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Viking Lighting VK1940 Titan (Viking Lighting_VK1940 Titan.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VK1940 Titan" ShortName="VK1940" Company="Viking Lighting">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>59301fc6-31ba-4925-8d02-ca3bb47f4791</Thumbnail>
  <History Date="10-10-19" Author="Nic Morris" Comment="Created (poor documentation)" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="16~214" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="215~255" />
    </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="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Mode 1" Display="'Mode 1'" Dmx="0~0" />
      <Function ID="2" Name="Mode 2" Display="'Mode 2'" Dmx="50~99" />
      <Function ID="3" Name="Mode 3" Display="'Mode 3'" Dmx="100~149" />
      <Function ID="4" Name="Mode 4" Display="'Mode 4'" Dmx="150~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="16~175" Colour="255,255,255" />
      <Function ID="3" Name="RGBW Full" Display="'RGBW Full'" Dmx="176~195" Colour="255,255,255" />
      <Function ID="4" Name="2800K" Display="'2800K'" Dmx="196~200" Colour="255,255,255" />
      <Function ID="5" Name="3200K" Display="'3200K'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="6" Name="3500K" Display="'3500K'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="7" Name="4000K" Display="'4000K'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="8" Name="4500K" Display="'4500K'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="9" Name="5000K" Display="'5000K'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="10" Name="5500K" Display="'5500K'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="11" Name="6000K" Display="'6000K'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="12" Name="6500K" Display="'6500K'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="13" Name="7000K" Display="'7000K'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="14" Name="7500K" Display="'7500K'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="15" Name="8000K" Display="'8000K'" Dmx="251~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="3 in 1 Effect" Display="'3 in 1 Effect'" Dmx="10~99" />
      <Function ID="3" Name="Jump" Display="'Jump'" Dmx="100~149" />
      <Function ID="4" Name="Gradual Change" Display="'Gradual Change'" Dmx="150~255" />
    </Attribute>
    <Attribute ID="Zone" Name="Zone" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Zone 1" Display="'Zone 1'" Dmx="20~39" />
      <Function ID="3" Name="Zone 2" Display="'Zone 2'" Dmx="40~59" />
      <Function ID="4" Name="Zone 3" Display="'Zone 3'" Dmx="60~79" />
      <Function ID="5" Name="Zone 4" Display="'Zone 4'" Dmx="80~99" />
      <Function ID="6" Name="Zone 5" Display="'Zone 5'" Dmx="100~119" />
      <Function ID="7" Name="Zone 6" Display="'Zone 6'" Dmx="120~139" />
      <Function ID="8" Name="Zone 7" Display="'Zone 7'" Dmx="140~159" />
      <Function ID="9" Name="Zone 8" Display="'Zone 8'" Dmx="160~179" />
      <Function ID="10" Name="Zone 9" Display="'Zone 9'" Dmx="180~199" />
      <Function ID="11" Name="Zone 10" Display="'Zone 10'" Dmx="200~219" />
      <Function ID="12" Name="Zone 11" Display="'Zone 11'" Dmx="220~255" />
    </Attribute>
    <Attribute ID="Zone_7-11_Spd" Name="Zone 7-11 Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zone_7-11_Fade" Name="Zone 7-11 Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="80~99" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 19 DMX" Channels="19">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="26" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Red" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12" Wheel="12" />
      <Attribute ID="White" ChannelOffset="13" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="7" />
      <Attribute ID="Effect" ChannelOffset="15" Wheel="22" />
      <Attribute ID="Zone" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Zone_7-11_Spd" ChannelOffset="17" Wheel="24" />
      <Attribute ID="Zone_7-11_Fade" ChannelOffset="18" Wheel="52" />
      <Attribute ID="Control" ChannelOffset="19" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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dIGBoaiLSv37BbvPXW5d4ttwTOeAH+xwgIOsB/GgOjI4+ODQ0r0VgU5WKZP8dIkpVTM8e4mppaIrIYIokw9o51omP6KJGghfdffj1CRKKMZEVFgkLKmsWfw5ko8mPzpKJdhGISnu46gP1HJ4n9TJRLQ5jLzmNczUFPZhBNpEEimB4ZxDMpVMqj0KUItpx2NjdhEongGYGzxTuZ/rkuDRLD84BdjXMXnQIOd3UhRO9RlRwUescmIuQvfOQOLMu0QdJkGitYXBxIlBO4zr8Kn7z/S6itzWB0bAQrVyxnK4Q8zOGzehfB56XqokTPMcZmAwg9du/ZueQjW85+htT4WYF9aYD/KQKCDvCfwhuve+ONPd3dG5hx/qpVKzjpsZBCjZxAUk8QqUqQiazY82bRhBpSkM1NISqFsXb5WhLWHu8r6JYMInUJjmHzhcKQJsGar2B6toCv3vdz2o9OR2NFLgaxYAiSZSCWX4q0sAqSpMJw56BHBKxIhDBeGOM+0p7p8gpFT2KnQeRv2jyFjlmNurILi47ZcfQgdD8EQzAxUZrGptp2/MNf3Y26xib4RPw+EbovurBtYuiYgnPfeBlOG7wfB/oOo/tINwoN9YhHo9WbwZQ0C3UA/Lp4MY3PQiT0hCNg67atZ1z/7ncdvvbaa9f++Mc/dk/WZxbgzx8BQQf4/+KjH/3okqO9fbezYpSWliZoYZru99uYGB/FBIZRo2UQUlksV0Q8kuB2oUvqWqHnVMybOV5NyDqleCxAoAk8/sy2taYNbqbv+ja29nbiwMAYHU2CINaSUjWQVlfgVZtvRkLbAj0kch/pSsXFvNWBw+4H0eTUwa44C52+Pdh5E2K9Crfo8BCEYZmccG3RwaGeLt6VRVBEmLaJb33gHtS2NRA50/mE6bBhtlAoQynQ/xIzFXhZF69/w5uw59OfQCQU4ob/zOiJF6zwohWPkzRbqGShDy6V6XkWYmFx9b2d+1ddfN6L9tOz7Sfvkwvw546AoAP8f1E2jQeOHD4q6ZqG5rY2REs6GuU6NDam8OjEU3yb1150FV5y2qVYvWwtBFLHO/r24DPzX4SeVaCSRGXEZpOSZU5yBiNlIlYWf2YVfEXXwpfu+zXxGxGgaEOQL0W9Mo7Ll9+Kxtp6hCI+Jz+zAoTiHi69bCW++YNTMVPeg+3PbIfz0rcR+Yb4Pv0SE94CLCLrcsWCoPnISRXks/P8WHsm9uPDL/8rrGpfCT8iEzl7UJfEYE+YKPbOIiSrsMsW/HETp7asRTqWxMjQCCbHxlFfVweNCNhlOdPCgnMed8jzefaIxw5Af+taGKVyAY8//fj6Gz/+8R/ceccdbzy5n2CAP1cEBB3gD+Jv/uZvrtyzb98pxdwcVq1aDl0Koa1Si7CiYsaaQyaUxDc//FVs2XQGRFmuEmlZxBmXno0z+zfjyYe2YnpyGp7hQKbpf3mqCCmjwMtbKBYMCLqIH+/Zhd6pGWJWh6vYTFTEq1Z9DuFoEjVNHrSQj0jcRWFOwNSkgCOdOl77hrfim3d1IjuTRWd3D1YtXQpZ02FNVmDKLE7sQk3pkJeG0fGzrdwHet4pYq6Yw6suuZLIWYQo0QXaPtxeUsxE6LqvwiqZvCglx8vKTWTHpjA7M4NINIp8YR516aobn+dzh+nqTVogasH3+GIna9Fl0XXYholHn976hhtvvPGBO++889sn83MM8OeJgKAD/EHMl0r3dOw/AE1TUd/QiHQ5iqit89zgmdkc7nj9rdiy8UxAE+GoRE+awHsHwhbwzo/8FQ7s3o/H9j2Jy864kNRzFF7J4Taknu9AIQKdTlr4xpMPErsR3Ykykfz5OL/5NaSIE0TKPlZtBlINEilXhRSxB8vw0d1t4OldOsqqh2hMx/cf/RE+evXH6Lg5iEkVkk6qvSUFtTmCnZ3b8d1f/BDrkiuwdeIZXHXuFQhn4jw8YZYsIm6BlD2ROsskoYdN6p9GISJZEQ/ufJTI/xBf3GR+0/lcHslYgoidVUC6PNXOFblFdTV8w9LwaDvHE3ihjucW4NomDnQd+sZNN920/fbbbw9KwgP8lxAQdID/EJ/+9Kcv3n/gwBKWVrdsWRtfZGssp3jlXu/8AC7f9CJccdlLIURlSMt0uEUPlX4iScPjcd64p+PcCy/AI/c/iN3dh7G0rgWJ5SkIRLah+hCkWg2/vv/fMJMbIeWtQlbiiMnjWFqzAmaFmSgBoYiCoUMeOp42aEAg8pMFSCEFXfP0PiuL0aKEndMP4TejRxBK1yOUSvJcZdt3iRxpEBCy6J4+iF1T+7jePX15O1vPpAHEI8Ut8WwS1oiWZWioDVGUj8xAdD2effLlX9xzvHzdqJQxPT2DltZWFiWvkjNL53CZnhZ5BgcvYWE/BZ/uEVs0lXnJenZmUhqdmtj+wQ9+sP7uu+82T+qHGuDPCgFBB/gP4fnelzr27+MmRbX19YgWFCiOCEuwMZAfwl2vuA1iglUEurCHynDmTAgmkRsRI8ugKGUr6J4cxPapYVzzzQ8immhCPNOAeJr5dKg8c8JxSwhHSjyn2jKJAJOXojRPIjYMWBUBex+zkZ8m9TotY2iyDFclNR2j82k+BR2HXeTmmHd+EYXKAWAiBVHJQImkoMfjUCUPuuIhU9uIiclh1Kq12HLmOdzTg5VsexadL5G56EkQbRvFsRx0geVje/jNoYdxcKDr+L1gKXw+qWbWeDaVSPB1Qp+InIV1bHov8wpxuUWqT8QswWaBEPopcmMRH4e6DiZedvnLfkAq+v+Uy+W9gZ90gP8MAoIO8HvxsY99LDIyPr4pNzuHeDzGSY3lNuf8GZQ9E2duOB31zU3wLSJn1+PG+ixTo1IxUJzLI5KKIVuZwLauXhKrOuzKPIqVQ5iYmoYcrkU4WcMtRjXFRiKZRjFHBCvUoTl+Kk/HY2lyjqVhZlRChZS5qJlIkJqeswRMFwoQSDXnZhdc64gOeXWfGEa9Vo+09FLUCmsQV2tQMioQYgcQmf8apqwJvrlXtGnwoa++zkjaJcVMatiwIbsSTKvCqx2/9sC3eFHKMbB+irZlIT8/j3QqwRc9fXjcv4OFR1iHFubVwTJFahsaEAqFoMgKb1bABiNWFm9Z5tVHBgeuzpeKeO8H3m8k44mnRVX9wO233HLopH3QAV7QCAg6wO8FkcpHdu7aKXis+IOIZ7B/gDdD2Z7dC0VQ8Nfr3wlRleGaLmSFFWtIcDUBeiICt2DyfOeHDm3HyKhBe4ugmtfs8IKSsBlFbXkzVDvFMzkUcQbxmIk8qdOQnIJHBK2oIag6Ua8FmCbQvFJCruSiYioI1XRi18HOhf06tN+VtN9+nNHwVlx06ruIGONsGY8PKgpxeLplHX77wF6IfU9jZGgMje318Mo0ALAc5jANAFmLX7PjOxBIEf9o189xaOTEcLEoiQjHIiiVSjDohGx65GmgYC4kIt0YyzZ5dse69etxzlnn0DlIkGlfLF7N8qRZbJotIh7t7eUNA/bs3aWLovTimkxN50c/fuODsiC+9vOf//z88/wxB3iBIyDoAL8XpmO/Znx0jOcwm5aNUjGLtWvXQJz3uWpcvmQlBDbFZ2XYROIKaxNVKMMcN/kCGust+KMndpCyZF8xYnaxDZI/iYtWvRub2t4KRUoRCRNtlz0ieBc7Rpbh0a4vkFSNEgGSdhWJuEP0J+3XIiLtOSLCpecam8vYO/JdUrIseZmZ+usIaS/BpkQ9tix9AxIpAZLkV6sKiT1NUvZaPITrPvQO3P3Jfdi6fSs2tayBICow58pQl4WJXA0IloeCa0OMC/jO1h/+zv3QIjpXxcV8ERYRMcviYPHpAinquXwBpmFwH48XX34FbwRQoWtgDn8+SW1Wfci8pFlJu+0w21SJ7t8y6JrK33f4cOdlsVh8+sYbb7zuzjvv/PHz/mEHeMEiIOgAvxddXV1ry8UitxO1ytWybqYYW+tbMDU+DlVSuL8F88BwdR+VPClSk5So5PEMjR9uexydfSx1Tocg1UGX1+G0xBqsz1yDdC372vm8S4oneKhp8vGeV12Orjt/jcn8MJpUInNbIaLzIZOKrog+9JSLS69QYGtd+MX/7gWPVQguS2pDe30jNmZeg2haQP1SF41LRUSSCs+8sE0JvT02enpXIdRUi21HduGN89ciEonygaTUl4dD52zRI7w8jkcGnkDX4JETbwYdStM0UsUiKXqDrs/lLVZYbF5VFXiOBdcw4UsyBgYHMDo2ygmcDsAXD32+YOlxX2kWt1YVBY0NdbybuaaFuMGU57lyb1/3D9/85jfiu9/9QUDSATgCgg7wO7jhYzdc2j84qLKefCqpvMoCQU+MT2DFqUvQWKjFxPA4TqlbDs/weBYHUTWYw53tkHp2Dfxg2x4ewRVERmYWLmm/EG3yRcg0SUg1uAjHXf5aJS/Tfn0k52rxqpdehvt+tgfLay6AFPbgaD7Wnyni9IyAZe0hEssuPvul78MoMRt9F1ooSar8ApzRdCX9lHiudPu5Kkp5F4OHPPQfNVA06StOSr079wQp3SxLe8Y//upbeNflb8KMXoaWjsIOk8pNSZhwhvG9X/+AE7vvPxt/5ouKvAO5xH1HWDsuiVv5k1qnaYBC5G2UDJ4LffDAQXpO4h4lCjOQkiS+aMji08ycKRqOQE4kObmDB3y4/RI3m4rGk8J8bvaH11xzDX76058GJB0gIOgAvwtZkD86MjTMW0Gxqr9jYNkKM5Uc0hENnQOHceHGc+DYpAonbPiqX10sCwGPTfVhdDYH7vesNSKtvxxN0hYiewHxWhenXihDVmSeDpefd9C6AXhmh4nxaQvz0j4MzmXx/nc0IdMmI1EjQCSFzopK+oZ7sXfXg0SYGpEaq+jLoTVWguiH+fmZhoC+gw6mBmnbThezeQm2VO2u4oXCyBlFFEnBPtzzBDqnDjPbDEiqxHsjMiMNRzSRdWaRrkljJvtskgUja+Z5bbLwBG1XLhRJ9caqpd08xszy9nxubzo9OUrXpkIN6YgQcbNmBaqkQyb1bRk2JNbUXDxGzqhWJIIZL9Hdov0nEykhn8//8MYbbyzceSdNKQIsagQEHeAE3H777Zc7vn8xU83hSITUc+WE16cL02hNr8MTB7fi5ee8DKlYAq7ow/ZI0a5OItSm4F/e+SOiHCJOaPTIYVVGhypHONHJssBjw3secpAdEjE+68JTPPgRA0OT92NJYx5dI6/BrV9LIVWjIqqrCLEsCFKvuXIOEZ0GA3+KOfjDsUS0JU8DCXZoUVLvFQmHtruwKiIqJR/5Ip2X7MMwPaij+1FbCOFwsRujgoeJmSnIogyFiJ6dU1gJE9kCoZiMmrpazE7PPquiWXWkSYOPZfL4u0UDEXfPY6rYc483lGVgudfsT0mmWQVraMAqDHkMXqxmhQjV6kNhYXvWQotGGDoXgdWI87B6PBYTCoXCLfRyQNCLHAFBB+D41Kc+1T46ObG1p6c3WSwVYRMhsYIUx7aPb8OUH2vwakaJVFUPX33sa1i7oh0FsQI9FUF2bxYz+RmIMvOJHiNyivLKv3p9Nc9ckEhBz4wLRM4upkckTE54GM07UONEkoKCTLIO2x9+AhVWYj1JJNcjQwupSEbDqI9loGk6kpEY4ok88rk5SGILGsLrqpV7XjUpzrVUUrgulq4j0p70cHhYhmXPoNnrRGvtaqSjCTwxuYNnomxu34S3n/N6rF9zKtG0ArNUJnXu4WO//hxyszOYHM9WL5w3mK2m07FjsJQ6xqeMwB3TqRa6VPUw35Z3XvFcnobH7UlZfjTvxlINaNgL+2Hl5/x9RNJMWdseKWxJhsQ88jx3w/P9HQjwwkNA0AFw0003ZfZ1du7o6e0OSUQWHleEPvRolKeVHQPL6U0mkhDCMgZ7BnCochgtnfsRVWM851dWSSXSVJ6FMiIRB6XCJOKhdtSEV8Io0/4izKfDx0i3TyrXQ12Li9luFSUicTHci5GDTyBSNVuGQQwouC5qLAEvVuPYEEsjUZvCtOXit0sVPH50GqIFxEIpmEWWpyzxsm3T8llxH/q6JJbYh2TKRQaSGIQAACAASURBVGr2CSRYCbqoo+iWEZfC+PTrP4qrXvoK6OEwD7W4ngPPTsD2Dbz/tdfj0NePIDs1c7zXomd7KBsmXavG7w3rvcjJlkhV5BHpZ7OmWcm3wy1JwTM9+IIhj2FXdbO74CMtiOLC9j6Pc4f0ECzH5s8bphG6+eabl9x2222Dz9sXIcALDgFBB0DFNH/WebAzJNAUP6wqmJ2Z52rPXFgcPAaJCJrFpZO5CE5TVmJPvgNHJ/sQFlW0xZrRvqodCTHKsziwTMfjB7tIhSeIwBRuoM+M9QWhurhmO2wAcHjmQ96y4Yx+HaXsBClZ1iZLQ75i4k2nrMV7zlyHpM7iyBEUibTFlWvQNjiG7tIOjI+WMV0oQTXi/PyYc52siSgy5zzZQ/s5IjacbuLXt21FTI2iQpQ9lpvAF1/3GVx9+dU00KjwFPZOFkwW4RRN+K6MtWedjmuy12Bq+v9gYmyyevFsAZQIGkSibAFQEKsLgVX3URfHFfQCOK27PL7B1TF7jVUbMq5mi6ns/ewPg4VOSJ2zRrRsAKyGQQQe+lBV9aX0xn/40376AV7ICAh6keOGG24I9fT1XhgOyTxLIRqLoH9ohFe+san4c8EMi+qUDDIzMUjhOFrtRpjzJj72ug/jjRe/DrFYnDdXNQtldI4cwSsmboVbEFDOCyBhiHLBQyTBfDKIDAUP3V0KMnUu7aMLR/ffy+O6Ih03Kci4fsVKvOOcNYiQahYjYcyVKzxFrVQs4pLr34rrxBDu+cludM8+hU3p18Fk1Ga7OGWNgPowkfNZCtJNAg4/9hDCPqsclHB4rgev3fJKvPKlV0FKafCI0KVmHR5dpjVRJOWvwZylQWnExduvfBsefOxh7r/hWNWmuL7tLCztiTxFjkHkLnY+L+LBMa/oanU39+YQsVCkwliahTuYV4dfLQtnSjs7neULkKwQhiloVtgS0cO8KS0R9EUICHpRIyDoRQ5d16+bzk4IS9raoEgKLM/j8daQztLJTmwGEgtF0VysRVKJo+KVMVWexd1v+xyuvPjlkGO0velCVEnt2iJOuWA93pS9Gt/+4VY4RJ8OEWShJBPhirw0vKJ6aFrr4qKXafj+N75BKjIHj6b2GVnGJck