquQijg0Foqb8aNnJJCH07RtiPkDXUVuzZtW4Tp07/haf6IibUN8LqkHHG0CkBw0DZzEs3wKg11T71FwZJ2OcA6Djmjd37mxJmM8iHS5ySA6ALO0BzgAokgdgCjDCnGGKyCEEhwCsMNk2bVqLDKELjIAz7UhJKwvm+DOzAEiS/Y6dOglbRsLgmmgT2QIWTSIkAJwFwwN234ply0XioL1PLCPnMyC+Z/cuM3zYEJkAysvLK956c+pVP/rRj175/Ks/wT0x0XBQogSDAtABF6DJv2GfHBoYD0Db6w8+//wL9tiwPMHIbwBA2xOOHT16fMy8b99Y8wG6jtoDDzzwv6+99vpPW7ZqnQP4qgeGGt95sQhGIAgg560RqCZFZPXxOhyu5vJ1Is8PjIU3FtzIg6zgDNMFVJE8YMFIF05gSl5MoqAPTW6Ei12BZdOwW/RkmDaSA+dodKDKFfRHP+jLMH7AGe8TAJwFQDRpztUq2+LjvHmzuNExSQHcbIdtA9YDBgwQv2zLyHfbyaL3I488sunL/B6BYCBMoiQc053kUW4BA8cTpqH32CuuuCKZp4tYginjgHPIfrf37mRrLfj2DTAfoOuwLVu29K527Qv/rJ4VXgYMOOOeBrBprg4HyCMki48dRzIftRPJGvrZ27ZmlmvQIFsYLOAMgLIPTw6kCyYFwBmPCt41Wx0gyWKdlqHiOHyf8cJgOxIIwMv4AXPOQ57RgBIAG6NdzkerJriF9tCcmRgIvgGcSw4cFIavoA3wOylGM4ganH7rrbeOiDi5WL+U2TtVGXD8DasDNNGdiYkNvMe+/PLL5RdeeKErbdjfzT3eXWwN19iBb99I8wG6DtuDDz74l7+99PKkLmd1ae5d5APEvOCs8kVUM/57TNkzx8K20W4TExOrZcKL1535jrSAJAEoA5JIBQApi36wZ5U1NPkQbJeFOoA02w1MgTmjTevCn4Z6A7y0D0OnL84HeGHTMGeMdukXSQQw5jMyB30jhQDIB0tKzPZt2wSQYeyai8NOVNHpH374yP333z/+lltuOSW/hb1fFU5QjxegY7Uc68cdG3nhxReNk/EuKCxb/drD8YsBvn2jzQfoOm4rli39TmH7wgWAKgaDJSgDfTg+w5wD0tXPV5aMxMC56LO6uKjnxLvbsU2j/Nq3bydlqjgPcIY5KzjDqjmGfYAzqURh3HhSAKi0AxuGUWshWC34CnMG8DgfsOWatLArEYQwYdpkO8DMdxYd+Q5zpg00aK0pSNvt2rXlvpQv/HTB6Icffvj9U/k7iMRBhKVxfJlVTiInip0Qso87QesyRp3PnoKxvsThW8x8gK7jNmHChE+eefb/vTp48JBvq+YMW1XTPM1Vi4A1M2gN0UZi8Cb8j+Uu9oA0mi5A61QtyRbGim+yeorkWlYNIOY2yjX7iovNHMuQYeiwbPVlpn1CtwFvWLjq16T2BGiZMDSSkPbRp3HT6+Am1UdiYRwAMGOGScNECfWmMGzYAiNj4LP6OG/btnXLkqLF5zz22GN7TvkPEQ1UCOAGuJfGSesalerdPJFUY9CWtWcOGjRYWDbZ7zR03k2k5AO0bzHzAfoMsDtu/8/LJk+evL2goFne0SOlTqHXqCb0d4A2GiXCjXjk6n7MmNcPN36R0JvQ3/tOrT+AsvTQYbN0cZHZsmmzSQiGTJ4FZaLxYMQHLLCS6hNwB4Rxv2vSpKk5WlpmZs6aZQ5ZcG5oj2tngTQ/v4lZYRn4spUrYiWwAFX0YzRtGH2HTh1Fgpnz8VzJUNepcyeTxuLiggUmOSXZdDyrs1llJwk09saWeW/dts2cc3Z3acsC+Btjx469JFJTZYFTYDBo7lm40oJtYohVP2M/mvJwBfcy03usfboYHHTTjhrjBvskhES/jpivZny+1U3zAfoMMEBn3LhxXew/9CUFBQV5sGjMG4LtsOJoPIEWU7BW7