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Laserworld CS-2000RGB FX MK3 (Laserworld_CS-2000RGB FX MK3.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CS-2000RGB FX MK3" ShortName="CS2KRGBFX3" Company="Laserworld" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>30050210-b093-47ee-82ea-000a322fd1ce</Thumbnail>
  <History Date="01-10-24" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Z-Rot" Name="Z-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="192~255" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="128~191" />
    </Attribute>
    <Attribute ID="X-Rot" Name="X-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Y-Rot" Name="Y-Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pan" Name="X-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Y-Move" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="X-Size" Name="X-Size" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Y-Size" Name="Y-Size" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Size" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gradient" Name="Gradient" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Scan/Point_Spd" Name="Scan/Point Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Scan Spd" Display="'Scan Spd %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Point Spd" Display="'Point Spd %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="25~199" Colour="0,0,0" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="200~224" Colour="0,0,0" />
      <Function ID="4" Name="Rainbow" Display="'Rainbow'" Dmx="225~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Spd" Name="Colour Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Grating_Effect" Name="Grating Effect" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="DMX" Display="'DMX'" Dmx="0~0" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="200~224" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
  </Control>
  <Mode Name="18 DMX" Channels="18" Id="07fbb4ff-a5fb-4ca9-975f-01c1ed36e47f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Pattern" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Z-Rot" ChannelOffset="3" Wheel="21" />
      <Attribute ID="X-Rot" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Y-Rot" ChannelOffset="5" Wheel="20" />
      <Attribute ID="Pan" ChannelOffset="6" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
      <Attribute ID="X-Size" ChannelOffset="8" Wheel="49" />
      <Attribute ID="Y-Size" ChannelOffset="9" Wheel="50" />
      <Attribute ID="Gradient" ChannelOffset="10" Wheel="25" />
      <Attribute ID="Scan/Point_Spd" ChannelOffset="11" Wheel="26" />
      <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" />
      <Attribute ID="Colour_Spd" ChannelOffset="13" Wheel="9" />
      <Attribute ID="Grating_Effect" ChannelOffset="14" Wheel="22" />
      <Attribute ID="Mode" ChannelOffset="15" Wheel="28" />
      <Attribute ID="Red" ChannelOffset="16" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="17" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="18" Wheel="12" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="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>
  </Palettes>
  <swatchLibrary>
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tzG2U3klSBERv0If5s18wWcFu+b44lZGA20k9AsoZxGOr7iI5E39RGwePHjM6xiTFYs2YADk/PQ7Vev/DZuzuJPVuWAPRJbAODA5eg/ozJE8PDg7QsYmdaxFN1ZG3pfAam9k3942oe6zNpf//3f48p2Tv58ZTs9a9/fXbr1q0DhYLfHwSpgUzG3+il05s0yK73U6kxzVbXavAb0kx1QANjSYN8IZvLZfL5nE+gGIk2rBxHoJFAMGNx46b1sGHDhJFmJLMSOI4bE26U6N4eIjLFh2M0S0Bx574NKnG1cYr15lBESbBJUWINkBaN9UvWrlsHhw7NoY4/+oxd4MSeM0sA+iS1a6+91rv0sstGMe5228b1VCbUsD8DHh6HuClPT8PTGVhcXPzcah/zatott9zSAsPQpab1XU/1s+973/uGBwaKp3uprGbrqU0aKyc0eK71PH9EA/uQZu0DmrGXNLAXcvlsJqdHAQT1iItKocTih6a2iInK8DnbMkUADZx4Y1VvZZyHBOeOQ7LLkTQyE8Dt5bNZvf0A8sVS+Rm/aIk965YA9Elq+Xz+tXv37lVBEMG4nuriDzmkkAWbXmJ+2PrHPj83V92xY8fh1T3iE9duvPHGOf2Ejzuf6mcQ1Isa1LNeikAdPH8i5Xtjnu9pUE8N6ed+dJRqJM9nMPUwl/dxMMX7KQGAIE5RTpZPhxSYR2watWist3Lk6AwEGrDXrlnrXXPNNefogfuBZ+UiJPasWALQJ6mNjIy87fY7fkipxuvG1gIlkkQmnURYF0Ub6EdlsfLgah/vr5r9oqCeLWZPT6fSp/qe0kzdm0il0hOptLc2nc6sLRQLawYGBsuD/f0eOh3rtTocmpyiz2JWaNBqv02/TAD6BLIEoE9SGxoevvyhXQ9hvQfNntZQrK8kh2CsLYGzfq1/7FCrNb6+2seb2M+3pwrqV1999aZSqfSqM8/a/ulWu5PBez4+NgrtZuu1+u0PPycHm9gzYglAn6SWy2U3zs8twMDQMMXHNpsNypwD8vybwvnorEKmtby0/HerfbyJPXP20Y9+dL9+uukb3/zGZzBKBzMVx8fGUafevtrHltjTswSgT0K79tprz962fVsK9UosfTk7O0dlMbFaWh5157QPvv61YrlNDeIt/kEndhLZBz7wgfKv/dorU6hWYxbpwMAAjIwM55FdJ/f7xLEEoE9CW7Nmzdse2rWLdGYM1Xps7+PQP9APw2tGYN1aDwqYEEHhWQBLi0vH/bHiD1n/qC8Pw7BZr9fvveaaax5/rs8jsV/choeHX3V4eho63UDf8zV6cC7Q/dbLMWHlE6t9fIk9NUsA+iS0oZGhl3/3e7dSDjN2Gjl0EKBWq9J7fcii8zl6jS2imvXGT93PfuxjH/uNiy+++DNve8fbx5aWFuHo9BHqKHLXT3eC76fCwNQmDfRzOwiCdq1WW9YAPt9oNGb046B+/Zh+fnh5efluTgFPbBWsXC6/dHLyMA3S6zdMQDabo6iPQqFw/mofW2JP3RKAPgltaHDorIMHJ6nFU7vZhHotDdlcjlKMsbWU1N/AOg71ZvO7+JkPfvCD/RdddNHXfvvtv/PCBx9+GL53++3QbDXh4P79MDYxTvWIy+U+L53yMx6lF/v5bCqNIL+mONh/6vDoOqqSl8tmIK/XxezFvU88DtXl5c5yZblerdUqjXp9Vj+ONpqNyWajua/ZbD6qH7smJyd3f/azn+2s9nU7mayvr+/C3XsepWp5E2OjpjgWVQjstlf72BJ76pYA9ElmCLRXvPyKgcpyjVK7Qy6liXGxAbeLQsOMs2K+CK166xuf/vSn/+93vuudH1qsVtJf/953qTUUgnA6m4ct286kHzamFON0udXu2LKekRTI5zoWVLuYy4liZbVUOgXZTFZjut+fzqT7c/nshpGBfuqsksvkqD4G9QTUQP/ArodCjeKtam251qg1FjULn9XgfbTVak3p1wf08S+FYbjc6XSwM/feXbt27U/6/D25lcul06aPHKXBeP36CYrewYSYRqv52GofW2JP3RKAPslsbGzs9+697z6qKWzKdKYIMG3rKMxa81JUaCenme4b3vCGh6ePHi7+jy98gUp54lQ4TY1U05S3FnBdY0XNXjumUDzr10ClNhWVwYw43di0mwICg6CNraPapoeh55k8OK48JxX1uGQyMjtPH1des/q8Bu2RdCq1JT/YD0Oa+eeyWfPQr4v5AjUSwCJE+/bvi5aXq63K0lK1Uqks1Gq1I/pxqF6v79WPXdVq9X4N5A//KgK5vlZr5hcW6T6O6dmNMQWN2vJTzpBMbPUtAeiTzEZHR3/zlq9+lcCwG3Y0SKe4bRRX4QFTKwJ77P1k50/hzh/eWdz7+BOwfvMmGB9fD+U+MEw7CLl5qmnaauKmsfRmxxajx/9CAVy9LIDI1kJGC7l/IQIx1kNG7o6pzbQu9/MLlWmVFWgKjr0BsS+gX6/b8p6+79nSndKhG5vdmspvvkqnUxq7M7lMOjNSGh48fWh0LWRS2O8vD3kN6AhQd993T1CpLNdry9VFDdxHm43GYe7jt1ez8d368Yje/L5rrrnmpGjMirOol7/iijSWOEXJaWR4mJbj/bh/ftcdq3x4iT0NSwD6JDMN0OcfOHCQgTMiNutJNyhlAPXI9Ax841+/Dnf96MdUfGd0fBz6BgYhX1ikbWByS0YzcNMMlQvDq7jXn/T0o4ao1AnFdDqhtky+z1XdlOmQwg1Uu11h8WaAoE4uBOCRaekEpsEqlgjFriA+t3lyaz5T9bgukuHIdoIxzW1NjWs83ulDk3DowAEo6ZFmYsMGGBwewmPygyAoL83PlZuN5gasE33KaadS38VsJksghvu76yc7w06n09UDUqcbBO1up93QM5F6q9WqYfdtzcipQasG9D2aqT8wOTl5//NROx8eHn7N9OFpPdBGMNxX1vc1T8unp6e7n//E5xurfHiJPQ1LAPokMqyZ/KY3v6kP454R6DBjEJkzMVr9P7ZOuvXbtxIwVyoVYsWo/2JPPCxoj6wTsbXQKUAm2zaV0ZTpjq24GStQSyeftkcAq0yJSzQEyTASpuvZcpwed7qmbdmO4IpC/UA6gVNFelOiM6LCzAFp6NI5xB1gPE/ZIvb4RluDdiZtmtmObdgE6yY22A4tbXSKdkzxoMhLwdT0NK3f5rrOJL9YsMdD9TL6fDL63Iv6eRDPGgesXDEP64b6oZDLQ7FQgEKxCIVsDh7e/XCor2WjXqtXNTuvNJqNhXarPa9BfFaD+mHU0PXzgecyVLGvr+8lByYPUUW7NWtGIKePGa/dkemjS2ef+VwcQWLPlCUAfRLZxMTE+3bv3g3tdpeqoqmUKaODGjS2QfrpzntgZtowKyP+GvDudNrUKBZrN6Q0YFPTVb0NYtAqLsiDgC9lj6VtFsknDJymE7fP7NqzwE6V27jPH30GzHRbgF0520Eg8Xl/0oRVMYh7vimpSfvhspryeTwHL/A18IJt7iotZQXcsbD9lm3bbVU/6q6Nhe+V6YFIFmA1OFMgXwYSWFyk/ROIy3kDyy/6Df1fMZ1KFTPp9DrUx8ulAgynM6SZ5xwNfc+je2B5udrRTLyur/dirVo7ooF7UoM4AvkBPYA+rv9+QgP+7o997GO1X/R7MDAwcME9991Pxz42to4GQrwS83OzU7/oNhNbHUsA+iSytWvX/tqP77qLu3B09ZI0RVZgTei5ozMYUuc23TPgrZ+7mmFiQ9J6tUahedSjMN1kgFbcd8+wW587dwg4x920DZgpBmZghmxqFvv2fWnCStvjGsbST9Bjx6NsQ8IBUX5A6YQAnnsHxjWQfWbpwsaVZe6RFFG2GnrcFsvz5NixeWvIOruZJUhXEqoKh45W/TqVMg5RapDLHU66gWmtxZ2zuNXVEh9nPIiJc5Y6pXienrSk+qlPYyazaXDdmksxqgXZeJYdoQjmDzz0QKRnNt1araZJebPaarcWG/XGbKPVONJqtA5pQN+vHxhzvkcz80fc78Hg4MApM7Pz9HpifNy2AFtaXu5ZL7HnvyUAfRKZZk6nPXD/A1zUPSTGuFypYa1nqhVsWCAyRaewPGq+eircbjWpXodf9SHsBhTTbLpeE/oZsOWeeSYCI7KMV5n2IRbgDJP2OHJDAJgBHAxw0n8MtBZs5fMC8vh59hYiQPskrYjLEGwDWcPUfVudz3R5jeJjUNbNyMfUtd3FFWvkBkBTegDyeBBQzKrNOdKsgyJTpBu5uW4+HzO+Nl3GzbUKeAZgBgXDtoEdr9DuQKDvi0TDyIASUidvkNZXyM3T+r10Np3uy+Wy41g3Ja2yUBoo63sUQiad0gA8Ad+77XvVe356zx/98R//8U3mezA4Mje/QNcDW53JPalWKnc/i1+/xJ4FSwD6JDLNxAYx9nVgcAAGhjbD0mIFGo0ORTJ0uxjbbPrv9bDoyHT1wASWZqNhnXxdzcC7HFJH7NYXScOAigFQFU/9cXscZSFx0gZ0fQZFs1scEKjkqTRH5G0brRvs/pQwXmS2ftw1RIrX+yxxCPjFIM9yCDNxUxhKxY5O5Tg6KX6b94vr+xq424oGBTv42PBBZti8LoKpkc7jc8dNSmcVaU1l3sImsCirB2Yg8blxbxjY4wgkphy3pk8NZzUyELSabVheNoqHptPkFD0yNUXXNpvLoM5c0p95p377pj/5kz8pvuMdb0+jXyFfLMLGDRts5/J6vfn95+J7mNgzZwlAnyR21VVXDb/6Na/xt59zNmw6bQtMHpjUjPhxmjK3mlnoaICmLhwIIGEM0tKCCRlgp93WTLptoilQn00FPTqzACvWlSYpBIQBG83YlTgQiHzul0eAxHICglJoHXwRSQUROx5x26ItW2Yt+jaBbsy+gfu24kLf87nRqvmsAKDHAO0zwLIkbSNIXMYucozZj8wMzADm+6KVC2h7dptmXxy+GHUtC6bPUmSLrwfIFJ+LT5JJKGCPEhN36SbtX5n9BUEcGOLxgCj9CHFmgwvG1m+wvQcp6iWIpnH9kZGRX5uentb3M4CB/jIWSKJ9t/QM6cMf/vCPPvShDz3L38TEnklLAPoksL/8y7/8D29+y5s/fmRhAc6/+GJYqlQoiw+jMnKFAjFj7KohvfACMK2RDEvkjhyYbah/1PiD76DzjsEC2ZrIGIoq4IEBR/1CdFvRpQmwBKRxmo+yRIiPACQGGw01XgQmasfKDB6UON8UxTmLtu2J8xCMA1L03Xh7UQzILIt4pFmb55TvW1yOnL7bnsczACfGmiJVlHGGWlAHsL3/jBYfxbMEHqgQwCNpyCsCO2dx+p7J4jQDTyce8AB61lee6UCO/3mSqUkDALlyjcNTHKAB3qs2OXJb7Racf+7Z8Ojuh6nuSV9f3+V7H3+cBrJ169bS7Am3Mzl5qBmG4a9cws6JbglAn8C2Y8eO8y6++OKbX/26151y1z13A2aOmQANj36YlFKtH1iHAxl0FiM7QtZGw5CzCmOQMuwtJDkE0SDwETRS1sEmNaRjImqWk/7KjBBEp8bYZA1MWI84tLKH2T6x9qDLTJrlBAgsw/Uc56MwdMFkEyUSMYs2g0bUZgcmyyniMPQ800SVtGqRNihYI+7GLfun90FmA8yW5RzxhacYKMG+77NcYdbj5SaBxoKsJNfI8SCYm6iXgFPjlWW4rlxEseU4GHiePcaIrxfeN4xaaTZacOopG+HUTRvhgbvvOYD70wB9zh0/+hHtb3xsjK4/2pGjR2ee+W9gYs+2JQB9Atof/uEfZi+99NIvvONd73rD7sceg2/eeis0Gk16D6fCxNz0Dxyr1aX0I6NBOtNqQZjpmsSSLhBQkonuyx1XkGThND1khgg4bbcSB3+EAVRx5qBM+z1uBBAJe0z5HFLHTjCSV0xTRGSVwGCPy5W7XfECymsVDxDIQi2gKrBx16KPe57qkStCdHQqzwKqDAoBOU2VrTMiIGi04dCeL4XT0TaAZgxyLFaC8X2O4VZmwPPNgEYx4YHpvI3hhNYJShKR0ZaVDGpRxBq/33sdvHjmAmCcljiw4e/aSoIAACAASURBVO4QoHHG8+IXvoBYtFIR1dgoFPKbD0/P0LbHx0dBGszOz84n5WJPQEsA+gSzT37yk//293//9/8qUJC/5VvfIjkDnJRsjNYIuqZiHdbNwGJEqEN3Wm0CBZPFh2BgJArjcEvZqbewaKUkggFs/C9ZZD6jt2AzAo0EopkxAqIXsp4cWUkFt2WyAUPjSMOBAAESgBm5SA9xQ1up0YGY6NuQPrDs2aaaA1gQM5mPRr4wMoRnIi0QIPXrtgZ3U9Et5DR0MzjgTnviqhVYZyPtrd0GiQMXIUPeF6lDcXSJjUDhDVlt3A4ijnxBQ1wY94n0YuYtjlFlnamxQ7KrQbpWWYa3vPk3qCv74MAgVKvNR3EdPWNYu7hUIUfnxMS4XB1YWlq6/5n7Fib2XFkC0CeIXX311ROXXHLJ117/xjec8+O774aDk4eg2wmYkSGg+vTwlTi9UqQfZ6j0Z5PkDorvRWDSP/iuUhZsCMw8PwYcNGaQsQRhjFgsgqyK4vRr+x6CnceAEhH8tFF/9QT8IjtNF5YdsdRiN8LqbAAmy4/25cQ4m/A537JsiWtWBrmsgy8trDU0Dk+PteiIB4eQ92s7ZHfMvkXa8Gx0CWv06MykAIt4JkHrEYOWS8YDGtUZMYkxFJSB9yWVYiauTFZjxHVKONpDZgpufLldpsQBavT65eUlOH3zZjh9yxY7wN5www2PXXfdddBud4q1WgNKxSKMrlsrl1N/ZvkHv9QXMLFVsQSgTwD77Gc/+/+869/8m/94cHra++q3vgOVatVGP0DAjIyYIzvClHHcoQ5ND5Q5slkK3UJwAnaIRVznQpxpwjolUy6O0AALQpTUge+FJtyYQEZZHDCAauLNiMV5HIomGyD2TMAcgfVZRcIODVxap16P9sosVZmypgASLofPAc8iTJwxOhmD0KPjMhgf2W2YKJaA4polHTzisDhgNuxxtIbXjR2RwK+6jrZMx9kRySVejuaFyjLjCEuV4KAT8mDFoXhG5gntwCHx17GE05s1iceNM6GqBui+C86FL37pixqI+2BwcBC+/JUvL37pX750eLlWy2qQhnXrCjA0NESfxxC+xcXFbz5z38jEnitLAPp5bOgEfNHlL/rqFa98xfhtd94Js3PzDE6xBmpZLuuopC2zPouMjcBZP1oM1JgCHjEzI7DmqTs69WwasxfX3pBIBjLlxE5woSIjT/AOe2MTzLSdAdZ8vJdBEzDzIBFFDmDK7ugc4xgMSq5B0Dejij0eyXLE4kyhXsePDKtF9owsGAcedMqZDEuTqEORJJFEkUS2Yh9H/1FdEJsSI+ctbFqiQMBZ7swAcHDEkw87JmQxpeKQOqbq5l5hZA0PVDbxx9HUwcYSGsP7tbS4oD/XgX/8b/+D4tzrerDGglAvfcXLS1u3bT39x3fcRbLOmjXDUNQsGm1qaqqrGfbSL/g1TGwVLQHo56HpH6d30003/f2b3/qWdz64Z4/a+fVv4tQ1ZluiSVqZWMWOLZw6R6YanKRIo5MKw+6wu3cQZIHxBwJbv9lUhEOPv8cZe+JY83ja7kZ60N+CSfx5ExPtxTgFwkxjh14UeRxaZxyHEBpWGzBQ2hMTnTYUAULYrQHwAMGRNWS+XoZ7Yw0NBDZK1QYC8hSID09ZWYUAkXXoiHVx3E8QAksPnuOojAcpGsB4ULIArVQ8QPF1wkGQHIO+Oa6oHVonpj0jipbpWokjkukHSOx3aJ2dxnkbUlGr+dk5mJ+bg5oG5larBYV8EXK5AjSaLXjs8X2wb/8kDSCbN22kju1oh6cOz23fllRJOhEtAejnmf3Zn/3Za2697db/qVKpgW9+71ZYWq5yF5TYjRZF8VTaEEsOm7OSBKc0cwKGAWmUO7qUwICggGtRXDEDbpo1Uo9rZwiLtnHIQmItZ5VYXmbQUQziNtHDSf8WNkiheooHE4dd23Xk2YK1weUe5ZelCkFRcUZ6yDYJwz1ynlFsd6AIqEO5XAzMISeMhFxXw2yWE1hUYDV4z7g/zXUgHVpxmCDY/cdRHWD/RobuE3tPk+Qi+j5uL2D9G7M1MdJDpB65sj7LTwFv02R6dqCyuASzR2ZgebnCzk8fiqUSlPr66P4e3HeAQu8w/h1TvKl+id7g3Nzs/l/oy5jYqlsC0M8T+8AHPlA+/4ILvvKbb/qtl91x106YPDRl62dYRkn/xGFXEgknqcji9Ioi0WiZ9aUMi+5qRpWinOOQmW9gAZKcWFIciRI/fM6cA8ui3WgCER6Ay3aCTXkGpzqdnB2zy8josqDEoWY+i3mGNDewcoYcvACgaMRyDHGWXyyhEK+NIygcPDdJOeY1dX/hSI4oErCOlW9itKJpANiCS1LJH69LEAWcGclDkjLZlTRYeVwXRI4pRKnF4wgTTfIjoyVLir0MEK7uHqhY0hHHIPaTnJ+bJ3DudI1MktPsuVAqQ7HcR0A8e+SIiaDRWxrHIkls8/OLSQTHCWoJQD8P7FOf+tQfvfVtv/1nk9PT6X/+yi00XTXA2NsFxTjkIpOMQm+ZPinG4WYAJ6AqayEzQVOXOeUZgEZvfzqdYUAzU3Fhj5Jc4jvlQqUehkQTuPqKlVmsA80qtjwwKOv0slIqL1ehceiB4jRp1H9lcDEb5d1ZhZmkErNfAWaTddg7WBkd2sq2NGhJnHN8cCHnxIiz0kajiJQTxbIGSjLC9o0DtGs+S2ncwOuCrVFtHLT4SXTsGZeqFxnApvhnHABY/w6d+8YHxxc2imcskcnWrNVqsDA/R+CMq2QyWShpcO4fHIRcIQd7d++CkTXDMHl4EVK5DIyPjtnvV6VSSWpwnKCWAPQq2vXXX/+iyy677H9d/rKXjt3x47tgfmFBg2ZkIyFCCCBOQZbqcybaIQxYxlA8bWcnG6VQs9aqJO2Z9FATdhd0DVhLLLFhb+woxO1JFxSnBocVNTgZwwochGFGfhEnlwLVw44lPtgqEhHYbZpj9gjLJC7ZMNHQCe2LO6dYacVTFsOs/CL7pveBd2YaCHishRt2zNX88HgjecVgHDpAyaen3IEhjGUVuh/d0OrO8UejOMoEg/J81r4D/Dw3DhBpxckMNPeMN2IHiLgOyFGsr9ExzBuXYRH+smbOff39UF2qQLGUozrWqHsX83kYGho0x6W/Q4uLi19/5r61iT2XlgD0Ktnf3PQ3n33zW97y77/3/dvgni/9C2UC+hS3nIe+gX7IFwqs+YKdRkvCmtQfJqAOHdaJgBwZhi28lpxOCM5pBOcUBGlMsU6x9pyy0RTKYc1xgSTPssq40oSyDjdliwQZp6NxFIJxslkGzSfs8RFFBrxN2YvIzAhCAywCTCridG6RDUDFEoPVUXiB4oxGqYLHkR+xxKJA6Gj8r5wTH3AUgzzwWcaMmwGcrpHnhONFK6SnyC5H3myyBWV2grsIeyQieY7C0IkHpwvExN8MzuXBPnjiscegg05ibp6AsyBM3y+US/SdmTl8CDZsGoPHn5iGTK4MA/192NWb9jF1aKp73XXXJWneJ6glAL0KdsMNN7z8xS958b//5Kc+BY1Wh7zw+APEwkYDesoqYCXZgcCM0RPHlRdPwym1mjGIfvAcE+z5EsHha+blmYgOjOYI0zYvJOCEjVh+8GwbKs/KG8oBM7BCRuQwaQLRKAKHf5p12ClIwChaMWqxsi47PyV+u9cPKJo6GH074pRwGTDCSEYuJw45jh+md3iA8DxmuLiepHjTAGHqTUtkhj1uSRyxQC3U33zGjojQC858BKzNW4WFroOMXlLJj+SNwCTNmMHSrIPrkwNTvz+ydg0x/1ajBelMFpqtpr6fGXpdLBWhVC7D1P4DUCxmYM/Dj+hrW4RC0Yf1G8ZBuqZPHjw0t/X0M56Bb21iq2EJQK+CDQ4Ovu7rX7sFvvzFL5KXn4rj6x8dJpMUCkXqd5fN50hjRC89dagu5M166bTNHnOz3gig9Y8bvflKmYQUfI3ZbL4Gf9MN2wB1iM5Bp48gsBxCAMO1JTyWOiRiROSEuMaxsGoOxWMWTe+JBOE5AB8aZmlAK+TKdJIt6LM/LOoB6phpGtbqR0ZLJvnGl6JKUroUrCxiZBVm/wzcRLBDOmGzfsgNdVlSsY46q2A4nVkctmxFEb42EMW1o/mDrNlLl4IY5HtiwO20BTV5ZWpDK0mDD6HUV4aRdetg7+49ekY1AI3pBs2uJjaepgfyIt3P6nJdr9+BarVNg1E2lydwxxA7GVSOHj362DPzrU1sNSwB6FWwbrdbL2jgxRZH9Xod6rWqDRVzWarVdDVYIoDnsWFpXx/gZ8v6B4waZL5oGpjmsjkCcHT0IV0MOJTMgK6pTZHyUhqYOXoB2SiXooyLzuM/HhfAZ/ecA3zErJ2IhTiWQ555lFBO4X1l6k2Y0p7m2EwQdcSSQVyUyNSnMBKNIayM1KGJ8lAsN0iZEBZc+NjkyWH+TqyyOaiIwFCfIYQqsNEvoZk+sHNRejCC3Z9EqAhQix/AlUXcgv6RSDjCqT3TCFfEFROEruwAYh2RrEujj+CUrWdAs14lptyoN6hWN0pVGG6nGnUqgtVtNzR7LsDBffv1YF7i6xbCGVtPt9+1+fn5n/7y39jEVssSgF4FazQa9x3cf5D6ABIuK+ApvAGDUJxihHdYfU7pH2gLGrVlmJs9CsJaqb5EZCrXIYBTDWgN4hnsa4e1oPGh/7bRGRBRBTTcITFpievl/Xk2rM7rZYUgaoJHGXluQorbnNWgqu84FiPens+Oz5AkDgQoDFWDSNKvJbabnXfcispGiKhe+YFYKf0RWtCU87OSB+vpPWyc5Q8FIevrrH8zUEsUhhxXfO6sXgsYK4gjLyyoS1KPF18Kj+t5EEizlh4y83YGPeB7IOe7acvpMDIyCAeeWCTJa+ogduhuQ7dRhYPVJcPS9flObNgAxVyZYqKbzTaUB9OUsu8C9OLi4rd+ia9qYqtsCUCvgi0tLf1oaHhIs6A01TLGH2xDsyJKR3an+ZYVmn9d4KSnwDjyAs2qsKcgbdvRYyme2TcRGwjeCB5pzir0UxnwMbuQ63XYkpjItFEK4QpwyvN6nH3IwmW6blkfuPKHihu+OoBpCGxceMhXKedcI+tQw2xD34+daHL+0jVcro0BSJ8dp8rR6cGwYeVcPGL9LC14IYX5eZzIQmVBwzhqxMoZlsbHmjOtG7FmD34cgQHgnCuwhu/cK5ldiPOSLoNdagCavxtrR0dh29nboKmBeJ1+ve/xJ6i0qNTqUJ4J38PzzGkWja3K0JeQ1jMofK+vv0wRHGjVag1uvvnmryddVE5cSwB6FWzHjh2Hr7rqg5GvKRamHODvGJuVZvy0YZrcZbq3ToUBJ5PkgFuJLBCLFEFGWMjssRuzPtWIpQQDEgaAKYlF79fXIE0F7tNZcixm9Q8ewZoAXQMBboZiqaUYP7eZMqnREW3P1khmQHeTZ2zFOVxbCdBJmjUXpudTCLkanEn1jqyDVEAy4mxBsV49HGxYooqUfc8UcDLgavA3MvHQEevhkdQ44SmNH3Kt6YgjCcUJKfEq9mJbhm1FDU/F113chqIhKZOKjxqICgIGfbw+IUXubDv7LJgYXaOZbwaOTB+FVqtNXW6AZzl2T16saeP9RkcznveakWG6d7je3r2PLu3cuTPun5XYCWcJQK+SdTpBU/+I8/hDotKWnsgQhmliOjRImU4FFpRNU26pIgwM6IYNmvjayCRTMPjIlJ02I8yOgKLLIW8GRGykGRfv96SfIBZc0qCNn0Wm7adytlIesnAEMEqEIVbuG6ck1/+wNY3BHKjEVlNPvtCzzFOSQEydDkWauYm04Op2TtQErepEfaie63OcOs3KhOj5kdHBkaETYw5N+nbgVLQTZm5mA4odiBH3CgSWj6VFmIlJj+z5ybWMG+BauYUHTyvl9EgmhlGjNr7ljO1w7jnbod1ukqZ8sG1kMNSdRRUxUTM8UNA9V5DJpElawn2uXz9BMgfuYvLg5KPwwmf4i5vYc2oJQK+SacZc0wCWZ2E0ZpxM0Ez2mvwgHbmAG3hwG1YyyTc0OCagFlp9V9CrpxazZNDFSq/89EGqtZEm3QJoqlosGUTCwGP5QzRwZOHExn3DuqmjS8pEqVDYn631oZzokRhsJFRNroeRAaTBKlggVhKSxuAZAx5wJiR3H+eIC/Mhz36GKs1RnHVcYhQ3YWpEM+uOmOWD0wFcRgGWQJTvqO8R2Ap48SAoq1sIt1JQhHIWHZOJ8h7fuBFe8KJLYXhoABqtJkxOHib2jGBNDRiiyA52HnhW7kIHomH1ZjazceMG1rRDmJ2d+9Ez/sVN7Dm1BKBXyXK5fEX/wEZszWWaWXNUgopsBpsFXifMS94Ts7Nnx/kkkQgULyxgYZ1fkQPmwhwjy/Bo+o+RHl1ex24bLPB4kmrNmYKoofdEooGyxYKQVSMTxzAwZN7YRCCbL1LCRZoZt2K9Gyyocu0NiGxEhInKiJm0pHDTMbB2bBq78vucWOIJyIoera8Jd/wjTdpciqhHy8b1UqBAgmvi7D+J3Y51ZZNcw39KpIuKJRtbGlYG4NCEFmr+TsuKhQKcd/65cMaWTbBcq9E+2u0WVatrNdvkBJRRRAYESaOnMHm8zuRLSMHExJgZcyLydXzjF/t2JvZ8sQSgV8k0u1wUSUO0VUsceWmvsimwymFbwgzBbsI+MZ+kv6XGMW3PatYMSiyXEDPltaiXoGzJ2WbMzB0gR3GlG/LgAo7kwM5LKtLWBq9lOH5VLcQgCQK6HrFsLPyDTNvH1xqwstk8sXKUV1A+wfVNw1WWNnzDYjF9GiNT3H6INqICTIq3DCJ0fmHcREBFXB8DJFnHMyF3Ec9YImUZOq3LVebsvREHobJ9t8Ho/wzK4AAzOJmMSu6sSeQ57fSt8PKXvxiaepDD0Mv5pSWSNRCcsUhSyMVDJFZd7mtbA3itWjPyEs5aNFBvWD9B7yO433777d9+il/HxJ6nlgD0Klk2k52nwu5oDs6KHmxemzeF/Mn78Xoxk454ii954CreYPzaztBNVw/gaAIQaQOlE5FaejYiH42lBcvo3EFC1nUTMiLTJzGSkqkx8bTRHcgWG82aBTf3Wpj+hz4x8Ewmxy28zCNfKnPHGFM4CEEK2XgQdIwKEWDlvsDIF4HU4BBnoDkfmmmEwE43XoedgiR5hCyp0MRGmTBBMAMZz1HAZlrKcTuJOu49I+API+rmErKOvfmUzQTOGf1diDQ41xoN6DRblD2Inb7b3EvS3o941DYORD044eCGA3y5XKZO3njZ9z2xr3HLLbe0jrk5iZ1QlgD0KlkqlVqQxAZx/rggHClHG3bZqRtAENNlkO4qpuaFckDfTP0VSyh2mcAK6yOGJXO4GUcqxEcEzKB7NAwD1ErqZMjBxDgSgzkTdVqFFXWr63IjWWTi3E4r5v8CpBq4Oy1o1moW1M1MwhwNVenLZikNOsWAXSyWDANH8C4PUJYmZVOmUnbg62LZTiycH3aIcXc7bRNZIno0iGKkYvlIZJ6IB0TrgJXLFL8nbN5eANf0n/0Dg3DhRRfA9m1bYFGzZkXH0NEDVhuazYYGaQ3W+rxDTmsXKUss1LMHDK9s69kG7mvN2hE9UBVp31NThw5fcMGFkNiJbQlAr57NU9o2YDF5gQxjMv1HUEE4wzod1h3FEQWmvGUMgBBZUcPq2QAOe7Oz6hhIrVgpS5wpNID7uofki6eOgYoigh3wdkzZYcDu0hZVWrltlgFsjQ6r/XJ0SsD6uZPQYaruKeq1iGxTIlCMiuLIE2AkF+oqk8uTfIIp9dlcAYqlPshhNmahpN/P64cB+SZr6gji3a4JVjdOxNAk69hjNsgp4dOmTopZhvHpeOydZptrOXkkXVArMn0s27dvg5e86DICYywfamLhQ2LFyJyxg0qXIjjiHoxywUQTDzRIe6k0XZOJsVFKTMJjmZubf+TYG5LYiWYJQK+SBUEwi1EOAmEmHMxEDQiYIsMq9pVh85atpEjUasvUk+6x