6vOesVQjXpSBtOBV+QyuSpDBl0+QtrfoefxKvuvhsPPB0P7p7HsEy50q8/A1hROtktKwggkspkFSgkM/jwK/uh0xqtOQZGMqN4FvXfhVSWuOGSb5MqnbagjNpwC3Z1eITus7Z0XmoZRlpnTXADZPCz1dvAFssNAxE4xHIksLJ2uMl3+JC6fcxsNJxC2WaJcQj0erzxOBsUVLkPC3we8z6GRqkylmz3fx8DiW2MKvrdN8dxOh9pUpp1fP2RQjwgkRA0IsdknBpOp1BIl41AJqcmeUOb0oshsL0c/x8iFiWq60IVTRWe0JqtA9vPvdavOKSV8ILi/BrJQhsil52oAoqvLKH66+5Cj/49dPoye3B+tYt9LoLLQ0sWw60rpRR26Zicm4Q27fdy0umdSKqkCfh7RtPQShGKlJXeFaEPZvFbN8AZuZmMW/7RPcyvOExnNLoYKD/IB4ffTcG/qURazfGED8Yh0zqk4UTBo8ehTXQgxWxZuyY3I8LNp6DdGMdZ1LHcOCZHkTLg296PIQxPzOHcDoOXVbQ0dOJju4OFOYLJ9wupnZ9t6p+WaELizFzWn9OhIOFJ1h1JTPwL5Dij0Zj1QVCejBVrbD30n4imspkObKTeaxbu5ZIOUyEXeGzBBb791w/6Gm4yBEQ9CKHomrL2OIajw2TgiyXi1xJVsoGn44fQ1yPYJnQwputTlem4cku3nHNWyAkSRVqIjce8odN2POkRm2XlLiNlCHgRRvXYvszD9F7l+GqN2qIZRSk62gvmsPDAvf++v9iojCNsCTz/n4XNC9BMiHBov3BsmB0dsCgc5kulXniXsEVYYoqSjELuw4exMwkDSL+EOaPKjg81oRosoE3sA3rIZYIh7xawDN99/IwxHuXvg0+KXxOyIoAiS0OOk5V3daFocyWUcnRdYsWftX1EGZncicWrIgCjzYrRKyslRZrwcVf904sbGEhjXA4Qg+Nhy5YZggjbZb6zWYl7Dn2U1FVhFhYhWYFmZpaqDSDYBWOqVQG09kpGJVKy/P4VQjwAkRA0Isc09lsTCFyZOUSAi/TZs/6PNf3uWioq0XP7ADaa1dzNfrx138IiZoMbNOGZ/kQZgTYZRMCc4ZjTnSseSyRdF0iT0r4MezKbcPur7jQdQnxWJQNDNVGr26elHMEc6U8okUbL2rMcM/ncsUk0lZhVQzMV8owPMbXBkom8WFURGepiL6+Mu2DNXIlUnULMPNT9ChhXm2GqiehaT4drwaSPIi4ryNJxMdiwjxETOfGsjckOgcWZrBHixB5f0EB+6a68MzRnbwP4XPBilpYHJ7H5227qp7ZguhzghsMHilrNRqia1SgMsenheIUVaHrIWUteiz1z+Jl4oqi0T5NngXC0u4Y6TPiTiRTjKCbbr755tbbbrtt+E/5HQjwwkVA0IsclmmSeFV4pZ4gyDzHlxGn+JzqC+bKlmmpw96hA+goHEZKj+NFZ1xY7ZzC+gqyzDjWl4+2M8ollHJlRBI6+gpjeHDbToz0T9AGY1AidYimmpFwQogQKTOy1GQJ7S3LsKf3MOpJTa6ojcM0XN4vcLJIhEzKmZklJc6/EMO/uBcVYtd5OuZ9hydJ/cZQ7QCepv3PIx1diTNb3oSYcCFSiVp4xJ3Z2Unkav8Rhye+x034/bLNFyzBOnlLtIEFHtdmtYAWqeBceR7/2vVbHD3afeKNIpKNRqPQ1RAy6TQvXGGjWbUO0P93mwo8RCEgymtPeKGKUL2PFebl4VaNlGS5SvaSpHATpTBdv+tW86jZ8zyc4vsJ2mVA0IsUAUEvckzPTutRYhGW5sVCDmwqzqbkTNlZ5oINJ5GHzXr86Tosw8Dy+mWIZ1I8zirwHF4iuQoRJbMbTepw8ybyc3k8Nr4Xfd1z4GYY/izs4iQpZQO5yQyUeB1Y5oiuW1gfS6MllYZrlJiLHiyRVQVWYNE5OERWs0UTcw8+AlHR4TD3N5uZH7H0iRBYyoQgn4qoP4LLWr+GtuYVUEOkjFk4gYh43ekhTM69HuUHHsfcTJ5XMQqOC5fFnxtVGKS4mRG/Q9dCmhh7pjvwTM8uFPInxp5lUrvJRBwVOv9wKMx9r3n0mc0CmOvTCRzN7olfTccTqlkcLHzE0/KY6mYdwejkWMcV1kqM2ZGKC94eorTwU6gqbkEQos/PNyHACxEBQS9yCK6riCzEQYQwNpnlpcxMF1ar3J7F5PgEWpYuhdGfgyqqYOKTFW+wMm+eHke8Ys4UaepOZO5YmLCm8a1fPkC8xDquMKVrQJASWJpcg6T4KrRkNtIgEEKJFLdb6EJ9/CuYtojYiXw1UuYsVIHWOliWx/scMr/pUjmHGVLPjx0u0v4YOZsQlBosq7sEZ0UuRmNDI+qWiKScPd5p2zJEzM36uOTq9ZgunoNfPH4vrrv0WvrS0/5ZOIYughWoGBWTzo4IsymEf33gfowOjfy7m0RXEI8TMUeIoE1S+GWueBmpe3yx8EQFfSzbjhX9sFoUcUFBMyXtL2zLQhwsL5ypaJnFpJnVKV8LkKv9DgWWZ+0xs6XaP9FHH+DPAAFBL3LIrN0HgZHNxOQEN/xh7GI9p8SbYYrIe8U5q2CQIA4JpGRNXlhdLX0O+aSgbV4hx55gSvTb2x/CwADz8SAVKLaxKhIsD1+AV59xM/eClmSfF72wTiWx2rXY0bkHc+Xf4HCugra6CCeqeDKJeTqNeGsSdZs2IzHQj4fufwj9Izb3WRZooJD9ZmyuWY+aSAtSdT5aV3tINQgIhVlXFh/ZcR+7twloPfUKdO/diZ88/K942Vkv4/Hk8lwBclSD0hZBfEUCv9x2L7oGun5HPWt0i5LxaiaGpoc4IduWXVXOrKTbcU7YnglmCVWj/mOG/ZLApye8qIVpZHthdsJUMiNpFvtm8WfWJstn5tFsfGRrmYrS8Cf66AP8GSAg6EUOVVE4QTMFvKKtDf2jQ/wP1zlRFTJSMs0yEo1pzAxOYXxsGE2ZJhhFA2KLSq9V4BNpl10To+4sfrZ1HzGVRCQqQ9Y2Y0P8dTij5dWIRHVEEgIpYyJ0Hsb1UdOm4eozXoev//127JnJY/05ZyHS3AKpJoXWl6+F6ToQVA2lhlrs+Md/rRIYEZ0aqkFrejMaIxuICD0kan0s26ggO+hjoNPB9DQNPESMOVLh2/bdi/iSGL657/s4lOuCRaTZuKoZoi7xKsLSUwV0D/cil/vdpiayrnGHOham0EMsHKTwLA7eUJaZ8f9OMpzIC1N4Boe4UKTCu6r41Xg0q0p0Ha7yVe4zrfDBaqD3KGby87zgp6GxCSFVZx3QA4JexAgIepFjcnJCbmxs5kQZjoQQicSqyo9baD4nuZel3lVI3TY3wcmWcaCnC4lomqeXMdN7nyUr6DLCbWl897s/x3zZ430CgSQyCnDWkqsQjoaQrHPQukZAOCHyXZdJrPYctZAMtaNl7ak42LkTD+7vwMaWFiwhki7Q/ufzRSLoCv7toUcwOrif9tlAKjUG2+hDi5aG45CypW/y3BTQu9dFzx4B48NANm9CihL5RVzMz4wTsZcxMDmJ3NwTqA1l0NvfR8SrcDc7HheWXbS2NCE7lX32Bi3YzrGQhlGqIJVJoFwpE8FaXEGzzt6se8sJEKu9CdktFGkmwNSzIFTjyiwm7YsL6X2oNgLg4SR6PkrE3E3nND2dxeT4GJpbl6G1qTkIcSxiBAS9iPHWt741YtuWwDMxFox8GFmwBUOmFE2j8iw/L3hJMBc7xHz80yPfQnO6lucPx4mUnZCAUIuGgewwfvbQ0/QGBzw7RFmKc5a+ASxmzMyS1p0tI5oSkB11MTniEtlJkHQVO/cdRe/EAIYLNo4e6EF0+F+gRx8kha/zlDaWLcFS9EJh+nt+igaGORpE0miKnMaVuBihAYTI/sBWl1S9gFLZhS2EkCs4zPkDZ61fhbnHTZTcCLpnBjErzSAkatBFHaok8wa2rNNJtCaMZDJOSvo51YOWgQrdC2aJlEylUSqW+O+iXzU6qtYfHoPA7x+LK7N2YKwknIU5eGm4v2DyL4g8W4PFQnQiaFZYw1wCLYFH86vpdqSuZ7JZLGlprXk+vxMBXlgICHoRI5lMrhyfUBcM5KuPmkyKm+nrmo6iJB1Xev5CCTgzTa49fTnvrvKRxz4LwRV5wYeu62hsaEDFryAcmkM+x+LRGlSnFw3hpmo2HKG/04EeltD5tIfZeQEmi2NrRILJeUxN5TE+xtzziqTss6Sa66FGahFJZBCLhnmoo755FRHkfiIwZlGaREyt5X7QjCRZOMWqkKIvujjrJRYe+RVTq6Suo7shdU+iRk8iqZ8KI2uiYJSxrHEp3nLhtbhw4/moSdRCcHzk87O4+aG78M8P/8vxwYml4TEv6HAsCYUXmThsJGPxe8g0uLGyb9Y0loOlJ3L1rELhpd1CdUbCsznA217xJrJ0P7nKZvug+63we64hGlLA+rWw8FCRVRSWS6nn+3sR4IWDgKAXN1axNC+eXbDwRNU2VIFB0/hINEJEW43JsqJji1fPAYN7+tHTdwQZPYGGaH214IKIcbo4BUd20NYUw8RoB03/I6hNvoIIPARPJEVriRjrFWGZDipFCWXDR85lfQNpp9IshgeYex7LKjNJXDqMGWHPTcMpr4AdaYUrOrBIhSYSY5g3NIjMHN+RYdB+Yq60kNLG3Yuw55EQbzrLvDOa/aeg5QQiwQhyXhFz5Ryu2fwK3PaBWxEntcyauFabzAqIJyR86DXvwX27HsRMbo6TKivtZqo3GmHpdSYv4mFGUmxhlRGt8JyccR7KkIXjqpjPIngqB+vqLfHUOhaTdhdS+0IqC7FUU+3Wb9yEl11xGSYnxtDZ0Yk9hzpZCCX0vH8rArxgEBD0IoYoi0sYITOwCAcnOCI9WWPmPVk+NT8GVsmcz9O0v+ChLZeEqzbj4PxRzNNzIVHFqc3rsSK9FFE9hLxm4nC8G/mijLb0qaQ4fe4RzfKmzRIRM5FztIYGgAYRhe4Qip6Jgd5fEEkyr2UWu26k402gveYlOH/lJ6CTkmbhDccCt+fsKd2DrWM/gltMc9tSjx5zM2whkQjZE1ESPNg0omy+SEFLcTeKW4egKzpr5YX+2U5csepS3Pnu2xBOJODK1VxmX/L5gh8rAV9yRjs++L6/wi133H68CIWFJELRMK86NB0Wf3b49fB0O/s5WRySwHPIVWbNutCPkIU6uGe0WDXtZ//YgFAmFR8NpasEDuZdneK55+s3nsYHouxMlmWzaM/bFyLACw4BQS9iyLLcypSeIFbN5I/l72aIKGbHJ5DJpDAzwWzvq4uFMS2ExIQKSdWwKr0Eg+VBXLn5MnzizTegraGVd+l2Ldbp2+Cx5H97+jeIRWqJkOk5R0QoyUyEBF7gMUP7sWlAcGgMKDn7MTrWDxanFqQkEdtqrIvW4fylf426RpVFE7jaZClqq9tFnLX81Th6zy8xRYTbN3MYDeG1PH5rqw403cfKVSI2nq+hvs3DfV99EpLJyrRFZI0ZGK6JL7zvs9AaIvzYUjMp8YgKa6YMKU9EOyfwHovvfv378O0ffh99g/2Ip5Kk2uM806VsVGDbLq8GZGlxLNxxzNSfgfk8a6xCkM1EZFYwUy38qeZvVO8jT0dcSEmsxqt5RBu7nnoSR/t70dDcjJWnnMIrDOlzUU/KlyPACwIBQS9i2LbdWK0cBFfLrOhCU1TUZjLoAXg6WRVVFbkhsRyxShhySMH+8S689rRX4Y733wYtEeKWm0x9M+Lya1R85MPvwm+6DiKXN5BWRN76qpQnFRoRUSairRBh6ykXl1zq4+/+70+rOcWiC4EU7TmrzsNq9QpkGhRkmjzoEVLgio/ZrIjRUQfpZc248pKX4Cf3P43+8pNY03wKTjnNRqxexdrTdGhREsIhET2dBzC5pwtRMcQVa29hENdd9FrEmxMQdKnqMMfSB7vzcHOsxJ0UvuHAyttwSyL+19XX4Za7b+c+1ElS26VimYc2WAk265jiuPS7ZeK5PkmMbFVVhipXS7ir6riasSIsVGryNlg0TLEWWnxRlrW5IiJ3aYOZmTnMF4o4fOgIP9bpZ9SFn+/vRYAXDgKCXsSolMv1rPyYKzhO1KTziFxikQjP+zXLpeNlyk2pGjTaTVCJtOdRRF0sg0+//ZPQkhGASBdJiatEOU+ydIam6W3LcN4FF+LI411YmvE4xU8XKlhSx4zvPDS2uzj3ch2z5aOYnD7I48ailEFCuxJroucjosmIpHysP08gghahqBJsk0jNUPDkkxZyxVq01QvoHbwPe3vrSQkLWFWnY/9BUuhsDY6OeKjrCWwf24OzGzdh3imid64fr7vs1dWScZMGE1Y9OExquGRzErbLlWobKk+AW7TQNzKAttYWunyBO9hV5isLdqMer1ZkpH/MzP8YWN2Ppmjcd6PaeaXqa3Ks8zf7m+VPs+JulgvOClOYqRK7/2yWwJvN0r7ZeysG65HIyzADLFIEBL2IQdPztMwXsRTub1x1l/O521yEHirr8hEOo1IqoT2xFLpPSpnI9fB0Nz779ptJiSZ5/rPUpMKb92H3l7g3h03k5/YaeMmajdj5zH2YsrI4/5w6uJKG9rNEJBtEpBs04kEPX7/jH2nKX+FTfFE0saImRINAio8L4Rip56iKrm02+rtMTGYBV6HzDNmYcncjPzSAuF2GrP49hjpSmDisE8n7vMrQYmo8AfQbwxjuH+Pm+Kc1rUMsHa/G21mXK6nqN81CFMz4yaiQemax5piMwal+TBansXLlSkxNTTNnORimzXsGcgXtWLBs98Qyb1ZpyB3sVCgKKWkaZOSFMvpj3bwZ8fJSbpYLTT9ZJgfbhkGiQbGhoQFTk5OIJdM8tc8wKkEWxyJGQNCLGFNT2WRNJoljIQyfq1jiv5CGdCaNwd4+ROJxRHUVRZrSl90KxgtTiCei2LLpTJbYBpfZjQ4QIeYMnkpXmisglIwiRz/PamlFXU0Bw7M/w0RuCy5+RQbJlMqn8/MzwCwR4KGOB+nARSKwOFxrCo36yuMNWKfHROx72MVot0SkBWRLFsSIBoEIdXmsFW45gd25IWRnJtGo1CEaiiIcCkHWFBpYQjxW3NTajPHhUai+ijNWnw6ZNwFwufe0SCQuuhInWqFWQbQUQjlXJKVcxsPdj/N7Mjo6hkQyjumZOe5TwiosbcflfiOOaZ9gksSImFUGqpykq9kZLMYsLpBztT8hI+Zq5SaPXTOfaEWpekNnapBMZzBVO05/y2hrbkQymQqyOBYxAoJexJAkMcrin8cyFbgntOjzIovWtmYM9vUhk0zi1HWrsHffERwY/CVfTLz7+s9DisikgBmhK3CIOAW2+EdTc8twYBfKUOm1rDOB8Ogg+uduxa/mYti7oxGaHkaISJKRqEPbLGmqRX//MHw3j5CyAg2R9TBLIKKrxqx7D/go5plPNVtg1FAquVC8WdhjPViSaOGVeI9OPM29p93KHM5auQlLG5fBtz0MTgwi2hKCPiNjrDyBWCrJLUjZAp2oVn1AWJSduWG7fSXMF6shjLJSwq7xDn5fWOhhemaG1KzF88DZwqDt2jw/3Pt3FYQsfKGperV8m37KvFBlIQYtLAw7gsTd80iyo2wYPB2PKe5qrJp3lOW/NzQ0cyMpIn3hE5/4ROLzn//879agB/iLR0DQixmCEOLTa1/g0/5jnU8ZaTfU1iESi0Egwli9vh1l08UzY1mERB2tDa1VwyDDJKIjUveIPE0HQrOKWElHqWigoJSx7fEnsT60BAno2DG7n6brBu8PWKOnkIlkoLPGgSUbLS2NGBktE5nFaHDQiLgZobGMDAWVksvN/zdc4OHRhwQUXR+txYehMq8QUYMhmCCdirdd9ka895q3I83Kz5kpv+kRYZs4Mn4Unyp+DlKvAKNswudpeQ6cggupRkN5zoBr2LzUOxQJoZibx297t/JUuZ6eblK0CYwM53kqHesSw0jZcUz62zvuTHcMLM6saVX1rMjV6kGeusgHwGoWhywJRPDgRFwuFrjqZiQt8i18Hu9mVZzc/Y61zCrwbVbSy7uf769HgJOPgKAXMUK6qvKp9kKhRbXztMiJIqxraG5tRc+hLtZ1Bevb12Jm/xRGpoehkmr2yxYvXiHhDE1gmQgCSl1zPKbLcop39+1D6XAOSS2JvF+CRuR17totuPFNN2BV3TLeUcUxXCJRA9/t+Dk++dMfQLIFmEUBlbINNUxTf52dG+t1SOz0lE8KmFS6NYvkzB7E9ShMWBifmsKnrvwo3vvad0JJhuDLzAqDqFAXYRPJLzt1JS4aPx/3T92PA/v2wLqqBFUOwy6V4cZYsSOpZNPnnWHYop+hO3hqaAcs16QBQsPk1CT3bubWolw50znb1UXCfw+mfHnpNivzFiQevqjGn8GJl6tjnjni0kOEy9WyxBcUGanbzMyfnlPp3lQXbUWeS00DZvz5/m4EeGEgIOhFCiIT8apXvlxMJZPVaTgXeQKPzXITfPp9aVsreo92o+PAQVx8ycVYRWTnbjMheTLf3itZUOpCpEIrcCxSpJrMS8JHcxPo2NmJsKDDV+nv2UlcvfFluOs9tyNen+bFHKw1lhcjQjZVXF1/JX7UsQddRyowWUcXQUWx6ENPuETBIoqij2SjjwuukDC47QmMPcE8QsLoLw7jvGVn4b2vux5yJgSXmRNFJFLDPpwKXUmFiFBVcdV1V2Pbju2Y6pvE7o4DOG3tBrpmDfYEqeeohDKpZlZybUV8dFR6efHKUP8wkqkExiYnODk7vscLYkymvh33d9QzA7uPKs/gUDmxVg37F6o0edvvasiEpeUxvmYeIyzVjpEz35braLqPvJuKveDTxLy5pYCgFykCgl6kuOmmm1r3H9j7rDE/yy5gpLnQY4/5Q7C84MbGRhzqOoKzzz4b9UsbMLSvB0eOHsb6hlWkVCVSoiYpVVKXhsEzIBjBHB3pRXkqj5gWwag1jVX1K/DFd38OkfoUfFK2gs5S4TyY8xY3HIrXNeCGD7wZ7/74P6Kv2InVtafDpPNwSUGvWKugdgmwrF2F581j2z9shUKqs+yVMJAbwl3v/wyRs06cTkqzSYYQUmCNluh8LO7JLJU9NKXrsem8M/DU9GP41a77sar1FFK5FhzWg7HoQG9KQmkMIVwv4tGvbsV8YZ4XpvQPDfDFQLDr8jxu7u+71ZS83wdmL6rqKo4V/xwzoOLE61cj/Syl0V9IivZ46bzDi1qYkmZpisz9dS6X4wR/zIRJYNZ9ARYlAoJepLB9fyXzcD7mp8k8lplqw0LNG3v+yKGjWLVqJcZHx9Bx8CDOPH0LUvUZbD+0E5dteTFCWgzmVAW+JnB/ZOgSiikfe7+/j0iUVKDkomeuH195/10IN8XhKYDSqnHDpXI/kRAd0zFsyFkfL1q7GRvWtKC342Gsi7fjmjfp0JMiGlpZiEPgFp73/+pe7OjZjs117dg93oFNy9vRumQJHJZSx1pZTRN50kCBgkPkx7w/XJ4WaPRYOH316djRsAOPjT2F5NMRNLYsBzI+xJiGyqSJ0YNjGB4dxkR2AtnJab5Yynw3fCJQnvNB6tliC4Ms9v37+RmsM43GF/wkVDtdLSwOutW0On8hD5prZZaOyNqI0fYsssRzyIngWel4qVzk/Q95vjTfhRCk2i1SBAS9SCH4/nJu9rOg8hgZsPgnp2a+YiVgZnYOSx0T9U2N2L//ADaeeiqSzRl0dhzCkcFurF6xmkiOvkKKiNjaeij1Op7Zfj8ePPI4zm04HQey/Wipa8S6devpm1ad7rtZE26BCLXE4r4GHVeEUSrCrvg4tymFniMaBQAAIABJREFUzq3fwQO7H8VQNoMGUtxKSIXOmr6Qohwd60OvOYy+wWFS6wY+svk9XI3LpJRZ2IHlYqPCG+Fypcs6gqthnZszlfMlbDuyC/n5PPYOHeLXzFpMsZTBaDTMDaLYNbuWj7YlLeg8eIhXN/JSbr+aEsfI2v8PyJnfU1FYCG1US+f5nWXxDGGh3scTOYkzNc7ut22bVStSoXr//YUsDpa6yIqGPK+6uGjaZuZP/HUI8AJFQNCLFK7t1lRjntVsAZZxwIMbfnVB61ja1769B3DOeefiwd8+hN179mL9+nVYmlmDfxr4PmLjccQzcTQvXwJ70MLBAwd409deYxBjgxOc8L/28jshhlX4jgemRUWDiCnv8EwImwiUkZfLzoMIWh6qYI2aQEdhB7YdFpHojiEih7giZZklGj1iQgjjThb1ShqbTz2DW4y6hsu9NlhmCTuKFFNQoYGAeYCIzL+aSPb/3vcdTs7PRW1dLdauXY1EPMmd5+bm51EsFNHd20cDgMUjG4yduQ+IX+22/R+pZwZRqDY6kATh+MDH7y+qVYRsQZbFqXkSB/PXtixUKzllXigkLChplytrnWYA1dZbkiCl/6gffoA/GwQEvUjBKuEWEgyqCWAsm0BReBpZtcN3dXFrllR0pVhAy7Il2LVrFwaGhjE6PMz34S909GZFLc3NDZx8VixZhta2NowMDCEpxXHq2g38CLbh8HJth5Qoa++EdATWgMWbwiq6h+GBYYz3jWB9zSkwYGKoPIaQpOH1F1yNizdegHQ4w5Vy73gfPvTtT8GVHcTTSZ5RwRQ/S4OTXJGXcBOTQ48o8IsW7IKBndk9eHL30ydcv6arqKurWQhJCNxCdCY7QwOMgflCgROxw4YsPrMAj0P77r+/iydCVqq+z8/6ay8UALF/z+nsLXhVsufZITR4hDWNSHlhkZAJblLuBs0CGFEz1zyaHST+yB9/gD8TBAS9SEFTapWXd6OaVcCIgCtpqWoixKbXxzTgrl17cPHll2JkaKTaOFXTWQkyf42RelNLI07d0I5MhghPCyGsx/HMBMvAMJGi59hiGFt0ZI1odUHlHhMsEUSmabxBKrpi+nj66acQUUOokLI2RRPNsTrc8+G7sXnNJsjMs5rFq4mMU81pbHp8DY6MD/B0NcEgkqNzZc1feayXzsmZLKNY5g0PURbK+OetP+I2ocfBBpWaNDI1tdD1MI+/9/b1k6KuwbbtXdXeArQvlnjhHlfOAv4QeJGKJvOfPi8l9xcyN479XVXHPNvZX+hlSKTPYvdsduB5djWljgavSCS8MIMRuP92uWwEWRyLFAFBL1IIopiUuZmPXy1gw0L7Jpf97vAehf6CTVuepv2jA4M4ddMG7N25iwi5FSODg/x1RjAjo2PIpFMIR6KcbJraGrFsSSsmhieZQR0E0+NhAiEkwWLm/PQ+d4pV5lXPZXxmHKMjY4hrccxYQ5AcCf/8oa9j7dp2CGGl6pUhsSpFCyop79PPOxsjPx1D96FunLX5THjFCgyNyNmTUM4Xmc81VI39bmJv7hAe3f3kCdfOClLq6+oQjUSIoDUc7OhEpi6DHTt3VlPoGJVWb0j1xngLv/8BML9qWZUX4s44nvt8fIYC73jFJt+/JC4oaomXesei0arfNrN1jca5aZIoVfPL6fWAoBcpAoJepKDpc5p5YjASYIKOZRV4vstTu5iJz7F83WPYu+8Arrzycow0NGA2m0Vzaxsp6kFOMvm5efT39yOdTCO8JASBpuw1rXXIDk9hjFR3fHkMboUULZEtc2pjHUp4cQxzKPUd7Ni3m8hVgOEaGCiM4LNvuBnrTmuHr0rwGDXFVH6Oco7U57SBy86+BL/5zS+xv7cTm5auow0k2FkDUm2Iq1WjRMwvkXomJf5PD3+bVzAeB80A6mozqK+tQ0gPobu7h1R+GgcPdsIwjWpVJaNQbyFAcYyk/wCYKRIjeuZiJ4oLWTF49n3VjisiT1vkIQ5fOF76ze519eEtzF6q7nasktESK/zwqqpE/3iffIA/JwQEvUghK3JD1ciHrVyxEIfA84ZFhfUYrObkPmedi8dDtz7xFC6+7BI89NAjsE0Tja0tGB8e4aQ7nZ1BL5E0ywNuqG9Apq0WoQ4Nuzv3Y0XNElZ+wbuBCwkVTq7Eu6N4ooOcXUBfXw+iSgSj5iTWLVmNy198CZEyTfvpvJTmMNxxB4W+LHRNhVU00RSpw5KWZXim6xlcdc7LENEiMMsmBNa2yraJ/InsFRc9wjC2HnjmhOuOxiOop0EmFouit6eXK9We7m7MzeWOR42PD0y+/wezNo5B0WUkaHBqamhaGNjc5wxuwgnhDUbQXEGjughrmhavJGQEz2838zdR5ecUufDS+8ATepEiIOhFCkmWamVuKl9NUeNdpwWRd0WRVKFamiycGHfNzeexb/ceXHjRhXjg/gfQ0FCPdF0tZqey3H9jkBS1TgTNDIOSkQTiqRSePPQUXnreS6FBgVW24VdYSbUFiQjJSSh4rGs7j/kW3Qr2jB/Al1/xeUgxnStKNij4R4rcm1mXVW7KxJqr5gsmzjhtCx7a9RAeO/QYzms/D1q9xqv95GgU4doIImkPX37/R3i1HgddSjQWwfKly1CXqePFN+FwGEf/X3tfAi1XWaW7zzk1D7fqVt15zHwzE4bYMjo0Cki/pfZ6r1u77cbVbatv0UtUQEV0ISqDIEKQISB0t+3weq1u+/EUkBmlJZAEQgYyJzfJvcmdp5rHc877997/f+rGBKWVJIQ6m3W999atOnWqKn7/Pt//7e/bu0ccL0OASFhsyVwZW3tT4IyA7PP4aHpwUoB8LNbIgywsh+GgWE120wjeTrIKVz6Xo+dBqggd7XDjEGwvaBYfg82WNPf/p3Va7gdfp+U1vM06ddCo2+WZNdwMMzzkaUceG/ZxeNcDBw5BMBiE8y84H156cR10dXWRdndKdNCpKeyGD4LP64P58xZAYmETDO4+BE+s/wUsW3gGtCxsp025SKIRvE0hmKiOw/3X/gCqUyWI+IPgD3rhvNXnEVtroZm9TVlX4mfRR5arkJpMCfD2g88QXWaTBtun+2Hdf94AlR+VoVEsBn3L+qCtvQU6OrpgfGIUdu3bAYlkXJxPAObM64FYQ5Qkbbt27YZkMgE7d+2CTJalbGpQhJJNUFqHyd1vAqCjoiOviHNDDn3+wvm8ASiPKPUbPNdt8++GHFixJYCjxStNHoLmcNKY1BLUdWc8XPxeeas+d7dOr3IBuk6rUCrFODBW4xgmsI6hWmd3erNrx45d4tK8BBdceD6se/ElMplHNcfY8AhMjE/Bbn0fARCa3feeuxCezq6He372rwKcPDBn/jxoamqCeXPniI58BoKNIRgUHXjKzMAlfReBN+QDq2LR2DkGzVYQqMWiAY1e8Kf9YBZMGKsOwU+e/g84ePCgc07FmRLEp2PQ3JGAVG4a/CE/fOQjHyY1Cp4rgmMmkyVFSk93N2x89VXqVolGkEoN3MjE/zQaHsEIKvON9wbF484791w4+5yz4IlHH4MMpqCHgnQcCoaVx6WfMQgB075tKdmj52Ozf54a18iYCRPAcRISL2ZwBFxNuFQqArHdqstyAbpOq1Quelmuy12c+k/5R8gdsjd8/P79B2j67UIB0i8KkEYtdFdPDxwZGKRRaTRNQm1xd3eP6GrboG9xHyk8TLr8tyBbzEIwHIDzzz8Xnj2UhXy5CMv7VpCuGekVT9gLZskUnb4HCpkc5IcLgD6dZY8JTw++AJs2bznqfBJNjdDV2SG6+5AEVe5kcVEIBgOia94DY+K8sHN+ecN6OnfavJO6ZcuSiTKIoGb12Bf8W4XdeKGUg8d++RikM2lobW2RvD1zy+StwaQy+ZwQZUG/ag77QTmQlSoxSeTRIUAbvxfFd7/oqrOii0bqyT7epYxbdVEuQNdpVaumhwYqqKPTpAZamvtorNX9fVf4Bw4dIv+OD3zwT+HF36wjLrtvyWLYt28fTIxNkVNbvpinJBLkgqPhCNEfKDFjrQRAd08X9C7uham9E6Cb4hzEuZgV0Vmmy2DhdGOxCtWyBX6/D9L5GRiujsFPn3mEKQhZPr8Xuju7oLExQZI1VELQ2oMp3KKz3bJ5G52bx2vAZgHsmlYzMkIfaM2UKos3wWng43Cacu7cOfDE40+ITj0oXkMHyRUp01H6ONOxbRmGgNQFelRjd44ac9t0PDnQ34O4f5wkNLjrxigufP+JwmYrV/f/p3Va7gdfp1W1TF06+hAIkMEPAAEFFnV5R+XtzfpRq30/MjwMlZfXwcUXvxc2bNwE+/fug7nz5kJqZkZ0rGOwt9APhXxRdNMl0WU3QVMiAaFwmDlYxFgDYMnZS+D10S2we+cuMItVNm5C+qHVD5VsicAKY6ZwuOXRvc/Cjl27Zp2LJjr0VmgXXXrAH3T8lfExe/bsg/37+qGnpxu2bN0G01PT7DOi8+Yd8sGWfCEayQx///uWEOff2dUBM+kUREQX3drezNODlEZjSICW9q1gORQJJ3rTYCIy0dLdzhLvTY7yEr0eHy1eOTvPCxhmGRL9pKE/tDtJWKflAnSdlm3amrKMIGC2LGkJrdGltybH33RD6XqVO5stm03270D1w5QAq8efeBQuOO8i6O3uJsoj2ZSExaKbRp74QP8AZDM5AZRdkO/shPaOdgiHwjRdaJZNiDc1QlNXEg7vH4KBwQHoaGkTwCzQ2xDALLpwNPbPQQnSrQX42Q8eZTpCFqaPdHd3QjKZFMAfIuAfGRmDjRtfgaamBCk3fv3Cf0lKA2ZdLejUPXts9CCxKCLrKEZHq32Xe3WwfPkyep6nn3oWAqGAeN52mvhT71k0HLUN0e7ackOQgN+05UWKRckzmobnXpVvqE1XGdg5lytlOnc8r1JJXDXYqKwBqGjk3R0+4f8g3HpblgvQdVpk1ENp0hpZWnK8Hl/qEwWAoao4yIKUAfaZOpBOWpM6XsQgQwKTTh2phybx5syZA//jw5fD+pc2QP/+fujt7SGgGhkZgW1bd8D4+AT5HaPPdFJ0o+ibjH4YXYt7ITU8Ay9u3wCXRy8Hy6hAdaYMll88dbsfmhcm4WeP/gD29/c7r4G65zZUbXTSJuXExCRsfm0LAfGiRQtgy+atMCq6eCqenGZqgegFQ4bT2pSOMttnAwHToG7YYmMjAd6L+hbCgoXzYGR4FMKRkFhkWniwRGf1x9Ily9eJ11Q4NHDgT/md5HYZJXaaXE9kohhPaQJHXCEw483Y9VPCN6ar+H1QqvAGJXbnllX1nuh/D269PcsF6DqtUqWkxYNsLo8AhdSASX4cSrMLAji96LPJY8rI6xIVwj4T3ADqlAJONpvSbGlqagoa443WpZd8cM/E1OTil1/eABMClLFrbmyMw5HDR2DTq1sgFu+Hjs4OaJEj1+3NbdC9qheeHXsBokMhyPmK0Dqvg1K8R2ZGYfzZcfiXn/74qO65IR6FRgHyAwcHYWh4GBqiDaLDbYQRAcrPPP3cUfdlTpp5dqQisPtHzTdakVqS28CpSvTT0D1MQeCGpk/zwgc+dDEUCzl49NFfQjweg67uDrpywPcsGonCqjPO+vd7773vL67/6ld+g6DLY/JypNuW26+W8uaw5OCKWgyBeHOkZHQP00yG7oVcJksATuPeSEq7VZflAnSdFhrD60aQLtEt3ZYTbjoBBP1ctSndQ5MxTZyvByxKkLNwpJvG/D3phocbeRjfFIk0WA/+4OEln//85z/UlGz6fjaXm7dxwwbYu2cfgSbSH8FgGMZGJ0VHOgIBf4CGXi644AJK6d6tDdE5HhoYhyp5MNvUHSPQR6NR6OzqhJmpaQKv4SOjMG9+Lyzu64Pde/bAzp07HcCl0hT/q1G3rus+AkoEZtpotBm4/WKxCgVDTkRVqViCUCAIvXN7xHkMiM5/THT9rWKRicGSJcvG5s6bd7iQK26xbXuNKJKUiI46QKDLQ9zguNnZSg+t1NEqwdsmAyhcCHCBw5twstFjY1hAFuKxuDjPMvi8GHDoVj2WC9B1WnLIjVM7UMxBrbAmAZppDgRcg7yilepBJ0meAm1UI+gab4xR9+nzUzcoQJqQ6a677npcfHv8qquuOuOSSy65P5VOvXtyclIbHDgMAwODkM/nKTnEk/TBvr39BPIC0KVpEEBYdNaoXZ6YnCDARHDO5bLkgDd/wTz6O7rqbdmyDVK/5fWsijh2bPs5mQSqZQ6HVco1pBMikTDZj+KdMPQ2m8/CnN45sHLlcti8aTMMj46KRaEdwjilKEB70cLFP/rmN795zW8/l2F4AiD15PRlwSzpHfCttpT34aSiAPGseD10PjL2ivhs8eUlukNc1Zioyfa6/z+t03I/+Dot1NxS90tAazvUBgMxd3cBXxBMCRpKFlaTR+NlvMEcNP6HrmsCZHDgAs3vZ5fsMM+77rrrYslE8rZwKPxXq85cEcEl4vDhI9RBFgRYZ9IZmJqeFABcgpjoHtPpLJ1jPBYDLa7BCgGYMzPTNLWHXPTY2Dg53b1hKUk3drCiWUYKRxWCX6QhAmHRNesylzGfL1AE1UUXXUhSwf/3yC+gq6cDFi9eQB0wPqalpW1AdN4/Od7TiQ7azzIR03lydrHTWIJHUjtLKjh4gSiXiqTmwK4eT4NTv/k++L6TmX8N4d2qs3IBuk5LdcpK7sXTdBZ10pbsLgMBD5hVaSSvOcIDvoBHC1A28uGuz6tB0B9gWoQ8TI+tW265JSW+fQa/vvjFL35kZHToa6NjQ2caosVFYPdgPp/th2CAaYhsLi2evwozqRRMTU7T4IvaaDuu4gLA4c8pwNXvJZ+MbDbn8NFen4f8lsOia8YhGATUkujIK2LBwmGa8bExmo5sakrCOatXyasJgHg8Od7b03vjXXd9/943ek/FwuTXJKdCp8SXJqA2X6ksZTlqkV4bu2fNccDT6LxxIcCReIOSVnASsuICdJ2WC9D1WjLVA8EYs/dolEL31MaUdQTogNRC26RNRtA0pdl8sYTccIUoAgIV0Un7iOLwSLP5313f+973HhHfHlm9erV31aqV1wwPD/396zu2zOehljKNOldxYMU2ydge6QD0ybDlBhwbNms8W6IpVQSXJv9uWmhhoUM4xOZL4VBIvKYwGDL5BJ8Hv3p6u0ntsWvXLkg0NsLZZ6+izt2smtbcufNfaW5u++qtt9767O97TaKD9vFyxp2yhY2vNcubw5anq+mO9wZIm1GQkVesfdTBEIuLTX/D6cvi704LcOsdWy5A12lVBPBhF0zKDWksb0sqAxUOqCdAqgI5ZtTwou6ZRsLJP8ISQBekx/o8XqmK0Dkw1fC+YQd9