NIoOLX4xUPkFKQHdOP1a9eYPejKlsUCos0KCsQLQytmw5xl0c8NQEFbRkeG/fIdSaNRw0ZmoT2WqiVZ9evF9GkkE/oAsDtacGbsM6Z/ZFJsPywYMixc5xrbyYK2Vq1caTLSM0xDOxnQz8AB/U39zMzo9OnT73vggQd+dscdd3xlv4GF22PirmgcP2jkjgrL4ksOSd6jPO+xlvHfKtnrxD2yqmYjZbJsAz6D9i1mPkCfIcZjuwXVJk899dTEjh073pWVVT8VPbZqcRDwPT63szc7nTelqEoe3uO8gI+MQrTfvuJ9sugHQwaI2Y+3BIEmtIuHB4t8SB+aFpR20Kk1RwdA/P/bu/rgKMo7/O7eV3J3SS4JScgHSfiQVEDlW7ROO62t1I+O7bRKB0v5Q8tQaKdEPtokIGb4UDFA69QZ+qGtI+N0tJ1WRz5UdKROZxSxWiqUEkhIQsJnQBKOu73d2+3veXf3bi8ksVU4Eu59cN29vb273Zfh2Wd/7+/3/BAeQVgDxIz4NdLiEDu2c5qRKoh9aEGF3oHhC2H++2PHjOVFJwf/fZAVFRfxm4QSibBZM2eiiCZMCv6rq1ev3nOlx58uSeV2rbxwSOLdyjHfd/LESTa+pua+F1986QzdOM/SPnXUqMrrVWsu0Jklg7CIbggFLZCEIOhrCNbj+8+JGOubNm2qrRpV/XBpWWmZOfFnxp8NlvrvH6SC2C6Urp0LbVcX9s3esNfI1gBZQqmb5Dwi0UgVyhXEis/jPWROgHhBzvgMADK3TfBRrAKLUZA4bEdtwka2B/ZBGeN3cFwgK5vHlTHZCIU+tno0N1fq7DjGquj3AY/Lzb446xbW2nLk0EcffTizP3P9KwGkMJum+whZmL4myGZE2Kez8zgUdaEvy1/ooyGN82axEs995n8rVsYMPk/jKxS0QAKCoK9BWES9EcvatWtnlJaVPV5eUfElr9fjluVLMzIwyQZCtarqOHHaWR12qMNp3A/1jBAFd6SDw1x5GT8OpIlJOXuyEWEQKOfu7m6udvEbCH9AVUNBI6SBEnFsI6yBzxxubbGyPQp4DBrn09JyhP9O1ahKfgPoOX+efaGmhp8fcrEnoxsK/b6Xvr+8vEz/xwcf/H7hwgUPzZlzfxrH3FCSznQm2aKwEAb8GrGwy66v5/c5egqxS+fxtGJ/jo+zCHEIJCEI+hrHypUr36fV7SgvbmpqWjXjZm9D8chyj/2+XeqNCT+wg9VyKTlBaO1LVL2BQSzrT258VFzEFSDS2jChx/sOWtWDmNADaWORrIlC7AdRI1sDRGybK6G6D4SNmC1IHSQOMjYJPJfHts+cPMXTB5FGB2WNsAiyNrq6Og8w3ShUlHjHK6+8fM+l/QKvPOj6FDcsRqUkQaOwkJd/G7KVBeM0QcH/DCtnWuYhEW5VqmnRAX5CIAMhCDpDYKnqxt8+8+xdJaUVM+3whbMgxfaFcIY2TNXMt3hGCBaUJEM1Q+X6s7NYKREsMjLyiJiz/dlsROEI5g/4eQod0uwQIw7mBDnx4veOHetg4QsXuLlSSbFJ2O0d7SymxOi7SkhNV3HC7yV1XEI3gCmTp/CwSoQ+M3XqFIRhOt96a9edI0eWLXnnnd2/opvQh8krnZPWcbVBQ6SmGkpJVmai87VkqmQQs2SGN/jzCffiMDW2oiqiH6FAAoKgMwy6Ho/050znTKdL2ZZN4x97ahHv5BD5FhWESEXnglx7d2zf9uUxY8a843bLAShhS0FrBw4cOJefn1cEhY5wCDwzSDUbZ7vPSLSfK2fElLu7u43Tp09K+aE8nuccDoc7y0qKywJZPgnZGs3NzW+Suq6vrKx8+vDh5vcWLVr047vuuhOn82BaB28Q0LhoTnI2LAMrWTKnDXmbQnu4rU44kp7MoHHxrA6JqYow6xdIQhB0hiEej1/Euq//8+AwHJ4dEifWYx1tba