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BeamZ BT450 Par (BeamZ_BT450 Par.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BT450 Par" ShortName="BT450 Par" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>6e9fdcbc-d44d-49df-aea2-ce556bbf6827</Thumbnail>
  <History Date="13-06-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="17-06-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6d2f2e10-3c85-485f-9985-65f106531b72" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="24~47" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="48~71" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="72~95" Colour="0,0,255" />
      <Function ID="5" Name="R+G" Display="'R+G'" Dmx="96~119" Colour="255,255,255" />
      <Function ID="6" Name="R+B" Display="'R+B'" Dmx="120~143" Colour="255,255,255" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="144~167" Colour="255,255,255" />
      <Function ID="8" Name="R+G+B" Display="'R+G+B'" Dmx="168~191" Colour="255,255,255" />
      <Function ID="9" Name="2700K" Display="'2700K'" Dmx="192~198" Colour="255,255,255" />
      <Function ID="10" Name="3200K" Display="'3200K'" Dmx="199~205" Colour="255,255,255" />
      <Function ID="11" Name="3500K" Display="'3500K'" Dmx="206~212" Colour="255,255,255" />
      <Function ID="12" Name="5000K" Display="'5000K'" Dmx="213~219" Colour="255,255,255" />
      <Function ID="13" Name="5500K" Display="'5500K'" Dmx="220~226" Colour="255,255,255" />
      <Function ID="14" Name="6000K" Display="'6000K'" Dmx="227~233" Colour="255,255,255" />
      <Function ID="15" Name="6500K" Display="'6500K'" Dmx="234~240" Colour="255,255,255" />
      <Function ID="16" Name="7000K" Display="'7000K'" Dmx="241~247" Colour="255,255,255" />
      <Function ID="17" Name="8000K" Display="'8000K'" Dmx="248~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="<3200K" Display="'<3200K'" Dmx="16~45" Colour="255,255,255" />
      <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="46~75" Colour="255,255,255" />
      <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="255,255,255" />
      <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="255,255,255" />
      <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="255,255,255" />
      <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="255,255,255" />
      <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~225" Colour="255,255,255" />
      <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="226~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~31" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="128~143" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="144~159" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="160~175" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="176~191" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="192~207" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="208~223" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="224~239" />
      <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dynamic_Rot" Name="Dynamic Rot" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Dynamic Rot 1" Display="'Dynamic Rot 1'" Dmx="16~31" />
      <Function ID="3" Name="Dynamic Rot 2" Display="'Dynamic Rot 2'" Dmx="32~47" />
      <Function ID="4" Name="Dynamic Rot 3" Display="'Dynamic Rot 3'" Dmx="48~63" />
      <Function ID="5" Name="Dynamic Rot 4" Display="'Dynamic Rot 4'" Dmx="64~79" />
      <Function ID="6" Name="Dynamic Rot 5" Display="'Dynamic Rot 5'" Dmx="80~95" />
      <Function ID="7" Name="Dynamic Rot 6" Display="'Dynamic Rot 6'" Dmx="96~111" />
      <Function ID="8" Name="Dynamic Rot 7" Display="'Dynamic Rot 7'" Dmx="112~127" />
      <Function ID="9" Name="Dynamic Rot 8" Display="'Dynamic Rot 8'" Dmx="128~143" />
      <Function ID="10" Name="Dynamic Rot 1 (2)" Display="'Dynamic Rot 1 (2)'" Dmx="144~159" />