vNq4cSOi6C34deWVVzbatnnd5NTkX257fXNPPpehCcSqeB6zwr7JOEiDtAYBHR5AytZAWXhqlOFHGmvacBPnhyIIr4eNoVBOiLFemPaNkrZCoQAjo6PQ1toEK1YsFvf1VZqbW3YFg6Efrlv38t0PP/wvb9qoCNUWTFewhE4nM6SafSnPrshxerW+WMrfTpNUEr+GaKIRrCJro3GhFIuebs2WpbhVF+UCdJ2WVWFzfgRc5JGxFGtqS2tM5GN1zSsVCTxZaEvDH+ScKxXW7dJGIflGGNLH+A87p3vvvXdafPsSfn3969f2Tk3lbhwfH7t4154dbWa1bOA0Ihocof805ZPgODTZ8Kl0coM22ihVG2Vwmod+D4WCZMafy+XoeeKxxurSJctndI82EW+ITXq93ql4PL5dvKrHb7rppv/6Q99TL64Kjqs0brqa5A3tvKfOsiXd7DSliZZ+HRqngWN5dB9YHlZ4YH3605+Oim+pP/Tc3Do9ywXoei25acUpHnSDxJZaMBPSFTiCTHFVGqsSsItFYGSuuUjdqdIY450MUoRpf7S5z7e+dfsh8e2T6ndUggwNHf6Yx2NcNDk11VcsFhKRSFhLp1I0jVcmr4+o+LmETXa+ra1tprExMZrKpCcE7OW8fu9Qa3Prq+L1PrZmzZrxP/b8jlfi3Dy0nWcpPZ00TbKlNhrfc9Jf85WAbulE5XCit5euQlQWYWp6GhoiYaKx8bZEQrTULkDXXbkAXbelSeWAIbtPvtQmjlkACIEygQs4MjtbmgEhX42xTCYlgHuA3dtAaqV1J/bprSypBHEs7PCS/4tfvHKBYYTaxXmU8vn8yNq1awctJNRPQX3pS18KJxIxP0h7UZbxqTnxWeEH9Cty1KyJqZq100UunzZcxfuey2YhHo2AKac2RZePAH3wVLw2t05duQBdh4XgdunllzBmSPkcSHkXdsjVahl8orPuPzgImZkppgwMHo0GqYtmQyIAfzAAAZ+P5HVoVoS0iPVmokj+yJJ87B75RXXfffed8Oc9Xt14442L/X7fuhdfWmegbI/1iiyZs6RpEr3X1qy8Qtyg1TXi2JV5Py9uOvtxFHKONankRtzg2DosF6DrsC677DKvJUeZqYMGkJt/QFjAjnBeiESjUCzmYXR4FKkDfrAynLeVsRKmTtM4Mik58LEd7e2BW2656Z7rrrv+H0/ZizxJddNNN31jZGT46+OTo3q8MU6SPcXvkJcGKqHle4wgjcoS1WFjc12tKOMkNenIHDoCNwUpyMVOvNducGwdlgvQdVhnnXVW20sbXpabUuxFTPNvmsUdHA5I+LwQb4xBZzIOTe97P/lQTIyPEpBYFqsUbAJ5m1QVHh9ehwMZJx0eOgIPPnT/laZlXZ7L5ldJ/fM7qrBr9no9T2za/GpvCOWIVRzs8UO5WCIqCFPKLSmtc/pmjXcKUTroFf/XM/H9s2RyCjAbQkoYvEJRpk7SulTc7gJ0HZYL0HVYFYDWPCka2MCHrEalcT9x0QIkPGQE1ADpiVFY1dEGV1zxCXjsl0/Cru3baSpudmo1/litmNQyohcHXsJPTk7A9+68fc4lH7x05Nvf/vbff+1rX/vpqXq9b3XdfPPNN4rX9/VUekYLBUkCRyPnpqS/dZtVGfgdr1JULiG+b5woAxRwa0iqgy1dmT6ikRbx3nv9fqn5diK0XMvROiwXoOuwvGC0YpKHJT0pNKnbZW6UNcZoUoROc+NDhwmMQwEf/K8//zBs6OmBZ595hkx8NCXW0OUGo0lTb+DzcxdYNSvwyyceC+zes/snAoA+efjwkcvXrl172gagXn/99clQKPj8jp2vrzCMmn8RDpPgLqllVuVeoM5rncW2pspvlEySbLk9aLFGGj8HTHvxkyqGeWvcZA1HGyTdxLkK4vlc0/46LBeg67B03W6uVi0BDgzQGDMlmU4AOQWIbneYapLLFygNBT2bETje/a6zobWtBR79+eMwNTHmTPQhuOvS8Q5zBcEH1IXj7f39/XDv2rs/8OE/+8jUTTfd9JcC6B4/hS//v124qXrrrbfelM6krj40cMDL0kTNcanDwR40UmJNtqIlONiAh2k06f+nSQMl/B8eqTerJnHPvF+rOXFZLS3tYEvAx45aPGf8FL4Fbp2icgG6HkvXm7BDBps9OCyQBv0kpdN4rFv8HgwG2cgolyePYsOD5vNV6O5oh09e8Ql45rnnYduWzVKahw2j+O7VedPQ8LDpvY4DHH4CqEcf/3lk2dJlj0XWhDbmcoXPf/WrX113qt+KN6obbrjhDJ/P94VcLrv681/4/KLtO1/34PtFG3eowCAduU2TgPlCkSYqCYR1SRM5HbRN76much7RYhRpDQ3zw8XxTLMW1AsSpMXnEYmEIJ1KS3c7WhBcFUcdlgvQdViiIUwgvUGGR/KSWtM8UjFAs9LU5cXQClR0zsivhsTPjr4XuWavAZdecjHl8z3/7K8gn83SY5uSCYjFEph5CNlMBsqVEikVaEBDQNKWrVtg//79q/sW9b348b/aXJg3d8Fe0R1uCYXC//aVr3zllHXWN96Ilw5f/06+UPjbnbt3NVXKVT2dnhGv3xALUjfJB20CVwTZKtSUhJI/1pm24JFtKYzDBYq4ZmneL8Adx+TRSdDUeJyerFudQ7GSg8HdcoBbctAuQNdhuQBdh+X1eBpxngNBE7tkKhuciTdNKjv8fnHpHo7C5NQUJJqbyVSJvCR0zfGTXrlkCTQnmuDpZ56FI4cPw/jYJHWBS8XtXd29BFQHDx2C9evX0yU7yvEyAszRnEiAVtDr860UmLSyp6vnb4rF3Mvf+Ma3zj3Z74dYGKLhyI27N732SjsCcbyhgUJvW1tbIdYQ5bdHXm2Q95/Mb8R3AOOuisUiZRWiV7XTDUvgnWW7QXw0gjM9XqdBe2djkUe9JSCLn4v5vPxdIw7bo+uuiqMOywXoOiwB0HGijgXYoiESWnoi90xgYQNNCPJlukFezNPT03QbJ3/ztBtdutNgiw3NTY3w0Y/+Gby0/lXY/NprMDI8Tr4X+UIelixeCqvPXEWa6uef+xVUy3mKdrKkc1upVBLduBcGBgfhoYcfenepVNkhOvvVt912W+5kvBfoUS1e675tr29uiscayNI0nU1DOBKl8+IrBrwnDp1ozhg3pbbghp/HSxujeJWg1DAMzLzI0ei3zbaj6CFVpSsXk5Ns8OrF4lgrCukFcFQbRD8pi1LeG/CfjPfDrbdXuQBdh6UZBmY70fBJOpMhsMGu15T2l6bs/hAsmpqa4PXhw6TvDeCUnOjmLIunDy2beVXsBXGa8KLz/wS6kPJ47nnIprOw7fVtMDAwAMFAkDbMfF6PADKdjOnJCQT5XAxmxVQXcSOC40//z4+WXP6hy9PXXXdtFYc10G2uUhbfiwXa1PQa0sTJMGoRUkg70DEMpwul22wMAigCPZsARFyM0F8EsxNxGtIfCMDoyKjnuV89r3v9XgiHIrCkbzFlJ4J8/cpATskKLVsmppAaA6BSKUEwFIJCKU/DJWoqE/Xg5K9Nr9MmXNfE+1aRG7OcUag53tvKE1pdySCdXwu6wixFN5fSQ3efAAAgAElEQVSwHssF6Dos0cFRa4bAVyzyhCD7QOhSD82GSdhRxxvCAjw8FM2EgMaTxxon79mmY7REW1sCZBbOnQPtH/sYTExO0sYj3YGsSpnfth3O1aaBF1Y01M4NAWtoZFQfHhn10aaazD1E4MUjFFGels0wFSMHZdhlWadjsXe07aQLqA6YXtusJ9JUcqBpiS5/GW36dbW3UeiAKekfXnxsBzTVI9mJjqco0VkPtd8YKkuPAw/5ViOwa3JC0OQ9V9FEy6Rv6cOtq6AE2giUWZAglR+z0mDkpqNr2l+H5QJ0HZYAZrKIqEiXupqBvLSsA5C+yyZlDMaTSRg6MgyN8bgM+RPgbasfeZNMmQMhyMQaItDYEJXmSpJHdRQOKlJL0gSKzZWpTgoUTQlwyHsjLUAwbFqEUqbkypnnVRN3UsktgwicoFZNeeux0M2SoO+ArkREBYRI2XBXXhvGoYlJy3JeK0j/bK/ho9SXgN/PgKvzRisyRdixM7irjUOp4qBVCbl8L4X1opUr8tiy8Zb3AwJ1tSjYKIO07PIJ/4fh1tuuXICuwypXyhnSK1crnMfnGMpb0iPCJp6UukBxv66Odti9cydkRecaCIUcGkGX6R81gMY+ltNBSLqnEkIU+oDjaArqGek/BF4DnMt9ogakJA0kiCrQrdi2oxeevalG3y3NAWV5eEk5qN+PPpaDziqVRT4fD+yoh8gOViagKOBXfhlojoQ8OgUbKDW5Bg448++OINrh902NDf1BDq3QIqkZdLWAG6motaYwWXpv8TFW6a359N06ncoF6DosAXATeGmPdMDsIFhpHU8wg4ndDNgaJBqjEI3FYeDwEPQtXECPAzmerCu9mbwupy6XUkEsSZnYs2gQcMaX1ZOSphhmYyhzx6rDZWWJRUqJaCgM0WgEptOsD3b4WzqwRhONuBlnSS79KJN81fyqG53g1tl3kJI2Sy0dXJY8X+WtgS/P5/NAJpOHSDQMpUKVXjO9ew5HwaDLb49F52fJ1wJ0exVHXOhd8RCfzrpq1aXT/1pSMSK+SqXK6Fv4T8Ct06RcgK7DqlrWVhwicbyI1eW0kpHZCrg1mbiiwby5vbBz5244cPAQdHd3CWjxyKt9yXVI+QIDi0m8taSGOYFFwaHqQtX90ZwJNLmhpugJS13WE81SkaqHTCoFjfEYbfQRS4GTdpLiwDJNRbvwOWkOADNtYNcUcHSbNotGAEVt4HNLMFeBunxEtvpjBz8PBdlGMCCAUrmZRyGiSE5iWlJTzl5H/HpADgDxwkgsP1Q1k2SHYX+AxusxeABHv1EVQnFf4jtunlar1f4T/g/DrbdduQBdh2VVKs+1tbfB9PSElMvx7UoRgTBSxQnCfI4SsPG2aCgI8+bNhf39ByC7aze0NDdBtKGBfKGxNJtbS10mWuu6JdUMHIVlKnDTdblppzm8sxO1Zyt1hKRNpDIDM1t0rw/K4vvY5AT4URXi2HDq0nfZUrkDMt0F5EafphpaKhVoSwuBA962zFsEh4tnlbKl+mpH0FyulCE9mSHZoKbZDlfNFhzaLD67pmHm49GTQzqdgSJy+8Cj8clQjIA4J95vAcIE+DiGPzh0hBYAvA03czOZzC9O2D8It9625QJ0HdbNN9/c//5LLylmcoUARkaFBdByg8hgg19Dg4OwYP5cyOSK1AVqHg2aGmMQXr6EqI7hkQkYGBziDTrim+Wlu1JNgExgkb2ipqlwVEml6Brz1SCVHJREomgWXao+wNn0s9jjlBYEtuRUYMgbkwzMNgOy7JSpo+b0QsnA6LXNQ1ttAkqQhhrQOhOVErRt+feK6GQxFBenJf1+r/i9CuoNS6XTJM9j+1Y8rgRmuWrwImLCxNQE6FICaBssY8RR+iyaJolumXTS4udCvkTaaPy9VCoVxGe27yT+E3HrbVIuQNdpdXV0bhk4ePBPpiemIByJSX0vUwIIYvlsBg4fPgJJASCWBDX8L+DzQt/8OQRamWyOOjybwFMCKx5cAqfaabMlfQBS+8u5hvLZKJ8PeGPRZE00KhtMS/GwFsvxbP6bI3MDBjmkw9nqlLbexDHkRiEqIbCrdvhuS86YMA/MY+uSv7bA8WpGMsay5DlJaEYJMk5cJhJJCOPkpVazAcVjFAsFGmrJTUyAaO8hggoWRbA4iwDQe5rNlSjySlp2QHtHB4yNjhLtYZEG3YJKqUQnlhH3R7ojlUo9cnL+Vbj1disXoOu0GqLR2wTM/Gz/gX7omtsLqmlkmLKgs3cOgZEpFQua7AQRkFF6hwHWiXjMoQl0RStI1YauorR0BlTHqU1K5CxbdcasFjEltYK/E7WAk3dy8ARvx66ZaQzugquVsuSZ+ZwtS/W5LMezFNc9q/tWsj5OA6/RImqxwFIcOOqr6bG2jJkBtVjUNhZtrabQyKcz6BMFNi5Y8mCafC/pdYnj4IJnmfI5aSNVhxaxAI6PTfDQCr4XYsEqSoDG58/n83jVcO3J+Dfh1tuvXICu07pnzZr/PP+9W7IjRwYjmekZCDfEuEO1OYopGg0TsHlkEKwmzeQNAcwE2Nh9GhyQypjMt6lhC+qqMb4JFN+sOcfQJGDbMoiWu2+oqTekblhtONLv1NwyN0xgrEtLTwmDKE+zqharR3Qp1AYAabLMr0vTnMEZTVe6Zu72nc1LukHmCepSQy1VHWoX9CgAFv8TCoWhVKmS/8jE+ASU0EKU/mZx9iAewqrCwJHDDkeNVw7o9WGK7nsM48RsdsbD93Zmeoq6cDxfcXWw68EHHzxycv5VuPV2Kxeg67hWLV+59heHDl6zdetWOP+iiwTAyQEQuYHHG4BKwaDJy3KNdWaaCpsFyUOrIRTFMktml3fHePNPbhBiE4rm9qiGcLyFJC9sSVqELExlN0vUBHkm84aj6rrVpiB3zTZx5fgdKRT0WabpyFn6ZSV1A5WprW6H2kZlDYi58yVtNa8eEp81cDQppOzj15ZMJOHIyAj93ZCqEhqJ14GmFYePDEMmV3CuAPDltbe0w7QAY5bj8cJSEVcGgUAQspksnUlHe8eNJ/wfgltv23IBuo7r/vvu+fLFH7rss7tf3xqZM3AIWru6BSAxULGWWQ16GA5fy3SF7KpnSdiAbpdaYVBUB5eiHmzHQtOWXhqK91abc3w8bno5L1H07NSFG1IrzI20Trl+lrT3JFmgzvFS9KwWnz+CII9dsxZbTQNKokM+rwRgxW1ziy86XLzRdDYKFTRLkTSQ+ZHGG4k032jzealkGqXfRuC3xGKxe88e7uyZ3IZwNAqBoJ89nw2eMjTwdZmYsMKBsYlk05G77rrr307Qx+/WaVAuQNdxCfCwvnDttZcd2L//hf9at15733sMaBJdnRra0EF3aAHNYH6WFXCsD+Z5Fc0Z+baV9tiu0QCq01RkhGXVaAR5B4dqkMIJ/lFK8ixJh+gcLQKcDaCAvDasQqAsf8dJPMVpI2euAFqNW9u2Pes5tVkLheYANDEhThIK3487aZ0VKZLq4KlC5otpI9Lp2C2HA98rwDmdL8r3h6utrY38O6rlItEzTMEY4A94wCxWMeSg2tLccvEJ+NjdOo3KBeg6rztvv/03hVzuU089/dRDv3phnXbOWWfA3HkLWJIGagpQZzWEBCVLUg/kN0GGGTV5HIDyQWZA02xNTs8pZYe6rzZLaoctqlf8bjh+05qMz5qtYaYzEWCm616iDlA/bDiGy+yGxzpn5tFJB+0EEoA0UuJOl3TOFkvznKsAy6zx5PK4vNEpn1xNIeo1oHdWHnma7KIn6RrR5Q8cOgR79vU7d8LHoLe2TywilVIZTOkjgmZNfq8foIQKFyguWrH0XbfffvuuE/bBu3ValAvQbsHa++77pyuvvHLgxY0vP/LSxk3h/v5D0DunB9rb28ErQEOBHG346ezUhto33eMRX36mAQgULd6Pczb55CSerZQSsnPVJP9Lg4x8H14MGNR5LSCEBYXOlqRHSA7oSO5qCgycPMcJQ1ZDWOS9XBsYkRpnBENT9bCs3T6KYtF4sMWh0mvfnDWCFiVr9mNqm4uOH7TNapd9+/bCzl17eEGT3XO0MQYN0TCNelt0LJmiIp63LLppXQukVp/z7hX33HPP4An6uN06jcoFaLeo7r333mdWr17deM67zn146+YtHx9+5TWPWVnPXbHOdINHoKDH45XDIpr0V/aRvzICMxn9GIa4n4cyCfHvKMdDWZ7Xg5mGHvD7ffx4nDr06KQxVgCu/JwRxtGfQlPdqMOFs9kQdd5KBWIreZ5Ud2g1isWWkjhHSifxWknlNElpILzixp6p9NC20jnLrvi3hlrUH8iUXyWiSKoF+ePR4SHYu/8ATExMK2k1de3xhADnSJRMkog3N5kyQrDGzc8FC/peak62XCbAOXXy/wW49XYsF6Ddcmrjxo0V8e1vBRh/8uMf//iVk9OTf71//4G+fC7bUC6beokGQwqsYzYrjhczdrVV3CpTTprkiyytPSXdgOXwuVIRYvOPxHUb8mfsJnW5ICDlgUDu9QrQ9yDwo/4af5apLpqHpw9nyfiUZpt4a6RD6Lh6jQOXtAtpU2qSZlD+HeQsp0v+ebbbEuG2JfUsvDAQvltq+tKiwZ2xsXEolyq1NxVDc9GytbEBgoEQeH1e8IvFijxKTKsiFpv04r5lm5qTzdfef//9W07sJ+zW6VYuQLt1TFmsOfu+/KK6+uqrMbyw0+/3R8WfMX4JfxfNoF0Vv5v4He8XjUb/THTJF/T375+TzqS6N25Yrw8NjVCILA6fIJqJY0A+X4RA0EdjzSSHk9QJTgJWJfDbFM5qU4eOPiAYSYWGTdlslq04FXYePRnilENPA8vdZvt/1OxKLZmaDRzppdXc/RxPD5ADKWorUdmcymMgAEv4h87OLujq7KYFhY4rFhsfxoqJLrmrq3cm3hj/pWHYd9922/c2Wk777ZZbxy8XoN16U3XHHXcUxLdj/CC+853vXOrzej+TyaYvKJaKTU89/TgMD41SJiFOxKFsDIEPN/PI4lQgXL5QpMcWC9LiuKKMj2btuCnlhii/zwcXv/8i+LtPfAw2bNoML760ng2YBL5t274T9u87SJ7MLFHjMXKkUnAhQNqlQo5wFdpEdIyej6rqMbdomvL04I5e0SqOW53JRk6BgJ/oC1SOhEJBMjgSCxO9DjzH9vZWWLx4yWg4HPn7b3zjG4+p499663f/kI/BrTorF6Dd+m/VVVdd5W9ra/t0Lpf925HhoTO279juTaVSkM5lSO9blYb0aqQZu2PcdzMwbUR0yFUaIpETdg6FICkDW3dsSPHvplQsY8f85BNPQWtDADKFMmQzGcgW8pBOZ8ViMEK8r+kkr3ALHQgGoLUlCUsWzoXmZBImUhkaXnlpw6uk/sBSoQSG7JyVdq5SZaDnLh1d5uzjvhfc9fMxgsEQeWfg+SPHHggEwOvz0+DJ6MiR1gXzFzz6wNp7S9WqdVDTjRfHx8dvv+GGG1yVhlu/s1yAduv31vXXX59sbm6+xjQr/9PQ7fkvrvu1lk5lIZfPsdTN8EJDpIF9NBCEzSp1rYqGQLCmcFjxu0d0y1WjSuoFJdvjPtnkyTvqtGVHK42ZkXfOCUB++rlnoVCswPhMDsri+FnRpafTuVkJKbVKzaQhJ4A9NT0FLYk4JJJxAkzsohmgazmAqkPGhSMY9ENQ99M5owkTDrqgsgM7cXwGvA92zs3NTRCLNcK8hfMhJLrorZs2wf6DA9De1g7BEOca4ug5Zj5OTs3AwOCvscv2ew2jL5FM9HV3dv/dHd/97isDg4MXrFmzxk1Lceu45QK0W8etz372s96FCxdeE2uI/kNXZ9vcffv3k9lPsVQgz2I08SkjrWApZzjL0SPrmoc29gy9ytIzA2p6aT8DKeX3YTdNPsjcAattRBvz+qRfBW0iCtBGQB4cnaHnQ5DGRQA7Xn/AB9VyVSozZqs1eICkIo47nRPnjCArjsVUh9zEs9W5sOkGgnI+X5DDNLUNzUi0AZoEGDcmGqGrq4voE6/HgBKC79gYbB8Zgf379olOPw8bNmyEBQvmQ3NLE1uPAk8wIneO59PZ2SEWmyKMjo1DKBQ655yz3/WouMsHTuqH69ZpUy5Au3VM3X777X+zevU5X29uii8cGBiEsbFR0S3nCZhy+SykUxkCXvTSAI33uWyTDfbBqo06s9eGKVOspReHpC1M6dymydls1aES3aHb4NWc6RDeoBOPzyFnjZFW2JFTTB+QpE/3s5cFPlbl+OmSsiiVcSClAPki+ysrzw0ET1RUkNJD3LVELnQVGmZBqWCL6ITnzJkjuuQIRMXVgaYCcNGjuVqGlOjeEcwnJ8ZhYnLC4dWxQ9+5cxeMjSehr28R+Lyiay+VYeGihbBzx07YvHmrAPlO6OruIhplaHjkzJP40bp1mpUL0G4dp+yHHn/0577DhwdFt1wmLTNK3GiQWaBoMByCQJD1xmQMRCoInuTLF3JQLJSpK6YjGWxuhM0qcsByblp0s+zpUTUrFI+FwaiKquCJaoqdJWrE8YSuVB2OmkFYl92s10khx05bDbXgV0WcR6nMntU+nw9CwSAtHERhVHmBsCS4G6TfBtHldoJYoGoGSnJqEI+P0sJSuQC5bI7SUZAfxw1RPJ7z7on7oqtdPpeHxYsXQjQWw1th5RkrYHR0DPr39xM9tHz5ckgmE8fuULrlliwXoN06pvCSPC0AKCs6xEKxSECGG19IaeQLeUjNZCAcCeIlujQ2qsnUAgFUTwTE30P0GARGBOaKWZXDKjqb/AsQKxXLUKoIYC9WoFy1HJoE1XikYNbIDQQs2aXjQkHdM9ImsquezSmTox27LvHvEsSDIT+EwxEo5IvEIVPmuEecq9cjgVd08EyWE/CPjIzACy/8Gs5cdSaEwmFy3uOO3yLAR5onm8vSe1EW3fRRuudZhTTQa69thblz54iOuZPOM5lMQktLMwF7d+8cyKRnhk7Sx+rWaVguQLt1TE1PTd/Yt3jxTel0mqKc8gKsqcfE4YoqG+Dj5T1yuRj7hBtsNEiCo9+6IY2JdMdKVP1MQyRyABwnBVHf7PN7KQjW4+MQWgRc7IJp0pDMknizDoHRNNlGFH+2TU6kRcA3lImSJr30KGyWp/Ti8bgA5yBkMjnqqMmYSAqmyRpUnAc+DtPJ8SoBQ1vxNWTFa/7Nb34Dy5Yvg5bmFsoirMjuPJfNi6uEIqlJkPph+d7xC59zcPAwbXLOnTOH0sDxtS9fsRIioaA4v8TGE/6BunXalgvQbh1TAhgfa2iI3jh/3hxPMOiD0bExAskSgifl8hlEF0xNTkpfDrXfpoOHHfrJMtqSvsu6rtjlCkh3f6I9EGgFvkFK/AeyE+dJQD6GofMAC46VGzTw4Qc97KGFAJUeuDgggKMGGTnwUqUExSKeowB4zFBsbqYTQ7AFpbFGxQYS2Lb0twaZ1mICva6qWHiisSgUsds2cXNvB8xMT0Mi2UiyPnw94+NjJBdEbhlVGmqDcnb5fF6IRhugQRwr0ZiAmFgopsVxcHT+jJUraUHbvmMXXHRh55Mn51N163QsF6DdOqYEYI2cffYZOgbKjo2PC3D0wnQ2xT4Y5JPBvsWzgUnJiGtOdDyogbyyIQ3+bVt3orHmzV8I7//gpQL8JwE79Xw+C4VcVgBjHgq4EZlOict/Bm56PJEdoNyW6dj0vNIVj/w/xG1Bv1905HF6XDAQEEDpp0chkOIigh00nl9qJgVFMifi14JXB9QJi/ObEOfU2tJMYJ4T5zQ6Og4jI6N0rESyhRLGK6J7zhNlUnW8stGXBDlxBGOxwEFjYyOloqMHidfjgyXLlsL+3XsIqHt7emBOTyds3br1l6fkQ3brtCgXoN06pp588smp3p5ODTcJKZqpJUlTcniZPybAqiAu77XZD6CO2ZB6YmXozzadLMbQ2HxfdsbYW/sDQejsnQvJ9gW0aVcupMGDxku+oPguumUowV3fuVl06RNykMQg1ztLDpeYtpzqww7eZBOlTDpDQNyYiFOIa0mcpxpcQcqDjPB1lOYFiAdHzTMuIOUSW5wikJJpKppCeT3Q0dFOfHQ2l6fTxs49lRY/i04+GKzQiDd2/DjpiI8N+AN0bHyvgkFcHAIQizWQK2CsISbAPgOL+voEqFdg02uvwYqVK+wHHny4cNI/YLdOm3IB2q1jCk2T7vjuLdlVK5dHBwYPw6bNW2Bmhjto5GjZ4e3ox7BPs0E0ASeLcGdLXStRFc49QRlcGALY0Jy+XMjC2MGt4AlGoKV3JQ2GxOJBcs4jnw7HbB9EVxqnhSKTyfPotSEHXmTwLG76IcWhwmmV2T4uAng8VI1kMlnissvTRXFfVo8g2EYiIUgmkI6I0k5lsViExmSCEsYR0BGMUdsdjkQFqGvS8tSizhknJVGT3dTcAglxjrgZmBDHwu69gHK8qSmWAIpjbX7tVRgaHYP3ve/9x5s7d8stp1yAduu4ZZnW9PDoRHT7jp1EOyDnjMMnCDDZSp7vdJRpEDjATBtwuuSTgWmFmpERUyCWADyK1zI1KOeKgFFSdrEA1WIZPLqfOmbkhpWBET4cu+KmpiZSQ+SyA7w5KDXXeIeW5ibR3ZcIKCcnJqXxEcsBFfUi/UUdztsQHX/VNqm7Rq4aWRsE5kg4AtGGCDQlG6G3q0t052l6fIPohAOiQ0ZpXSLRJOkVA7zi/cHu2SPOF6mTqjjHmZkZ+Xr5dSvXu8HBQfAGQjA1Nem617n1O8sFaLeOW+VSZaqno6WnVFgE6WwWhkfGYHhoiDb2qDPGQRU0xwfuiXlzT1p9SmMh3bH/VCb+fGxNNtEIvhYqI6o6ePUA6J4A2GVxXy+72emSW8YHNjclYFoAHpoizaRmIBKNkPcHyvdIPy31zLg5R5SKeFwkEpTBsTp1r8qDA58X9d0oG8TOmG9kMyecDsRNSTYgRR21SVODBbFw+Px+GDwySpufXnHcxYt9ZH2KI+SGOBZ2ypp8vWz0pGOwuXO1gZuSVYrIMijRW5zr/pP5mbp1+pUL0G4dt6qWPerzeOHw8DCMDI8K4CrShhduDJZQ9ztLRgfSxlNTPs4OUOtQc4UDpxNWdDR2sGAWKefPMPzk72yLQ5sVk46hoqr8AT+ZD8XjMeKFsSuONTQA2phaAhSl6bMA2AonrljK5MjEIC2cW3RkfqT+oOPbYHhRxseTiQioCO4o+8POHPXcpVKBNi8zmQy0tbeJ526DjMdDio5EY6PolCtywUK/DoNle5qSYcsoK9NiXhs3I2VO4vkXXgidXWhJ6nvsOG+9W2455QK0W8ctr8eTL5XzorPVYdnSxTAsQHpsfIx8jZWWQnPC+hTggrNBqEsdM8goKydfcJZG2qyWINnqBzPpFyC9inXOJXFkw3KisfCxSBcURcebSmVAtw9DSYAicroFHN+Wz+ckgsvz0aWcT52H4fVAgMa0q7TZSFOG4rg4om2b/DuOfuMiFAqGqDNGaiaVLkAulyfQ3bVrNxw6OCAAOgHvfe97CHxRLscdvFgGcJydgJqCvgRYc+4hpbjQD9xKo7ojEgziIMvmk/aBunValgvQbh23AqFQVDST0N7RAa9v3wHDo2Mkr1PyNs4nrHHQNQS2nI5aJWXLrG/6WUE6KTEqVfAGDPAFDOqqdc3H2mSNIU4Z3uPGY09nBwT8PtI8FyYnwWt4IRqJQDabkbpp9viwYVYKivy9IoC/WC458I1dL9IjOBBDgG3ZBOII8rhZqGkFGgnHCUI1MINyOrQ2xcpmspy8ovFGoSY3EBHoq3bFoXjo1XJSl9PB79i2jQZ8kCc/74KL/lUc7owT/Vm6dfqWC9BuHbeCwUBX0UJZ3Sg0xmJsKCQ6VnRiw4ENUkg4AD3rgbJ7PqocTrbm/Yya46mJCWhoiIPXH6TuFTwadaFYhlbjsfH+m7ZspRHp6bFxer5ouAFKlSzTCyBpBSW7c+KrLAJJn1csKj4PqUMsiycfLcMi7w3sok1LUioGB8JyMK1YpAJBAnHyt0YbVclXo85ZhcSSl4fBoE/+ILZBp0CdP1qT6mxXChR0W6Uore7eueLcKyjL857QD9Gt075cgHbruCWgzhMSl/sLFyyADZu2wNDIBOl4A34/8be2PUshpknTJJDRUASWDKwUBDuLeoiLy/t4Y5zA+V//eS0lcYdDEezYydsjJH6Oifs0tSShVC46FIbXp8N733MhpYyjznjjxldgfPs4n6l0r1PPY8tocLI0tWu/m9Kvmhz3MBDAqlIHjLy6rpniNfhodBxpGtRBB0QXzSb8QP4i8+bPI4Ok5cuXkuUq25TydYGF1qY4wShAnsybRPeN3h+WQ71wSnmvAGc840gkjLrqsZP5mbp1+pUL0G4dt2bS2W17d21fYJsV6O5sEaDog+npFExNTdPgBk/2KZDW1EQKudKB5pG3UvoqUJqs5JSrAnTLhRwBF3akra3NEAqG4cChg7BCAB/K3nbv3AYvPD8CyUSSJG1kUlQpw9NPP0P6YqQbcKRb173cEYM2O9uVKRYd3fVKrKLABBexqHgEYOs+H/3drIjFo4x/LFKCCo6e4/1Ryof2pajwoFRyAbacZwjQ3tYGixbOh4IA59HREWhpbmO22QLKHUQDpMOHD4v3aYaUJiXpO93e0QXnnXseNIT8pIhpbExCMBx86vrrr//QdddddzI/VrdOs3IB2q3jViqVuqZYNT+86dXXdLTGDIvL/XA0xJf5NhCoHTVOSEb5vFk3e7uOdcp8F7wlmysK8M9wjp/org8cOEQ/o3pi65ZtEI1EHavQRGOMBmNw427P3gOQz6Ob3hBbkkpeBflei5K4daeLVs8VFB0wZgbiObBPdC3miicLq9zsO0ni7ICH0Vk+r4+6Zzq2xjw0/o6ThRjxhTrvZKKZpgL3HtgDw+J2dP6bXT7RdZ+xchX0LZoPo8ND4rVmYNWqMw8kml+4DYEAAAeASURBVBIfu/XWWzesWbPmRH6Ebr0DygVot45bN998c/9VV111WWtr288nZ1L+ifExmBJdYZXsNotksYkbdlgEeKIDRcAlyoEm+GYlnEjpGQIoelugQgL/jG52OJqNnhks3ytCSoA3Uit+nxd27NpDnSuOUGu0OWnPgl+Qz8HGTKwWsWcFverk8WFaYRokUduGnJYCNMKOqSzYKRPFYeiOZht5aS0UBrNs4hQ5NEQb6Fi5fEF0zc2wYsUKAu1iMQ/j4+MwNjkuuuVaahUuHk0trfCus8+BWEME9u3bBx1dPZMrVp3zuTvuuO2nJ/7Tc+udUi5Au/WGJTq8p6644opkIpH+1eTY6DkIQnzZ7yF3O1RVJDubITUzQ50nAZs0TMINOAZQnQBZk2ZJyDOXigVK3Aa1cajxiDY+HsNXkdJApUNR3A9VFZYP/Zp1qTdWJvqso7bsqkNv4PShgFeGbQGgBPTiHHEA5ajZdFvK6jwelsBVTbkxyM+LXTfaqaLuGlUcCMx4/2Vz5hH/zfpsTvT2iIUEj3zwwAHSh+PY94rlZ8C8ub34/lhls7rvT9797jvvuuuutSf303PrnVAuQLv1O+uHP/xhTnxb/Zn//ZmvvfDrX984PTWl40BHQzRKXSOaGTXEGoD3yzjlGkEVFRDcofIwB8VekU9zmcCujKPeAtpwAIXtRzkZGzXP+FhEXaQZSCkiZXeMzZqc8VO4zOZL7CjHNAttGorHYXCsjmGxHq9MRWHrUxxgIY9pcf4owWNTf1aSGJomR8w1shPFIRnknsOhECWFkzWpxfFdhngc3tYQjREwT4xPwkUXvcdqbW5+rmJa9z/wwH2PWCqWxS23/oByAdqtN1UP3P/At6+66qoHXtvy2k+3bdv2vlKpbGD36PcFiM9FBYNpM6VhZvOiI51mIBVAhvw1enmgMkKXFALxzmQFyrQDmuHjGDeCLiaWUNnMLxcLeRqPxq6c3D10qRYhv2k5NKPxBCMqNdQEY1NTEnwBH00IUrAtsOczgzA6002TsRKey0xqGgr5PHXdAd1PiwyZ/YcC4isKoWiYT8mSPiMaS+dy2QwZSfk8BnT3dMBZZ626/ctf/vJX8L7333/PKfik3HonlQvQbr3pWrNmDeraPrB69Wrveeedd+l0avqiUqHUViyV/nrr5lc12iSUumXFXnBWoE0a6iJtomkyfxC/Sz21hvaeOhnyI6+tPJsrMqkEgZzHtC0a1S4Vyo67nS7lfbRBKH4eH5sg6V4sFuMgWoufG7t7PC/ioOUYOOUVikWBU75tom5CoTDEog0QDochKJ432dRCEjtcBAqFHGRm2LsazZjGJidJ0YLWoi0tLbBs6XLcQHSpDLfesnIB2q3/dqEdqfj2C/kF3/zmN32vvLLhL1DhwLFXrKbwUAahQWZDINNSaMPOZgOk2uhKLWGljAMftppU5NxBlKvREWWyNk4zYjeOXTnahiKVEkAumDgPW04ysmLD8LB5EpZOagy+nX2rDTpWwG9ANBoho39cGFALHYvFxW1BSM1MgYr+QoOl5uYWbO8D/YcOaTiIgueIrxk77tbW1umbb7754Cn4SNx6h5YL0G790VWpVK6ZN2/uXwwPDVPHWjE5KBaghPagFZ/fny0WipF8ruhFPTPiKG6+GRLMcWwbQ1yPmhiXHbGAeb4NTY3IKhQ9L2ywyhXalFObhhTcKgA82ZQg0EX5NZsm2XKYhOV+eDuFyaLRfsBHlqLhUNgJxUUnO7zv2OgR2Ls3DV5fwEokkofOOGPVk5FIw/cffvjhHZ/61KfuHBsb/3Ppjqf5/X4dQ2kjkYhrfuTWW1ouQLv1R9e3vvWtwSs+OTC+/uUNzcgbz5ZHf/SjH/3hgw8++A/q90984hPzLMs6S/y4LJfJLRgdH50zOTnZIbrURtHZRsrlkpc4aplH6JGTfZrjC62xJE4iOXtCOzOENNZNOmkB3IVyFSjwCmWAONVIgQI6KUJ0TG3x+8TiwGZH+VyWeHBcNATYTi9a3LchHk/8s6h/37+//6iNvoceeugL4tsXTsqb61ZdlwvQbr0llWhMXH722Wf/RIBZNwKsuOQ3zzzzzMkjR4784+z7/fjHP+4X3/DrP97oWAji4hhnCUBeViyXF0yMjfUgiI+PjyfKlXJU9M9ei7pjoKw/5Jp95LVhS700Uye4OYjaaqRCeJDGRn6DQBp/RxVHvlxGL5Bqd1f3zu7u7v8bCATuEV3yuDoX8fOJecPccutNlAvQbr0ldeedd24U3xa9Fcf6fSB+9dVXd1ar1UtmZmZ6i8Vim/gZO/De6enp1uHhoXi+kPeWiiUNu2acQsznclCVG4yow0Z9c0MkNr5k6dJ90Wj07rVr1/7bW3Hebrn1VpcL0G6ddnXHHXccEd/+6Xfd53Of+9yKH//kR1vNKg+lWLKDxuGURCJpb1i/seUkna5bbv3B5QK0W+/Iuvvuu7et37C+smvXTpJ3WJi2YgFNFvb1LU6d6vNzy603Uy5Au/WOrUULF11ZqVS+PzIy4vf7g9VwOJxfunTJgaZk04On+tzccuvN1P8HPOBtFuNuW9IAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>