3Q/D2Pg6SPkRHDo0C1vPOhf27nqAdEfPSR4xFoNwTG3jOhIxVMa9BT1mxpEoGfy3qA+BZcOxfqIYhR3MB9FZnVm55e6qZ7/OcQHrLOIjBN8BegXS9suaaOOoRwdOhqHAuB1MADROgtIsnELxLAOPMw9Nw1mTvIPgjU7NbL5ARfHzhTKl2aPMgpXkFJ8kZngiSHb0tUcgD/BBZUVNg9d8XgNmqqvvXVXfzyE9OGRgcXEJNm0+A177ml8j4Pa8DBVCwmYC6BDExJRms0l1wSnEzhaGck87onreKGnhDCLSn1u/YcL6MvQ+fvJUvoeJPb8tAehVMv1DnMUfa083aKdmMv78lytLMDAyTAyroKfsExs30Y9xb/gQVKvLsOWUtTA/n4ezz78I1q5bR6wLf9xLCwvExCqL81Cv1WmqbDINHarHoNuLdtAzj3aBU8L9Yr4ds0cKFfOOwXtwUcVxVcb7BgAruINo4YivjnDOG7WbW9H30L72WYeP3NKokXEkQpxSDqz9SufxY09HQVMPRdg526aAQ1wvmzItKWIiC3l9TxDEUQPG50KxrF8P0GsvJVE06EjtwDrfo3tw6MAT0Nbgu3XLaTC6dkSDcINbXEVcPyVkiaOpAb5pWpSBie7pdRab8zEFtDJ6Gwo2TIy7ERzfPd73LrETyxKAXiXTDHoOy0Xa7DvPhEzZMDn9I8Qf6d6HH4a9u3fTT9P346iPWrUB9z/wBHWxfvzR3fSjTqd8WDM2DptOO12DRBaWNdseGBqGn9x5B+y69+4YNBXYRA632porPkQQA3nk4CnBjmTeqVijxf89Fp4jN6TDCQnsiblegdeuSbiddb9ZlcZ1xglwOyngdgYAcSKPT5HJYEc9x+KuKczALYCHpnECORnlXAL7eWkBtjjHZZYlGUWZmiApSp031QkRxIvlfpJVhtaug4Zm8OgbPmXzBqhqVo3Zg10T7kKNF1CuaaKTsGnC7Iglg4xNot3HlwBLkqKzGUPtxsZG6V7hgH7NNdd8/+qrr4bETmxLAHqVTAPkzODAoIlS0IwxRBbVFYcTaxGiD/M0HhMWhNF2Wd/EN3befitIASPRWjPZDKdqp+nHHvsDHYor7Jh3JUAdZ6yBYcfssKRgMhXZGGPZTly4P+LNirwAzD65bCmLJBbTGftCK4UoVr5dndxpOgvxZ/CfoEfIcYWTOL2nB/+VsPS4AwwtllRuh5rHLBxsOJ2wb4knDyTqww42EXTwHPRg6fsNPXtRsDg/Q+fUDQMC73JfCcbWb4AHHnwAzr/wPNpPyI1sUd5oU3hdi2Y+GEYXSENZU1bQDioUtdFX1ut0oZDxSNNet24tncb+ffsboQ39SOxEtgSgV8k6nc5MsVy0YCwOL8mwM1jZE0dBFsXIF+vVwMsocSHQbDqgH7cp2h5xsgo4bFXic/G102DWgjcV/bQtoVzuKjJGQKyP47clRR0Uh9N5FE4mEOlg6rHn0/OXgLKy6gkpP1w4zhanY2buO5ElrqZtjkVSyaUzoHxQQayKR9ADsD3HFSeFxJfZDFY9l1LWiuK9G+cdUAEjnOFgNiA1UcBKf5mCPrgMXHzJZZTIg4AsIXcI4lhWFJkzzp7wOW7DxceA54yV8XyPojsC3v3w8BD0cfPYqamp6fPPv+DYk0rshLMEoFfJ9I9vOss1LmR6jPxRojN6QCNyHGk9cgQcy/pUDIhGmlCsS6h4G2yGOUtlujjzrRf8V0ogNLjo6XmlZ0M4xUa2Thl4HlfGU6YnIu4npaTzeJyCbuURrsEhZlO77d98UK7IIaycMyWFaJtCSq4Q4g4Tva5JC7CmQJw99/gyRfYzAtaxoOIK7sqeC+3F14w5wCHODFx+JkcHpihjMkVOx/7B/t6u3gi8gdGfWyxxdDnF227Zfi9M5uLi4iJk8/3EwNetHaEkF7TZ+bm9kNhJYQlAr5LNzMwcRQZNBXuUM0UXFuuEQ9jSnpGrtwK/J0zTiS32lJ2xxxAjmxU5IrT7ET1YKuJFoh3j5pSAogB5pFlf2zmTmHWrVAY6rQ4EHoaAtRxWicdtuox7SmpxYBU9kwHncaq7lXYgro0dn8RKLyQYh6DVwfnZ5xmIJJhEbt07OR4XbO3hxyCtwCTSOADsfjZylimbrtJzZGYJHa/TpFaZGVIGJahMOr5f1IndlA1ttzvQarfIoUgAfRx6bweWyHTQSad92Lx5IxVJwmuwtLCUFOk/SSwB6FWyz372s50/veZP6bVNm1axtAFOJp5Zx2WFYDHAgoIygEWJKhbw5S0GE4vARkM2cb3CMQ3Y9DjmFDNUpXqA3klgtAdAXVow7brTdN4TwDXnFbric9TVYNUmgEGwki4uhnn74OtRK2DnmRvw0aMqS11lFV8buwufATgCOwD11JfuOWdmxPH40GsC3s5gKPfNlfSdJxqQJIvRXnMegDHWGms5S7ZlEJrY56aw50aTswSdSqHKboTuM1UK1PcGHZJ4L886+0w7q6hUKrcd5ywSOwEtAehVtP6+vkhpOul65g1pdDqqyEJwf/z8nkUeieUFArqVURk9n5O3ACCuBQJxXQ5ewe096DrBTPU1V1eRAcRkAvZoM8fJnuON8tspA42Rp0FKmaQLFQIqJWmsuxHGRY5s2dIIYnlDrdx4L+NVLPlYQiv7jiJmyO7RMm12j98F3+MMSj3+VufSinyjItPAl4YCj30MmuVmM6ZJAlrIAI2yEYZIiryBD+p+Yy+9spfTDBIedWmhJgyakZ96yqn0Hm7nhz/84fcgsZPCEoBeRcvlcoGe3qfc375US7Npz1HEbalkuTsx90ReJkA4c6sPH/qDHByd7cLexwPYd1BPdysezC8FsLAEUG8oaHciKmIUCKMTMPbMviw7DBxFwQ4QAmLHoZnHqgG9f4fOMtleoEFJM+luu+WoFybWOKNZZp4SeVZsvAcc+XgiE8BsRQAAIABJREFUNzVbYrblczGqeawa2ep8dsvx9iOXKj/ZuQmOK+fhXpYuSx+e6t0MOQqBABUjbYIwYB06oAgdlDeaWAAJIzjaTg2OFYa7wpkGJsXgdSjksjAyMkzv7XtiXyupwXHyWALQq2jdIOhoAp2KM4Z5Ah+GPQ6/nnRsWFGbg99AYLroHA9edjmCWoZ+xK1mBJOHO1iYiVaq1UKYX4jg6FwEhw6HcPhIBEdmFEwfDWBmHjMVFbQ6CjpdxlPcSOD476g+cjzFd01wCmO1M5lUj5aOYBN0TZ0PU7TIMemaIvsDk0qNIXQKj1sdf3/yAcHGHkbNA5ZhzYzKshe+ztJFPL6uYhKDHdl99J5ltPID/FZcKjViqt+rTsf6eyab0jMEX1/rDsU5Y5QNxkIj+200GhTB0UWAXjEDceuamEM1TR4GhwZgoL+fFk1PH54599xzn+R6JXaiWQLQq2iaNbU1E8pjyJQK4oAxiRCQHn+Rs7yHk8VFiGkdjBwAL/atffXbdbj3oY4GTEU9+Ep5BX19PowMenDJBT4M6+dCHoleGpptBTMzARyYCuDgpII7fhLAzvtCYtq2izWYbijHZcmk+ypIa3Du6ytRdhwaSi6LS1VKW85pptftBCYxg/XXYjEP+XwWKpW6Zo8dzarlvdABZtUjJ9jgOhsq6HQnsYk+zDSVA+CyCQmTUfGaVj5xTuhYB10vI+99EVNo2yZLlvIxkXNUP2eovRgOVgHp7CE/iEW3WpQRik5D68jlY3brrqD2nA0NQI+OrjNdVfT7s7NzT0BiJ40lAL2Klkqlm37K7/eoDof0/1jBMK0zS1AQYiywLasMELXbVqKl50OHA/i9dxZh/XgKWu1Is7MIFhZDmJzqwAO725pBh7C0HEK9FsFpG334399dhosuMNrom64M4DfeXYe5Bc+JmT4+eRTzNYvsHyrBiy49F0bH1mhAzmgW34Gbv/xdqNUb5AjDRrXY6DSbTcPwyCDk9DM6xEpF0EAdUZ2KMJDymspq4EY6jnqSaFzHKS23koIDlGC03yhw5ALVC+ShvZ5gamw4+jSX+7cr9BaFigE7vi28Njc08FhbofKkzKDT1MAXY8lDG//clQgOziCkGhzHIe/yRyGfo+8KnuP6iQmKisHlS0sL9/2MW5TYCWYJQK+i5Yv5GvbuI7NapvujX5Go0iNWx3+b2hJGnnDVgFzexOOm0koDo/5RFw0vPDwVwu++s2xALzDM+2/+oQr3PtiGy19gCgH1lT0oFUADdMzsQblwdKwh4Bw9ugA/+OG91F26v68I46NrKVwMGTXWOI6iptGD/RxV6SsVc1CracDWx5fLZvW+uzA3X7Fnr5zdWX2c//GUMMuVV0sujgm/sCn0KyJhZG1PtivnR+uG5JgznVdcjbo3LtpNP7dATkWXIsOSZT0Z4PQfmIaPRgktLG1gxAYW5zc1OFo2EcgebyQJR2b0wKp1Da7gt3HTehs/X6lUbz/uzUnshLQEoFfRUl5qyefYVWFbFArndDrpmWXLnN2GJEAPVrbbvekTuSwCdKwh44z5kb0tKGvwnZnpwOBAipJAEMAH+xV0gnjajxEC2YxEUPDnIwNm3pMANB4UgvHc3CIsLCzTuTz44GMQREHPFB2BFgGoXmvA8nKN4qozeqBCQC8V8zCvPxubC7rOEsFbBaCOOZ7ez0hfAqkRogCe9AzcoGryP3LEh9laZEsWhc52PRfAJSJHZA3ldrQx555NZ8jPEEQGoFHa6LS7xJwbjSYB9koHIQ3CYBg3gjE6GE3nGICJiXGb/LO0tPTNJzu1xE48SwB6FU0D0wIxaP6hSShZ5OKLS9dApvsOEBBom2eM0ACHqeFMGkNp5aMzc13Yf7ADP7y7C699aRoabQ8qy4EGRQ8mNatutQK4514F55yVJeAmgO5hiD/LFLF4PHjUmcm76MXizMoiPyl9gGtGBiHyU7BcWYZ6XYN1tQnSxMCcgyTvGBnCPvNG4sSW0DLpXrB2QT1u9fWkFsWatb2ITrSGklHBGTuVdQ6a9VXI21AANoMx4sQbfo06PYbWYeYgOgk7BNCc4k1F+jtxej4bVieM5W9fD8Zdaj7Q11eG8fExWj45ebB7/fXXL/zsk0zsRLIEoFfR2q32UQRozKQLvTAGJnDjE8AWIwJgT/7xtEmF7BWkOTZZOqWIVSMuYXW2n+ysw3ln5cD327B9W5Y+tnlzlorhf+VrNQ0MXASoa7TeTGZlDl4POTzWVsY985R8pasNwRSdho3qMtVHzqd9SJWKsLBUobrGdFqcAk+DUegUNuq5MmBfmU4rgq6SeRlfIHHW2VomziBoMdjBYytlcGye7VjD9FnZFM5emcM5bWK8NgNSybFG1O08DEV/DkneQJDGDt3tVutJMwjF5DyQSQ8PD+uBboSWHzp0aH7r6Wc86ecSO/EsAehVtGaz+RiWm6Ri8aECqRCn+MfcA4aKQUq6fZNMGoN1RNsz4CqR1du3puGr32nAgckA+vsU5PKardYi2HpaGqrVEJqtCDZuMD90P4W1NCK48IIcbaxRDwHDkBVrHDIwKIDjIrTtQfhzDM8BK+3h1H6x1oRiaKYAJBno8++GXadWB58rl9l0CDhIRTrLmSXImY9PAD4M47Xj+ER3wAu52WzYc35SkF8GA3cyA5wU5MpJdl0BYrsPJf+DNAZADRoljtBQazo3qsHR7pAjNQx+fiE6dLSm9A3CGhylYomWzc7MHvi5H0zshLIEoFfRNFPa1d/fx/U4jHNJeuJFjM7C/Agf7e9e2BwXOeIkjUf3RfBPX2xplmxC6DZOpOC3XpeHfQe6cPhoCLOzISxWQqpHXC4q0qIPTddhZNgnEN804VuQwkcqJcU/BaLgyXldxNPwn2OmE0hIPQTRas0O1ZDwPRMtQvKILaTkSg7KXoBY9WGY7vXagQub5DwL43KhPY5GgB7NuQdy3Rh0Z0CKQfj4ynfE7Nb3eWBjaQM3gf4GfORzuV5dGkwhKWxyiwMlhtBR/8Sud9xragC9q6+hgo1YgwO1LKAImId+7g14GnbDDTe8cnx8/N+VyqUtj+x55E8++MEPfu+Z3H5iP98SgF5F06zp3oH+QQsqpp+d0TQ9L7SgbH7gXM+CdFION/PdvtIAlWWAP/3zNmTSEcU3D5QUrNOz37FRBGsFmzek4IUX+IA5DYWCIqfZ/GIARzVwj6314IWXZLk6HGE/ZFJuB5WVXNIxWqzX7f4c5seRFFjLGh+yaQuaPbqrYZsg4Bo5kGiJcKzr0vVxZheyoqSK9wr7x+rpcXic6sF6ox5FT/pJi+uW0UNv/DoDPcaDe1zMn2ZNZkXSpnEbKT1qFvTykTUjlMwzMNAHy5UKLCwuQq1Ws3VJ0Iw8YkD/lM2bbCOHSqXyo599A56avec970lfeeWV977+ytee+YPbvw+PPfEoHNg3ef8zse3Enp4lAL26tnsYU3QZ4CQSLFZbzR+ew9hEB3VhwrM5zEZrbmpsb7QwRC6ExycRxAMTraFZXTbThZIG774+BcMDAOPrFEyM+TC2xof77u9qQPdgcECRHj0zK5KuI6W4zj4+Fvmb5ARxhrmSAxxnfVcDflJpxJw/lwBZsRnp9OImqYRW0rBOPbslLgNltQrLYe1ax2Ysuhc6TmZxod4cQ1wnRGY2Jo+QmTPNDjxygKLPIZvJkJRhklRCAmncTqFYgLHxMf0YhXKpqGc2Q3owHYDF+UU4fHgaFhbmYX5+AY4cOQoHDh6l7WEEh9jc3Nw3nuRCPi277LLL/rndrp/5qRtvhKmpI7SfTRs2/PzpUWLPuCUAvYp2zTXXhNd+9FqMl/LjGhLu78Cp1Oagd6/uyaXWVKwVRysBFdfAwvGhifRYrgEcno3sZilNBlkcAkgaazuYUK7ZBbNPw5sN2zPJFc4xuthqQU88b54cpDHpNisgbWs1qRXbiigyRYak48K3isugOsjoSCMrakpD7OB0Qdoh23b/x+rKzvHFMXexDML7dQcaT8mxiF/BzAiwoze2qKo3G9Taqt6ow/IyNgNehHq1Rp/BriubNm2E7du3w6aNm6kQv2HNpqnwP/zDP8InPvFpykjENldoR4/MhNdff/2+412qp2Pvf//787/+6698zd/+17/T4HyUtPEzzzoDHZtb9Ns7f9ntJ/b0LAHoVTevqX+URSNBexAF3dg5Jnqqo6v2cDzL3EzJzLjPIJjWVLzc+QDE6i1P651Ejy4lrWAzAS8mzcpIDyapwpTF/JlasyCgPOwygJ4KRccGiKzQj40u60oNx+4qRlth2CoW6m18eUjXQprHintRPucAvHJOWqI3YrHaOkot95Z92UPG9mUA0pSWYts5atBUn/NYjoigWq3SY3FhEWbn52H//gNw6OAUJatgpuGBffuhqkdSTCTauHEDlMtl0/xA/3fgwCTeFChplj00OEi7npw8uLRp06Ynvy9PwTTAv/gd73j7V5/Y91gawblercPYxCg09CCS9tKJA3IVLAHoVbZWs7Gs2V5RVFDpbhLLrQ4kH28KDmCBSLo/W61YxX+beGLvGLCz5TxcOSCKp+/EoBGcuyG1Z+oGJtLguNZDR1X8Wnr32b8jO5BYbaDnyOLPSnSI6MPC6HENydKzjkNm7bia5zlYGzEQU7p1xGFwXu/+pHmue7kB7Ofce6BMxo5coJia03ZMdxjUnCXUw1QBNMeIcgGmdS9p1lxdrsLCwhLMHJklcEZQXpxfgFrdaM5f/MKXqCxpsVigcLqxiTE477zz4L777gcseL127Qj09fXRYR05cmTy+Dflqdlf//Vff/JNv/Wbf3jzv9ysvva1b+nBowYbN23Qg0Ae2q3Gkc997nNHfpntJ/aLWQLQq2xhENasEmBjfc3k3bPA45ZJih1WhpmBg7gOm4tikIzrWTBQuD0KwaqrchCOzmr2i0kV1OWj3SaAPq62bC3iMpsI7A5Ntsf5JLr0iuVSmUT+jVinjXcdcVJLLD94fEHEOecOBFYjjpxkIEfiMAkwPaJJrybNbDkS1rzC+Rg5zJ1qZAD3Z+SQP4+3hxo0xjl3qm2SNvCxoFn00mIFGrU6SR6tVtz0AJNW6vU6zMzMwe7de+DW794GhdKABuYB2LbtdGp4gPtcWJjf9TNuypPaVVddtebyyy//wQtecMkZ1370I/DIo49TCN/E+nE478JzoFmrwdzRhf/jF9l2Yr+8JQC9ypbN5aoOqlqnkyfkjEEn5nvKLWIHFn0EH6LIevhlm3a6z6uGXjwQCHuO1V7FzFtBiN3Gu5zhpkEj0OC8UiPvAVYHPCMb++bKACvAeSVhtgtFq1bUMZYklijkcDnzIWpMwGmFdK7c9dqZfMTYHblKttm+sGN59rjEq3NlIJ6XOGcrg2gU7ySSndhFzsAoAO1JNIciEO62O8SUlzWLrixpcNYgbFK83e2Ic9G0BguCNmUe4msE5rPOOtOe49LS8o/hadrHP/7xt/7O77ztv9933z2Zj//FX8D83CLFYA+vGYILLj4Ptm87De764c5v/e3f/u3/errbTuyZsQSgV9kKxWLFtqIScMRw5IAl0QjY1+YmW4j+2ZstQU82osNxFjKiC8uz4KMEoGU1QbSYFVY1iNT1I1qhO9OQYbJlHE7PZpmyCOLcFFaOzTndXnDuNTxH6lwdmmgHfDZau8c1KSLSdEXe8LzjbFCQNFw5uwh7GbJSVoKOhyseEmV0i0TLdoBaTngF2/aVkVWUUs5+ImpVhdIGngumt9eqDc2cTQYhyhqxoxGThzKQTmcgmy/ogbwAtcoCpLm2N35n0JG4b9/jsG7dKDLxbz35ley1a6+91jv11FO/8LrX/fqb/uam/wJ3/ngn1UXB/a9ZOwIXXnK+ZuenQb3amPp///LTr/nkX9z4VDed2DNsCUCvsmVSqSVPSUlPDgWTWsIuS6YnF4Ai1nbjZQ73clA33pan4jAzzwGUHl4rmBphZmKDahNjc1fl+ZDN5kjiwEI+rVadnJDZTBG8lG8y46KAABV7ExLj7ckujI7pnC2HesxrPmdczfTr6xrnJEkGETnLcLtpkRw8z/FDyiDUW89ZCSMnPZoliJXZglZvjnoOR8A5VI7MFNnDBBDZxD4Uyzwxk5ZQQBxQqpUqeGmPojiamk1TgX59fiSJ0K49k94fAcWLh+EyNGtV0q7xWhTL/aRNY+z03/3X/wIvfslLo2uuueZBeAqmwXnLFVdccbvywnVXffhq2H9giqoKBvq+DQ0NwLkXng1nbDsV9LBX3fnTB88NpVVNYqtiCUCvsrXb7QXPd7RUnqMfQywFDaJYm6UlbqQEr0bRINKVRdZT7CQUNh6jT69QwUAXdDtQqS5Bu9umd5VCgM5Df9+wZv19cPDAIxo8WsQIsWOLqSmirE5rgDow3ao1qCBjNEyYwTuMW3pZc31xKUXbwM8jgLRRXtEsGoHL90LaX+hERXi+H58AqDi7kLcbg7dpFBb2NAQwsxFhx71Owfhvxds13cFipmuzHfkfT5gzykSsn0sIJBbYX65WKea52Wia6nXU3kqvqd/DAkh6+NHXNEcDT8ThdXgNqTFvYPZZKhXgrp0/hunpI3D33fcuvfENv9XzddFAfGpfX99LNSuuaXto165dey6//PI/eMc73/7xr331X71//uJXYHGhQqCP+y6VS3DhpRfA9m1bsN1Y46H7Hz3nxhtvnFv5NUzsubUEoFfZ9I9jkRiqaM3KBUwRl/G1B+DIDFJESIDnGD1ZQW/UA+mgxyt+FNNsYaFBpwvzc7MECJl0lkASWXG1uqAfixocSpDP52Cp0yTnIZBUnKbtIwBRbRFKyvAhQ+23+PiiuIs1gU5oQvakswg2jZUi9lixraZZY6fbIdaI7NywcHOQvefiaurxTAQgxmhlw+bi6+SCcXz9gNO1V+jlnoneMIqJoiJKDrzzNmSwlDKjykrpptaHkTjQCRdwgX5TCzpmz3heeM2H1o7be4eDWm15iYAUCyvhYNTSoP7f/u4fYesZW2DD+omBr3zlZr3JqKOPe3lkZDj71rf+Vvm2226Fvv4RWLNmBF5/5WvpSP/p8/8TfvTDnVCrNy04lzU4X3TZhbBt+2lQyOUae3Y9fP71139838//9ib2bFsC0KtsGjjnchrsKhUsUu/os2QCngLUvbqFckM4ZIqvHPXUYYjKSRqh2g8gxYF63WK4FmrOrU6LBwyzvgn9U5BOZehzCKS+n9Y/8jYE9TY7tAxLp5oT6NjCnnkapBF0PCpib4AbHXzIyNMqDSLv0FGGJqsOU5tr9Qo0w7DnfOVcYm04fgCDM74UcIyU6YYSeTKwKVlN/jLrudMHFcsktnKgKy//7JsJ0mFdZikhF7SKeJKEdTOo9ZXH+n1o2DFFdrRNJxVPD9jtRp2ko1Q6A7lcgRrrprN6UFyYo2tYWViETqsGl1x8MXznO9+Be+6+19Pbzvb392XHx0ZhYbECh6ZmaKZhHqbueKlvkNj7qF6nrbeJ2v7m0zZpoD8VsulU4767d539iU984vGfdZqJPXeWAPQqmwazGazBYG3FjF9J3Q3+0Ye2m6sTGwwy5Y5ZIbV/YvzGtGNi5sw6YyiOHIYdgWSPYOYaWqPZINKO5TEx8w1TlkuFEv3Ys7kylAdHYGZ6UrM51FDb0O2YXnrtDndOsS4349TylOmhR4CNdSkIvH0CrZRnJApTalPBhg1bYamyoAeuOYoIwYJKnW7TygXIIunh8bPrtJNYZba4hofrzowZs+JuJHIN7XbkT5vME60YKuLhU+A+sqF2ka0NLdnnplt5GnL5LL2Wuh/U2Rs7q1CMuR7s9PP83FEayBCg/VSaZJBMm5t16+NpNvUg2mrA4cOH4cD+AzA1NU0+goWFiv77kL5WEZT7BuieALQpdA8djc1WCKmFir0eb33bG6FUzkGxkO8+tvvApQk4P78sAehVNg3QR3P5PNhSog4CxEAaO71MdTbojdDooXWKmKoxAxieI2qLgCJyRjzZZ6jB/32jg6NDMJvO0vpYnK1YKuEU2Gw5akN16ShkMykNOiXw0xlii9S5m0PiUMfuUOfqNksVHQrVQ+ZmHXTM0D2uV4F/lUtlqFQRnOcJuJBR9g2MQE4PZIcOPGL6+iEr9NPMxpVl0SJR2OunX/sMvtLVRfFMJYpXAlvTI5Li+mD/ltsS2euoqOqgK3MrvtYq4vhsx4uIIO2zfIV9Gvv7yjQg4MBn7pXR2k3Hc3Oc3S4OeoqAlUL09ODWaTcoiqPVrFPd7I4G3507d1L8dLNt0sY91r0zmRxdb3QmZvRnUFKhCnl6OyEXrA67LVB6O+eedQ5879u3/e6OHTuekqMxsefOEoBeZWs2mwdMB+xYG3XQEwyY9soQFCQdcSyeKByeJ3gAFo1dEzAXKUDYtQNsYsjuRkdHobBUMMyVtdJ0Kh0fEyAAtyzzDJotjks2YOJTUSDNFhHQeZlxXgaa1aGm3LWJL2Zq3yLAQa22WquYPoYamBH0ENQX549AsVkmUEYgR/aN5VA9LxZp+EKA/GnPScaeKC6mLzHPx0gWyujAMoBE/Dli0W5gNa2r2LFo4dtcP0/FETO8utS3RpZb7uujc89osMZWX