2trXsPHTo0f8OGDeF169Z9d/r06dt9Pp9EhBzesWPHVFK98tSpUw+QapZAxHv37n32xIkTf62pqXkZdsgVFRUG+iwSIbcQeb9QVlYmExG/PX/+/NsbGxvvHDt27KZ33333uSVLlqy3fnzGZR+QywQaSw8PC+lSwhNaksxmsDJLNjYYaMxdPJNGRny/Pb1nLjCUIQg6w6BEol1Y2wQ9mGOdDSelmCb0LjZnzpxq5zENDQ076+vrxxQWFt7W3t7+km06v3nz5gZS1F/Zvn17Ex3zOvYR+c4qLy9fdfDgwUfs8ERdXd3Offv25a5Zs6Zj3rx52LXNWoYFaBwLEmEiZ69ITAIaesrTygCf5wvdrD6+4icrMGwgCDrDEI0pRwbqjtJfuyt7H49TWyoaE19Lly7N3rhxY8T53evXrz9Kq6POfbW1tY/R6jHnPisv+ZvOfVY63LB9vCf1Owopijr9k5Jl/LOycsp5VrSU8sTiXMcNMx7t8XqZz5cFL5HdV/EyBIYYBEFnGGLR6D+x/jRFNxjiuo6Y8iTafP9ynddwhz8QqDQnAc1pQD6+PBwtpTyCOIuBuOBmplESYvc9PT3x1AlPgUyHIOgMw549e96873sP8K7fwGchavhgBAKBmUwQNEdDQ8OESTdN8CtRjcebDTtzQ0pJrONwjrdsvfZl8S7iMHM6Nm3a1LSeu8DQhiDoDMO2bduU197YFakeXZ0tSy7L7tJaSabU64+0kfts53IoUQUK+lbafDp9Zz504ff7f6ZpYGO7C41k5kEzq2MNS2bMpPpz80N5URCsVbu6ul69elchMBQhCDoD0dXV0TJ6dNVExp3uHKZI7NIYdPJNw1SE6PqhaShSmZ6m0x3yCObkfMNAraCczNawxw/OegOVzCOk7yPlDIKGh0hnZ+eTV+UCBIYsBEFnIM51n3udSGMiUueklByNJEWnTiQyK5ZqFbXEdaTaVaXznIcqamtrS2bNmlWsGnLKhOunh47MprIIbaD68vCR5uOfty+iwLUHQdAZiO7u7i1EJrVmaMNBxNarvhkdCYJmPFuBFLQBBe2rr6+vtjI3MhahUOinMlSy5UFlpy06idqZEWOPq8Q7fjNe1ON2uWCr+sercgECQxqCoDMQ69atO/Tq9m3nrhtXw1sxmcoPW2ZxhZNITE8Os/kpwE3paQ1PjPLychgsL786VzE0QAT77bgeJzXs5sZIToJ2rm0498PcCd7WUNEdbW1r0nvmAsMBgqAzFO3tHTvGjRs/F4bxhj1bJSV7Fg70iG7aaMKWVIX50T0sgwkaBlRbt269DmlyGgyR+hT+9Bd7TrymBaENfLb50MFmehI5l67zFhg+EASdoTje2Vlv6PpcbJvcYSSyOWwMRNJQfJoag6nRdSCpK9VGaqijftWq+7P9fhe3ZUVYSJIGVM7JnpAm8G5uTg7LzvLRzbLtD2k8bYFhBEHQGQpMSP3ppT8fnnTDjeOYJPVLzCmhDsvVDnFTyeVhktvHgnl+1/onnkBd9nPpv4Krj2AwZ2EcWTDoPKPrlp/zpeXzfSsIAYSK/D4Xc0uG0dHWtjmd5y0wfCAIOoPR0nqk8aabpjyv6aZXxGCeEcnJLSu/lwgmqiistLhkIctQgi4tLb8FaYq6wwGwP9g3OhwDtY1tpNZhcvBwc3Nz35J5AQEbgqAzGCtWrNi6Y8frT1WPHpOv292/Wf/FKn07gfO4q6ax0WPHTs/EMMejjz46/8apM7y8O0pc+9Qbm7PEG8eCoLG0t7c/n87zFhheEASd4di//+MmIuh13AgJT+ZGaprdgPaYVkPZ3Jwc94YNG37EMqyqsLCoeCXCPugv2J/RlL3PbsDrfA++G5ggJBhtbW0b03/2AsMFgqAzHMuWPbx+52u76itGVQaMPuQ8mH+xaTtKKlpR0Rj2JyyDCJrU893Tps8ch16DdgZM316PzsnCRMcaZk4WIvcZKXbNzc37RXhDYDAIghZgH/9r38aKyqpHbIvM/tCfSkQ2h64q6IJSs2rVqqpMqISja7xv8uTJL3D/ZsPMgMGouORLQxx9wxsgZzTktbvO7DpwYMm9996b5isQGE4QBC3AVqxY1jhh4sRl5ZVVfjQ8TSbbOezY+kyEJVpjWU1nq6urf0m7v5XmU78sILJ1LViwIFhUVBSMx+M+ui4vPR3k0P58ugmV0FJM11haUFBwx9e+fscN0UiUKTGNGTCQctkZMJd6bBt9xgxpdYGAn+UEA+ytN3Y21dXVvZn2ixUYVhAELcAbyjY1NW0qLi1biewMHofmFYQGb+Fk+hwnO1A7icfldrGYEmWTbrzh7hUrVgTQ/upKnGPdwro8b4m30sM8BZJXCtDv57hlOSS5XAW0nUsEmkPrPCJTbGMdJJIN0OKn7WxafLTt8fl8bq/Xi3lNmV6jPRcsWPvNWwaQdWE31mWSm3fszva7mdujoj0Vfx+TpVo/sWazClPmGS9ZPi8j1mfB7Cz297+9/fjixYvrrsQ4CVxbEAQtwEHkuvovL1//cGl5hZ8TscOXYyDzH5uEAL/f7x43btwW2pw30G/MmDHDM3v27BFEiiPpc2gmi+1CWgqIbAtllzufCD9EZJpH+3KzsrIKQqFQQWFhof+BxXMlPa6nFHxwYqQFrkPOuDlCL4OVWNs3mb6pgzbwPr7XJmdso6u4bkjM683iIQrYgwJ4H8fFWSpBg/g5QWMsracSEtv67t1vL6qtrf31//FXI5DBEAQtwAEV/eSTG9cWFZfwBq19zX4kSz3LDktNbLs5AblJRWvs5lm3fv+9Pe/PvXgxoitK1DB0XXK5PbLX45ay/X5p8y+eYiAqt8vNC1+4Z7Ldv8+uYkzEupON/fA6fDFqKXlmRV5Qck6KVidiNCW/eSG86AZHOdzlmBkrjvN8bwZZnPhelvh5O17cp+sJvetye1m222sdmcxltscCTxEuuil4SCF7PG6+r+d8j9HTc15TNTUajUR7o5Fw+9HW1h+uXr1a9BwU+J8hCFoggeXLlz72m989850J10+YBq8NOzuBx6Vd7hRihkJEFoduZXPAulRV4+jHJweDOXIgEOQFHPgD5avSElEUOoZUrxJjcfTvA2HSd6FDC3yT4fHhzc5ieXkh/v2msjXDK/hPtrMm8B83vidV6vIwlogCm14iqgYlaylty/wp2ZXchmGGH6wqygTxQ4G7PXR+KoupMVqpGqlnhcYjqsZi4WhUuaAoynna/Ymua2fpEmjRuumYE6qqtkej0aNnz55ts5vmCgh8HgiCFkjBgocenN7U1LS4qKhoeUFBQRXirFyREhEidGATJ7ZBzF4is2x65Md+ksycCE0il01RS+QIwgP7eX1ZVvNZnR735ZSJNFuxaoYVxrDUaiKkYThbCxD9chVsuu/xwII5X2mqejovn8/LfF4vJ//whbDRGw5rFy/0Rol0I6oS61XUWLeqKKeIWDtJEZ/UNK2LtjvC4XBLT09Pm0h/ExgKEAQtcAmWLVuGnOankTpXWFi4hhThbM2QikKhkEQKkkWItEGEfr+fZRPpBvwBUr15LD8/xNPH8B4KOAzZLthgVndrxjRS0lCtWNt9+3QtbuVVu5gX4Q/6POxMESbhKlmWDCUaVZUIR4+iRLpJwZ4hYXucSPUskesntJCS1Wm/eooIvZtU7qnTp0+f2rJli3q1x1NA4LNCELTAgLDymn9gv25sbBwfCARuy/HnjVdiseqL4d6RaiQ8Iq4q+RcunM/rONaW5XJ7XKH8AlZWWsaCuUEeoybiNOJxnf5oCBeokYvhi0S0vUSivXEt/omqxk5GY8pRIuD/kGLfTwr2wJXKBhEQGE74L2zMwCUycl2RAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>