7K/YwMmeKYUOTKM/lyKUr4juhZRoKB/YAAyGpwxVA9XQ20Zr+lSp8XHY8IxFxdmbQx1NpuF9etH4RVXvFQfz2B4zTXX/vdjvzSJrbYlAL3Ktry8vCfFEQhGhmDA4Wm3jfxSDlBbR5fH7E71gHjM6mIJRChj5NSbEOYZ9YCWiZ5AxoW1qjFWd6GyQAyYJ/FmH1a/jhhgUGeNCGAFhLt8IFZ+QE2aAcJP5aFQKGlGmAGB0iOHD+op+gz1KCRnmWZ+3a6v/24SK09ptpnXsw1MnCE2SIOS5+jKygHmWH+X60LSCIX/AdhU7578blfPt/oQL8PPcj2PFfHTdh0rF3mOCGWcu4o1eHSu9vWVNNttAvoesHkBLndrbq80A84GvHE2EkYZ0u4xNC5f6oOhoX7YvHENDmqN5UoV5heWsocOHfZwnyFFzxgJBceugGSUFoVJLi1l4NP/+T/DC174gu627Wcfd9+Jra4lAL3KdsMNNyz97u/9nk2GoPZX+gftSWxvFBevj01kCs/KExY4+S/jMJO0OnfKHle8s/G5yN6sygoEKN1ORI1MMYkC43SRAQO4Pa1ZX2bHoGGo2CVEv/ZCHkT4aFiOwck3xUhTPWhDa/VsHYwTUk//MylYO7JGM+gqgXRTgwh+NOWlCFzS2TS0ay0wRYh8xzEZ46x1nPLfMYt1r6Oy8gfEZ8LnbtawNTusCfj6IL26Y0iNQR6dfnGvxIjrdhhwxsEJB5hSsUjr5nNZKozkrYi/Pv7djodd9FlgZEejUYO5mSmYGB2ArWec/ek///OPU0r2e9/73jMfeuD+u2bm5oo40GIsNYI0yh3Sagu/Z1e+5hVQ6ht5+49+fO9X3vMfjrvrxFbZEoB+Hphmql39G6V7QVKFnenyz78nFEzZ6TrwUmHT/JfoFiBAZZ2JFpD5bWklFUV2Sh4Jq+T9hMcFDUcziAxrNqyRwVEARwYdBkTRmAUJJYNS9ondRBQ7D1vtkBJkUGtGxyLqwtgqCkPv7GWwjlBTNa6nVrWKr5u9DjbOWZYZKSIU5gtSFY8HFBXPGVzJaeUlUfZa8Hnx+cfJMspEtGDMeC5D8gJKO2lyAKa48YIZUPXcxZn18OXkTu/CzrFOBjr/0LmKMtL27dvmBJzRPvOZz+y65JJLBi+++KKPVCrLL+t02uN6kC212610N+h63U4Q6H2oAPyla3fc8E/HucGJPU8sAejngZVLZQx5KMVM1ywPHaAmGQGElEpT1BgpXDnDsi03eUWBZbXKUz0go7y44h19mlOprXTAq/eEo1nwj0UVs4+oJy3cc+shS0ycw2rttjjzDjVrrN42MztHDWUzqTTU6g0CM+od2MPcTd1n61sVUI6gp6aFXEN5kuFO/jYSkZxfZIFarfj0Snlf8YBGxxTGs4X4PvCg6Hks7/gEzikNqukOOu9MbWjPVuBDIPaIVZsYPTOzIe1cmXokGAVy8SUXwpVXXgnj4xNw1513wJGpmatWnCw6D7FlzQdXLk/sxLIEoJ8Hpqesy/pHXXIBwjirgB1Hyi4XfJP6z8j+bOfAiBm4RSGROpTj7WJT8VbjZRHnwjArttxXLNZoRT+wyreKATduG+VEV3iKm7Ma4A+lNoYL0tg0thNQdMPE+Ch1G68sL9O7yBapzx/IwOFKK3w+Uu8Do0lscSVmoMo5fIfgu+aeC/Ch9YCynKOSVmOh3WZ8fZSdzUghFYycoEgOZNB60ElzbLJPCUq8Vx7A8FhTvBw7vVM7hiAkbq0hngawradvhZdf8XIC/KAbNF5w2Qv++rhfrMROeEsA+nlg+ke3qMFmzAAHs1xGBQqrc0qHAjh6KcQgQ5WfCYREH41bNLlV2lzgppcEyvH+7DTfgpkC0WwlldtOwVlekNQRl2H7nlnvjC0eLC4BHMWkYc/UZg5lKmBJrcnwM4MOkGMSgWp+fo6SVvrLA7xPz6m1tAJd7fGw9GGTcSIHacEOTOCcgv3HlTcceaKnI7iD9PhOYBWdWI6KOH3QXC9OxFFmsMugrMEZl5TQo0wkishQSu41DmiRb+8BaskI3Dh4YVr2wYP76Th2/mTnP2mAPvZaJHZSWALQzwPTP76j+je43Tj9AlObmGtmgC0d6riJlLJkWJyKNrKCpY+VMkbEDJvFWHaycToyp0FbRxsNElLjwnOwSQBawNi84akYYGKpBKBYANjxIR9uvzOEz/696dgS8eBj4oYFDHnf6KxkYEfkk+puRsoQvVkGm1grF5YuAE/XhWtFUy0LnoUoW7PVnTfEr5yxC2RQstfcHUx4JzR78eR6sxNVmLDNkJREo4hmN2nNoCmig1tf+RTPnSLQxmPGqAsb2+ppAAAgAElEQVRytYYeDzRmHhOAGayx6SwWsbrrrh/DE4/t1VvPXPv0vm2JnUiWAPTzwJqt5mFpPEp6cNAFqZCmWHeV+hIxe1Vc3wGs4886AsHVqHsdY0IWUTrxjPAZs8gIuMu0AQWp50Ghd8InLZ4JmptX4myT9zBG+c1v8OCbt3Zg3RoF20734aE9YJmysG9xQ7rJMtLd2zr1HOZu/vZY23XANeK+jBZwzcChaaqpfx31DHEWfGO1hutsyDZdeYMq4Jm1PV5XUriN3CIRN3wtMGLDOkBVfNH0YZOurlkw1iHBKI58IQfZfJaAFyWQbiCfi6UuXw+WXWr860M67VNbrE/89U2w9YzT61+8+cv7n9aXLbETyhKAfh5Y0A2mKSkD2jFDXKHp2sgAR2KIorgetNVa6bOSSXhs0Z/4T+mbx4MCTas1qIWqJwikl4azA87VuPkhPjkB6/POUnDR+Qa8Go0IXvGSEB553IdOh4/MiZCIK/IB+8YsdMbKhBJYhVhuEXnBHqqZSVBCjKPTKEud3WXx+cXSUqxPg5NZGFmZRP4WLUXuj3xGpCDPGSBloDEafCGXp1A7ZMsD/f2wdt0aGFm7BgYGByjzLxKJRpnSpKhV46fTOOhh1EY2S22ulqsV2HzKqU+5BnRiJ6YlAP08sHQ6PYM/vEa9ETNV4F+9+v/b+xLouMorzftelTZLsjbb2iWvsi2vYIwxxuwJcIibMQkhHJqBEKDNkjnT5/QkfSaTpN3EIeDGNoEAA2RwAnTCwenTdCAhhLWNjcGbvMiWZe37vqv2em/+e/+15ISQhHRk+V2fUqmq3vqr/P33/+5379UdUlTBI+Cgarm63rIJZEai25kYKwHK1d6vLIJP3q3tJoKiCsS5gi6IJ3DPcltHbs+e09MtuHmjBa3tDnzt9jTo63fg3ffCUDHXhhO1ttYkC25Y34ElJH+JsTfL9IwVrSGoDbny4IOiB8DkJ+RxQG8vBkGALQ/ImqZpa3mN4iyyAa24DtuWWX5iJHGS8JkaackOWSQjxEqAmenppMbQKwKLUsEb6hugraWVypBaVA3QT9vhgESTo8RbY6GjmbNmweVXXIGdVr4Onk1p8wB6Ehhb8nbh0pfrXQ0v70ykErQHpwEsBRAiTCccW4r627bxnvR4tQ5aTQMEvNx7BpCUhuCsFaUiAoFKPoYAFgdZ4Y72E1yy7bfg9q8wrznkwvqLk+gecnNsKMj3MdB24KEdAIGgkLLRJCN2VpOKXB24E/CVAyJ56DKgZ3LijvSuLWP1YfjNkg92BW0kvW3LpD7UMIP0jGmsHHEM2gzv2TGu1QJLykjEzkhJKMrIwT8p3x655kwG0KnMi0bZIHrS0zMzoLioCFYuXwqjI6PQ1dkNRw8fhaamZgbUQbo2zOjEtliYfZibl0v7XXbZ5W/eeeddrZ/2O+bZ2WkeQE8O6/L5ZMSefgIYvLNCXqlhFoDCixPpg1g2BwTLAGcyFfgC9YZZrN6VVIfo+q0uRHRFMffTgTTKDNEZiTavN71ssQULF3DAzMp0oepQgPacOycJmlujcPGFFryzW1yncW8JEGlxtQe4E4FT0BqqW4nwhl0ZADQ4d7W9ucKQygzhFbtgHmXiXKgHD9Qu6rWsgGdZBmWiQFrz0UTzi4kOg4KYBcjLfybRsdJSUiE7KwcK8wspUIjgfdOXvgxYy7mgIB8OHzoEs2eXs1VIPzQz0MZYJGYQ1tbu+xLAXeDZ1DYPoCeBhUKhVlkKdKInKT1f4nkpjZirLxxHVj7jm2GBI5VcAhIgNLcrwUQux20VvJIqA6F5toRXbQSpTGyX04Mr6BfbaGebnWXDV2+1obsnBhuuT4GOtjA8+2IcsqcD3HSDBRUVCFAuHKm2oLdP87PKWwVQtIVrC69UXKZM5kgAX0s/mwSyvH9nAsDrExiTg7wpkJSyIpRBzmwEwrbC/4SR4I27dVeVBN24sRrAySspOYkChLJ5Ak0zfq74QOrIFvVFuro6YRrzktHLr6yshKGhIVi+bAV5zstXLIf60w0jP/jBc6Nn3pxnU808gJ4EFgwGOyh7DE3QFirIZEjXZMUzVafDAR0YFNI6W3qJjnQe1S8iKKjy/hLOpyNu8lNBJ9iWBjUFbga3bfHJwZ9kwZc2WBCNOXD1lSmQk+ODvi7sDhKH/iEsCoUNSS04McY+v9QHL79qUyKKKt6kTmNprlhx3eb5JxAfdE+2RFcO7qRF1hOLidPGAgVkoo8mdbiPLY8h95BBRtd1EicIcXAqrWpJaR/o66cx1629/CLoZ8l/Qo6HY+yIkqtYNbChoR7Ky2bDqVM1cP75q+BkzUkYHR+DvLwZbIJLh8GhoZY//K3ybCqYB9CTwLZs2dL/t7feBi1NLcI7BoE1miuV8IEmg06Sa6V3bblYl9u4HDwAlActl/gkmxP1M3yWrOFhG5ys2FJ5jOIXxxVLe+6BO67kql24dK0Nq1dhkX/sNs2/ViXlyfDA3QDDQ3EoLkmCwmLsUB2DI0eisHufD9o6+XmpzrURAOUg5xq/i6L28nqk96zGQXv7apRc6ekbAC2306yF0nCrKUncUwJoW7rcp54izvwpCxE5huoDt/dTUwGbp3nTSoffiy2KXTnqWl3o7e2lMampOQHFpaVQfaKajV0JNDU0wuo1q6mIVG9f/0d/9JfMs7PSPICeJJaTm81JA1f25LOUV+iICmmWBGT+v5v2U7UfBDIl8qgTluuQ+DmpMkQxeOluSomdTPnmhuAZB6Vflu8KTxOFBvfcbkN1TRxyswH27A1Dbq6Pfi+bnULHSkpmXza2nK9YkASn62LwlS+6sP0pzJBLBGfpbUrP0wYbNI2hbow/8QpJytvXyhfBScvu6AYEi1/4kzthVIxAYkLgkADXUUcB6dOLH+ZqAuMCqi42v0hRb8MSbadsrblWkwE/FPYmrDtdC0VFRXDgYCssXbYcGusbSB+dX5BPiTu4z9jQ4I/As3PCPICeJJackoLJYn4dGJSgKkprSo/W8BIlhEhvmRQKKrNNIq1tLNddQRlwWDGrrsklty4/L1QiPp8OmLka5CRY47XFYi5sfjgOFXMdmDfXTxmDfb1RGA+4MDwCkJLsQHa2DwoLbbZMtxkA+WF4OAYL5lpwusHHO8SIfzxZxOZBQvme4KWlwkTV7ZOesEEFqXuU4GtpnTXXWEPC6II8ltx3wsiC8Up9ImmUxNkQJJ+v1zrifTG5YjKKbeuVD792UBPxyOgw9Xrs6+uDNWvWQG1tLRQUFUJ/fz8sXFRJAH386PHB739/6+FP/jZ5NlXMA+hJYpFwOMr+u/op2p/ko9Ka2IdOlgOVPIUZhNI1IsDQBYPiq81EF6FU1uDLd9J0gckzu6B4VzMxRp7a9sneiFy94TIvuKYOoLbBL2gEzqdmpLlQkG9BUaEf8mc60NjiwvSMOLs3ftw7/9aCzY9YEAqLyzPpC3EdUleipwWDQZc/XEnnWIKJcXVCoNTIQSJwSurHMl8AKHlfAkwb0cEEskkBrV7d8DGxVfdvOalRveuUZEFhxek+sWCUJbqdYJLK0aoq0ji3t7URvYGAjJx0RcVCKhSFq42mhpadn/Y75dnZbx5ATxJj/xlRj5aGwLaoshJuu/NrzAvthc6ODuhgj96uLnodCIxBJBKljiWuEUiUKgftd8t6EPz4lHUIggGQYKPUBKB5asMZdQXQS1Aj/BfbixLG/IffUkoF6V0i+AyPOTA0xoC7kRd8QtBMTbUgfZrFAJuBdaYoqaoYBj35JMj7xETiqDKmqjyTOB8ouZvkr01IlYcQznUiSEvaxkBdyzz/BJmhpC5cNWAmlIvJTJxMJuTIfocYCJY9Gy3Z/Vtc6GD/AP0NsTnCwkWL4MjhwzBn7lxobmlmq5J51AKsva09+soru775jW988xO/S55NHfMAepJYekbGGPsPm4e/45K2u7sLFi2uhLXrLoHMzEwqTYne1PDQIGliW1taoPbkSaivOw2DgwMwOjIC0XCYvC4erEJg0KVKlWdIICeB20wjFyDnak8aATWuig65EDO4cNrGCEzSWeT74piOmeDhcsVEIICyQovdgwxCxhV3a4sGsK64fgmydO3odWLCs/J25f3IEZR1p8UP5fVq9HU1JIMJqgpIJ+wBoKke6Z2T5I+NCdI6lrhuGYyV922b+0tKxeJNYh1X3huCtA0+9iLKwHfv3g9g2fIVUMf+ntnYY5Bti5X8SopLaMWCAL1/34EnRJ1nz84R8wB6klhGRsYwSrAQhLs7u+CJbdsomQFTe7OysiFvxgzILyyEwqJiKCsvh0XMy7pk/XpIT8+AOPvPO8IAeqC/jzS0rS2t0N7eDu2tLcRnjgwPQZiausbZw6ZqaaqvoawbQVchgVsHA2WHcIQg7AU4sdQoX6onNjuV1fFA7Cm5BFd2kzYCkJo+4LWoXQHQBourfyMCWXqlmuxR1yzZZeFpS2WHoofUferNFX1tnCsRpPX6QQr+ZGCWZ3NOCEEq8hvUJAgiXR5bTvH7jCuFDuphutjqaBr7O6KCo6CgEI5UHYaL1l4MVVVVcOGa1QTOJ6tPjn3729/9h29969u/8/vj2dQ0D6AniTEvaQBbH9mOjwJF6Jnhf0xM8R0ZHoY2ttTl8TNeowE56uycXMjNzYNZ+flQUlpGcqwCBuKLFy9Bj5y87kBgHAYGBqCrsxM6Otqho60Nuhkg9DAPHVOLsYUU8p88zihRS1SYQ/CWVe8AaZgYB08GwCnJKbQ/XgsWkSeIdXQlEW4GTWBqsSWAWsIPdie+bycAsHRB5baKRlD8jZUIslIWJ7P8pOtroLMZLJSfaYY7MflbTiIW7/+qz2XU7U6oMmhAtmwCjD/RK5YyPEt40Di5VR8/DkuWLYFTJ0/xprJZWTAyOkIp3nhYjEUcPXr8IefMtt+eTXHzAHqSWCwS66egmKIcHF5fQniL/D+1S95yPBbHoCKMMYBsa2kRdIRN/DCmCydjxTPmdWPdhtLy2bBw8WKYXT4HKioqGKjnMKBIIkAaH2PgPTgADU2NUFtTAy3sua+3B/qZ1x0MBonnxgpqeCxMQElOSaX+eTLQFcBi+mw5TvwzetpUE1l6q/y+XOCeIjY5xcaltiPrhnCQVMnlxK7I+iK6Gp8EN0yFV5mN8n4lmWAp/9VwgUUhJJNglzSGC6rIkcZtGeyTlfk0RHMqQzDPlgRjEXRVwUF5cjD2s9Rkgx9hB2+5nUw6whVPCpvghodGaHLtZeO/fMVKOHb0CCxbtpRWVPV19ZGHtjz8gy0PPvRZfNU8O4vMA+hJYtF4tJ9qKltCGUF8L+eEE1QXE2NXAnji2GyUgWaUvY5EwgSeXcxjPnHsGLz5+msEoAiw6RnplJGGVAkqBUpLy6G8vAwuOH8VZE6fjgdkXnUAejBAybzu5uYmaGpogLbWFgpUjjLPzmETBNYzRs9d9UpUwUjpKUuPOq5S0OkWbBnQ1F4yBc0ci3TAWOgJKQCfLTu1cE00ghmuCOgcqv6FoTAxh0PRL2agUQyd1I2D8JPlZoK3lpfqnnHMiV64OKjgqPl9uMa7HML9yrG2aaXhGFFRvEMMBl6w+kKoqjpMsQYMJDY3NlBJUZx/cKI8UV37U897PjfNA+hJYulp6eNUT4N5yPh/Ok7ZekYgC38mLOU1kvBEFgBXfW6pLitoCBzovcZjYxBkwN3X3QM1J6oJWLCEJXrc09LTmTecA4XMi0OqpLC4BPILCuDCNRfBFVd9jvhTVBgMDw9BX08PdHV2MADvgB4G2r3d3dDX1wPjo+MMYOMEzA53U7G0nggyOuR1y6auvJymj7ZB4PVDEjsHn1xochI6uTi7D6R6XJVGKJJXbNlSSoyGq1kPrVQRQOwauYGKfXEVdQOW3EZaYpjQ9NAt6npiNkSw1DkRkk3mnIQuFr8WktkxgFZ/PbZDS3MLcc84pnl5ecRFL1u6FA4c2A+XX3kFRCPoPdfFTlTX/I8/5Tvl2dlvHkBPEktOTu7GLiSRiAx0AUiAUXlylpZ3ca0z39egP6X7qOp0KP7U4ro4qY+WgMRgm5bRY6OjBLR1p2p0EA7pkqRkSJ2WRt51+Zz5sGDhIpg9ezasXrMWcnJyqAM3Ah16ev0DA9DQUAenT9ZAS0szdLS2Ev8dDgWpCwipNeKO4tJV6VNVlc+l5T5ur7xSBup4bORl5T1YVFTIpykLsNT+fBws5S3rUYTE3ydsIz/jbmoiANN4i5UCv3ZLlGiV9LqrQNoVx7aNyoCuoG0w1duhbEBOVR06dBAuXncJHGOrnLy8XDae2aTeKWATIx5zdHQYThyt2fXyyy8H/9TvlWdnt3kAPUmMAUJDRkYmBAIhwbPK9+mnWpbbEqSlTyg8ZyX1UgcEpa74nTWWBRnruK4KfEkPXEmAY3HyXoPBAAyhtK+pCT549y0BQBaks+udMXMWqUsWLKiAMgbc6H2vXrWa1CVIq2ADWGz+isDTxJbujfX10NrSBJ3tHRT8jLHJwRHeMd4PVXRDKsOQV8SFvA8NJwys9KYVGToD0tS2SUrIaH+gAVcNgT7HxMxALYPWihLL+Du41ADXVV3XeYq+o4Cdc9kurw0NPOMyNTVFBQkxGQWTUnBc8H0M3K44bwUcOVwF69avo5obTY2NzuDg6KY/4mvk2RQzD6AniQ0PD+8tLi5m/2F7NNBYcAboarMMj9n4XPCplnDEE8pfJoCYoWBQb7lCzaG9cc4ji8Nb+oIQAlG+N8pAFpuXfrTnA97U1J8EqQxAkS5Bjhp57uKSUqJOVqw4H666+vNczcCOO8K8dlzWI13S3tZKoN3f3we9Pb0wPDRAp+phv6cyzxPBHgOWeTPymCeamiiZUxy96OQtdd0A+noVD26UQVLD4epJ0QUVJDQ1HUgZ2aI/pFR+u5ZrTGg8GGoLakbXT7FpPyqWhADNPosy8D1eXQ2XXnYZ7P/oYzY+RUQhNbDJCwOFSPNgidH62qZfPf3008Of4uvj2RQ1D6AniT344IPt999/v8Jj1/Da6LUKbnGlgVpOG+8TeBiNVFURIUvUw3P5vgrJZV0OSyZ9yAI//ArMLEJxKn5E2UTVcWU9IgIidCYx0IeUxCDzmhvrT6t9CbyTU5j3O4153EWwoKIC5s6bzwCpiFKZL1h9EQUwUYUSCoehraMDmpsaoLW5mQF3G/QyT3NsZASGBgchEo5QQg551gIy9bWKScQWYybh2AW14lBchbwpADUxmXVLHEdSJnoMCKSFSgSMpgOS/5aZmS7oSYH4cgbQWJwfgRsppYz0dJqYkCYaHh6BsvJSOHzoMCxcvIgCsbW1p9xgMOZV5D/HzQPoSWQu9pFyeT0OiRjSjyMgIPGuqE0MRtBQYK6skJYQ1DI2SBQ8aHC2QBf75wWLJhQCEtvL80rXUwYi+dJeVKUzmgLw5TzvPI6Zd9FoDELBAAPvPjh18riiDJDSQI47m3ndSJeUzZkDRcWlUMBWFEuWLidNN3XCZp5nMBCAgb4+6Ghvh6bGekrKQX03ZljiZxhYI9oBz22JMaSOKy4ohbIcXkeDMVjyfQrRKl5ZRhUlp+yoicBVemybf6AmUUsflSSReH/EQTMPGq8HC++fv+oC2P/xRzBz5kwYGx9l41ED8+fPJzlimE1w7S3d723fvr37z/k+eXb2mwfQk8hiSPhalt+yE9HRpClcV6utZN8TrTvmKG25ltIUS25XBgtdvbN4FvtI9oJHwahIhhlQm8DcktkOCHC2BQ3gCh23yeG6CuQonVscj5QaIFPCIzDY3wdDzOtuaqiDjz/cwxNyfH4KGiJdkp2bS+A9m4E3pj+Xl5fDqlWrVAupsfExqmfR09vDE3IYgGNGZnd3J/O6h8grNYtPSS5YzCVc0WHTXUA8LlcdFpH+nO0xRkAAt2s5BMAS6Hk9Et2PUI4VTlKo48YgIRomIiH3nMPuaWRklHnRuVB76hSsOG8ljI+NQl1dPVslOHd+2u+NZ1PXPICeRObz+1HDkZpILHDTiR86ZKVW7GdurjcGCeTSm1QH0J5eQuRQBxMnONzAg2ETlBCuBDBbf26B8iRRceEKL1tej/IyJQjKyUEG4JA6YYuJCENKTC9Hrru1uQmOH7FUJqU/KZmClEXMyy4pKYWSslIoKiymuslImaCOGLdDKqS7pxvaWluhnQE3UibIe5M8kIE5evToddOEgXprGi8faFcbFK+d6Bu7pEjBhxpu11FUh2noe6OkELMvcWxHRobhRHU1zF+wgNQcqHSpXLaElCKRaJStCjo/2rZtR9Pv+at6dg6ZB9CTyLKzsiL4rGJ/CQE80J6cq9/RQjIzZOacgdpmycwJT3ppLs9p8htyYnA1XLkmTyCvREbkjGJLkn/hBfB9wlO3z0gukdtr7bIxoYAxIbi8GD5mOCLXjV2vB/p6ofroEQGMNtgIhKm8EWtRSTGUlZXBnHnzobS0DC5dvwCyNmSRJ0vSwvFxqhbY2tIMzQy4W5oboZ0BOdYvQW1yXOivyUEmsYaswSFWMioVUa9g5H3L7ixyMsXJQhZLQo4eteeDDJgxKNhzqhbOKy6ilHtMCLKtZI979ozMA+hJZMzrC9p+m+uCY5akm3WAC83U7UpawxWqAdHtWivUDD5YUh38peKKCQ4n6MuUHA+BRu0gjuLqeYPA1jY8Y3F8dTzLUDsYPLhZEU8e3pVBSckFO3x7W9wiP5xRfc94XypNaGJiIBcJhUldgvVL9u/dy1Pg/cgBp0Fm5nRKdy9g3jYCeGlpKWVVYvcSfB9VKMHAOPb9IxoCAZu87/ZW6GJgPjg0CCODQwTwjh0H24mrJBq9crBI+ywnPO49J7OJIZmuM39WPoTnc6UGThAYIERPHD3pxvqWY488svX4n/L98WzqmQfQk8ksK4iZfQho2ObIkhoFA4902QfTkxa0AliqOwl/T/m8inel1Gzh/Cb63dqUJE06xMrj1p55QtNU4AHLieeVM4CaGKwJNarBuAZXPvMZQK4PjFtUHvkEVl4FNw1XXjIyYn8HohHMSBylsqwIutzr5pQJaq+nM4+7sKiIAXcByQJR8ojAfdnlV1JFwaSkZAiFgsy75jW629raoIN5u01NjfR6kOSBPVr+5/KArqytkpTsp44q8ViEhnCc6phkMVAehIr8fBrzzvZOGB+L3PPJXxLPziXzAHoSGVuyd7tOvIJ7XX5Rd1jWdzaCfC4YOmDewcQV4MXld2J7DFi5RkKHyHzj3rNyew2QlOdwVTlSeUL+ZCnPm8DamAxUvRDQ/LI02Q0bg35f+G8bSYK3d/duUePZUh61qy5B64tlqy9TjeK6WuusbkLrVmjcMrOmw/KV58P8ikUQCgehpLAQovE4NNSdJvVER2sbbY2By3g8An3MW+7t6YZjVei8x/iR8O/AQHX69GyYlV9ASTiz586DueyxevWFkP+FDZCamkaXMh4IwBOP74BdL71kTIYWTbRcH+4nsI6ya25tbqHEFExxnz2nnFLAsapgU2PL6ccee2zfZ/Jl8mxKmAfQk8g2b958aV1dXf7w8ODtff0DG4cG+1fatj+VAxh3ZxM8Q8F/YLp2YgCLb+Q4uh6HxDOUhDlSUue6ErGNLDvB/VpGMBJMWYYOJFp6Dw2olgH2E+hsVDJce801EAyGYN+ePXR9/uQk2HDDjVBaVgKvvfoqNSDwMTBDjxWzDKNYCtVQSWDxJalF1ly20DvbQJX6rv78tXDrbbdBKfOEGxkQl2Jfv4EBBqJBdv5r4cRVn4Odzz0DRw4f5KWjhYKDdN1URZCfD0OGqNLoDXaRDvvEsSPqPpKSkyFt2jSYNSufPG1s9FpfW5s4ViBWA+w10huo8MB7Hh4ehpy8XFKZZGVlsfdimDUIkVD0vj/zK+TZFDMPoCeZvfTSS6h9fUQ84JZbvrh0bCxyV1dXx1XRWGxBJBJNoZ52TmJ/EPWbSCBxFVUg5Xa2yK0QXrKBnKQbNrxY6Z0rTthws7VQz+wOqIOD+i3NOSf5k6hriAzkBYJBfkg2WyyuXAL3/N09wD1fH/zosR1w+51fo4L1TU1N8OzTT8KcefNgaGiQyqCiBhqVGRqc5UUDgfqGGzbC/Q88QFrjkzWnYA+bCK677jro6e2D6hMnIMLOfeDjfVBSWk6lPrFwFF4HZu/JcXFdnUXoiPRtde8uySHZ9hEIMK+3v6eXKgaiIW2BWY6S1gExhuhBS4kd7l8+uxzYREwtrfB95LzrTje0PPLIo2/9Od8dz6aeeQA9ye1nP/sFBoz+p3y9adOmRX19PXeNjIx8fnhkdEEsEk4NhiOk8XWURyzjgBxYbaoH4SQE5KQ5EszRc7RsVT5UkhaqHRYoHFTHl563DhqKz4R3jVmBK1ZdSJ2pj1dVUYIKeoz9A/2UmILBvdu/eieksSX+6bp6WMtAedfPfwbz5i+g63jvnbep3vQ/bf5niERjMDo6Cr96/TUC0+LiUqz0BseOVkFnRzuB+8LFlfDAA1+novcDg4NUD6S6upqKEuVk54AvKQlKysogPXM6DI8Mw4Ybvwxdne2w/8O90NXeRh4z1a52udjOLCollwlmYSRT4uKCbn+lxodUJxzg0YPm2znkeQfGAzBnzhx6jbK/WDh692f0lfFsCpkH0GeZPf300zXs6R/k67vvvrucAcAdfX29n49EQksYSGcN9A9QAkSYATdWTyOtrmXpZgAWT8xwXNmLz1Lc7xkSO0M4LYFJ17VwE6gNfiQhrWNvZOfmwU1f+QqsW7sW3nnvPXhi+6NwqvYULGZA+qOnniEQXbJ4EbyyaxfttWHDBlh7yXr40Q93wP/+9nfguuuvh+d//Bx54G0MQA8eOAi7338X7rpnE8xl3uf0rOlwx51fhX996SW4BqkTbOvFztvFvOXGpmYoLyuF737nOwT+j+/YBktWrITy8jkEyIuWLIVT1ceY9+yjAB/dDVIcoiB8iZEAAAuZSURBVCSqbhpr8vPiLTUmjg6AkjlqJrMURaQ9aNn0Fjuo5OTmUG0RLOF6svpU+8MPP/rmZ/QV8WwKmQfQZ7k9++yzzexps3jAunXr0iorF9/MluAbWtual4dCkWIGzWlICwQZGMhUaHwtjZcW5XAiKRAbdLdvwZ2AqrxhsBl6EyO9RvDbo8ND0NnVCWHm3ecwsC4sLoZf/vKX8M6771L6dh4Dqd3/+T68+cavqcRobm4uXHDhGuoAg/usZcD+/vvvE+eLageUwSG9gFQGcsqYxILV7fBeystn0woAg3Hp09KgsbEBFlVUUJBuxfJlsHnLQ0SztLW3M4++GCoWVdJ97d+3B85bvQZaGhthbHQE+nq7QRYdlbU4QHnRrnH7ep0BSv4n+jtKft7mKxIcW9JAO1zHPTw0BJVLlpC3joWhAoHgI5/BV8GzKWgeQE8x27NnD9YO3ikeZOvXr8+07cjn8vIKV7Nlf2XcceaGQ6HiSCSaHQwGrNHRMe5tS7WIi6E4nsJN/1TyhYHMroYoM3LpGlpADPDt/L9PwbEjR6ihbQg9XLZdR1s7RKMhCtBlMZAumT2bAn9vvPkmHQrTuhcycP34o33Q0txEmYDz5s2Hru4umD17DtVNRoA+b+VKBvivwm9+9RrcdNOXMXoHqckFBOAXMNBNTvbDlu99D+67/wHITJ8GBw8ehBUrVkAK81yPHD2G4wKrL1gFGdnZ8O+7XoF33/yNSGLhxZhsGxTFkVBjSgyB5MH5LfM0d92ui3vOUsaXkpZC76EXvXDRIkhNS6XzNDc1j//LI9t/+Jf4Lnh29psH0OeA7d69e5Q9/Zt4JNi9995bycDluqGRoUvGR0eXMA+1aHRsNB37HWLaMRY4ijtOIiCjgs/v42DkJvqT5GdLzhpLio4Mw3++/VvyFufMq4Drb9hIKobcvBnQzbxrLHJ09NAB6ntYX1tDskJUSJw8foxSudPSM+C553eCn3nC4UAAevv64MMPP6Qu5thgYNmy5QSAjQ0NcOWVV8DBQ4epE0xJUQHpnetOnYLs7Cx48YUX4Gcv/hTuuvcB+JsNG6hrycrl2L3kIIwwsL93071sdRGC2/77V+FfX3wB3nj9P+i4M2fl0zViV3QEVMeRiTkucezy3l0q4IGvJE/NNS5UJpUmjhSV7o76Z+re3tUFQ4Ojj/6F//yencXmAfQ5bk899dQJ9oQPBRQMeH1333v3JaFA6HNOLHYh81YrgoFgAfO2UzBNmXneBDAxSZNInZ0lqr4ZXDf+wG7gaA11p2D7Qw+S95idkweZmVkkN8vInA6r1lzMHmuJBkCqAbXSCIzYfbyjrZVojhkzZoGPgfeH+z4kTXUzA+BjJ07A9Owc+NWvX4cI89jj7FpS0qbBrBkzoOpIFRSUllBrqaXLlkHujJm0CsD60tj6Cznr3v4ByMrKJNUHVtBbMH8+NdtFcEalx84XXoJOBqSoHqk6fAhe/OnzMM5WHJz1EZOTo8GZv6HDsLIgFE46WCQphs1z4zGialqaWoIPbXl4s9cM1rPfZx5Ae3aGOaTjg/fFQ9ntt9+ePm1aynWhUPhyBtTn9ff2zQtHw3nBYMiPErOYCEjGjQJCIJb9MmsP5WnoiWJGn2vouo8ePgDYUSaTedL4QI8ZAXvBosUM0KdRF3PyyIeH4O03XmfAPoN5yC2k6EBvvI8B7Vtvvw2b/m4TAf5b774Hb7/1Fhw/WgXfYt71pvu/Dk8/8xxVvxtm5y4sm01F8kvLy6GosBAef/yHVAsDDScHVL7k5uZR3eafv/QCZRF+958epAJLr/5iF/WM1AWgdPPbuBNTahrL4ooQ4qBTkqnRLp4Dx2doaJitJMZ3eM1gPfsk8wDas09tP/nJT8bZ0y7xUHbPPffkZ2SkXTcyPHZFX39v5eDgQNHY2FhOLBZPQ28blSQI3higBJEZiB6xz+/j9UNcmzxKLFCEXrNURlRXVdE2aelYUjSZMvlQGbJ42QqYMTMfist4DQvsd/hvP38RTh47Av093fDY40/A9ddeA6tWnQ8/fn4nBf7efv89eG/3bpgzZy4cqzoEl15xJdQx4J42LY0eV151NRw48DHdz6yCQihi55qZP4voCqyZgRRKmE0Giysr4T/+nU04mOFpql5wAgJZ2Y9uk+gQ3qXcgRQMZmKdEFHytP50ffD73/vB//neP3//v/Av6NnZZh5Ae/Zn2zPPPIPSh51gBCal3Xbbbcti4fBV46HA6oGB/iUMsMuY953Nni3qRyiSQlDHzJUPPtE2iqeVx6NxiAyGCQf7GPjSJ8y7zkjPIGoDA5lZOdk8wMkeNdXH4cHNm+F/feMfYUZeLpQUY4bfSQr+oS4addVz5i9g3noGlBYV0/s4CSDXjAk0u3a9QjLAi9aug8bGRggGgnDDxi/SvWC50BPHj6lMQ11zRKs53N9RRdCmzunJvMAS2xcTU3o6e570vGfP/pB5AO3ZX9ReeOEFTLM7NvH9m2++uZIB1nUDA31rguHQ4vHRsVLmZU9nHqeFnqbUW6Ou2UedWnAvUQ3PdcirxQcqJ1qbleiYaITd778DgcAYbLrvAVi0cCE8+8RjVI8Da1/kzpgFN964ESrmzROKC5cULPv2fgDHjx6ButrTkJyawuV8bPvqY0eJk545cxZse3Qr/PY3v6GJQGq9uawOAFRyCz7j9YqGBKJ+dVKSn2R++Hlba0dk69bt33z4YS8+6NknmwfQnv1V7OWXX5bByQS74447zuvr67l2YGDgokgksnBkZKSIvZ3pUB1oDALyWhlIjaA6wpFaY6MMKTqmBz/+CP7+5ElYd9nlsP7Kq+k1Aij2/OvvH4BfHD0Gf/OF66G9owN+8v9+zID31wyoQ7S/DOolM485Y/p0EczMowxAqR/X2YUi6Uck+/CkHap6wnsR2rxhLJYxjQuap72l/XnB83vm2SeaB9CeTSrbuXPnYfZ02HyPgZx94403Xuj329d0dfesiUWiCwaHBgrD4XB6PO5CNB4VagmhImGAGLeAOO03XnsVUlOnQWZ2NhVPaq2vg7qaE0RdvPvbN6D2VA0FHinbUlAV6Llj6jw7D7Wg6nLbQHV+Uckq2mtHk9mUfLLg7/EEIJuqCNJkwjC5qak5/Oab73x9y5b/qhH17Gw2D6A9m/QmuNp94qEM5YAbN268JBgMXj02NrJ6bDywYGhwsMCJx6ch1MacGIEoFvBHEO5sbYED+/ZSz8UEptgoMsL7OeoEFaXwdo0MFUhU1clfLcunAJrLDG3SSuOkgV403kZDXfP2/fv3Rz/bEfJsqpoH0J6dtfb75IAI3Lfccstay3Kvamtru6C1rX1hLBqZ5fp8mSh6cyfolLG8KaaE67x2V6Vskwk+w00o6mq+4rv6/D6RPegTgU+bp3v7OA9dV1s/vv3RHd96dOu2v+CoeDaVzANoz6acCeD+QDwS7Prrr58Zj8evCoVCVw8NDZ0/ODgw3406mbGIq0qsmrptS/LbqmAUL+GKKfCK7hAV/7CRLYK9BHdMdrEFV46bnK6t3+opNzz7Y8wDaM/OKXv99dd72dPPxYPs1ltvzU9O9v9ja2vbXc0tLRnIP2N6Oyo50GwRiFTBSJurSkgOKMuQ0nZ+sEQjSS4X1N1Uujq7wju2/fDBbf+y469x256dpeYBtGfnvIkmCX+/evXqb6xcsfS9ru6uC1JTUiyfL8nX19dvY4IKBQ1jWGckDm4UHXTdkMD2+cm/tpkHjdmDILu9iAp3WFa0qb7pVc979uyPNQ+gPfNMmAjerZv4/n333VccDofXxmKRyweGBs8bGxmdFwgG8mLRmD8YCkI8GoMYtscKj0JUNEBAKE5NTYGUZJs9kiASjn/3r3BLnp3l5gG0Z579AXvyySfb4XekuCM1YlnudWPjgStCoeCKwPh4WSgUygoGg3YgEHSceGTUZ09rdR04vnXr1pq/ztV7djbb/weLjh9CTzxIOAAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>