      <Function ID="11" Name="Dynamic Rot 2 (2)" Display="'Dynamic Rot 2 (2)'" Dmx="160~175" />
      <Function ID="12" Name="Dynamic Rot 3 (2)" Display="'Dynamic Rot 3 (2)'" Dmx="176~191" />
      <Function ID="13" Name="Dynamic Rot 4 (2)" Display="'Dynamic Rot 4 (2)'" Dmx="192~207" />
      <Function ID="14" Name="Dynamic Rot 5 (2)" Display="'Dynamic Rot 5 (2)'" Dmx="208~223" />
      <Function ID="15" Name="Dynamic Rot 6 (2)" Display="'Dynamic Rot 6 (2)'" Dmx="224~239" />
      <Function ID="16" Name="Dynamic Rot 7 (2)" Display="'Dynamic Rot 7 (2)'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Dynamic_Spd" Name="Dynamic Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0bfaf186-f26e-4860-a7f9-01e0c19fdaf5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Dynamic_Rot" ChannelOffset="10" Wheel="52" />
      <Attribute ID="Dynamic_Spd" ChannelOffset="11" Wheel="53" />
    </Include>
  </Mode>
  <Mode Name="29 DMX" Channels="29">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="064873b3-3a04-4cb0-8088-4dae401e4a6c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red_Master" ChannelOffset="3" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="4" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="5" Wheel="72" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="24" Wheel="7" />
        <Attribute ID="CTO" ChannelOffset="25" Wheel="9" />
        <Attribute ID="Auto" ChannelOffset="26" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="27" Wheel="23" />
        <Attribute ID="Dynamic_Rot" ChannelOffset="28" Wheel="52" />
        <Attribute ID="Dynamic_Spd" ChannelOffset="29" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="6" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="12" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="15" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="18" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="3" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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s9H/rQhwY++clPhi/grW3pWaoWoFtqSHKc3/rWt56emJjoE+cssBX3rPXik8wNcc9ajz2RPJfXpfFQg7MAXRoGpcOKSIs7nx1NQ0G7SqFUoLRS5s77vstrX/56ljNB5XLrmLMm8st5EqfjDLYNYFIfFZw7xmN3O7j8hpcreBqZm6+QjBWw21YplU8rNy3hlgynf/U41751GGebi8XH9DxwxK2KgyRO9zSGcgarxcn4Eye5yD7Ib39gO7HVFJMPBEgpN2+1pYnEJhR0jSTicS66RIfVEeWmDS4WptV1MFeZm4kTSc6rc62rxa7OxKoKK2PjnJaWFtVzOX9DI+1OID0wMNC4PlNTU9bNmzc/oVYcuAC3taVnuVqAbqmhm2+++bGVlZVBycgQoDY7Yok9a+Moi7RegdrYzFr3anmtt7e30VCm6dzg+2px9DiobbSRKqVZOLrA/CKs/W0Yf28bRpuBWrpGPlhgqHOYoqVIKB+hkCwTfnyNaHiZvsHr6R7qxucJs7y0j8EBPblcSS0Ztf8cj/yrjb6BXYSWO1UhUcfvmyW0dj/Dw15q9ao6iCgzhx7G53CzfMZONB7GYEyhMzyKzx9X0G+jUlTHNrHGlh1OBdpVBWwjxUJWOeQ1dU1W8HjsmMyGRl619FLs73+yZ+Hy8vK5WLsUWvK3QFpeU5Du/9jHPnbnRz7ykVef15va0rNeLUC3xC233PLP0Wj0EmnQ00aHax6oSEIV4qY1abOXiFuU/GKtA4oMiCTP5fWnzA1IjZ4tvbh/y81d4buJVJS7HlLvLav/x5YpnMnT5+hV2+gJdLQz9JtDBPsi1KIL6JbTZA/mOHH4fjJrs9isXuW2K/QPuuhoexH53ABTkzGWV86wsPAE/QOn6O4eVscrQ4kG2brVjc/XTSxaZvz0KYql/Qr2qwR6tuF0WDDoVqlUx/F6/KyFVaGwFmV2NqkgH2Ogb4hMRuZBTJDNHFWgN1BIJ8kkSjg9blWjcCjX7VEgfvJcZQwSbSwRKdQkDi0FljxfWFh41cc//vG3f/jDH/6r83+HW3q2qgXo57nepRSJRH5bGgDFPYsblnQ5DbACXm0mEm3WEe09Ld1OBhASCYwEUqLm2UwsNgv5bQVOMEFqc4G0WTnSmAnToJGusS7SdynoTWTwudrw721nauMCa7oU/vY+cmPzlDdF8I75Wf7hKuvVV9am3P3QyDXk03uIJZOYLd2Y9Ntp7wqRzvwAY/gk3V0O5aKd7Nr1SlLJHqbOLNDmVdsU5jhz5j6yuX3qeP1YLTXGdl5Mm+96Hn+sgMWsQH5yhl8sP8ymTdP41T6olxjpt3JZ9wiuZISp6VMcOXacRY+L3g0bGiEecctyHSRbRLJctEGVJNQj2SwSNnK5XDIK3kN33HHH0Qtys1t61qkF6OexbrvttusUOP5cXLMsAlVtCiqRPApotIZBbYQ4rZFQ67gir0nDoDjF5sZDbZwMi9eKu83Hbf2/w6IlxMdLH8GotokZwziVE+6+vpuV4AoBWyep9gxD5o28v+P16JTzvjv9S/5l4KvETFFG4htYfSDKFl8XkZiTUj7PtqtMjYGS9t8N81MbWL/pNawGv6GOJ6+Wdk6fcbIWNDC2ZQPjx2qsLQ6wYXM3i/PfU+4/S2dXl9p+mFOnLUQTHZRLVoqF9bjcI0yMf5uduzM4LCZ2+HrYvBxEd+QhhssFdvlMPFhIcvjMBF0bNzWuRX9//7nZYLRZXuS5FGJyfZSL1m/duvWBW2+9tfOLX/xiawqtlv5DtQD9PNV73/ve/lAodE88HtdJhoYszQPka3Bunklby29+ctCh6rn0O1lX0upk5pTm+HRjGyQ/2smLAjewzbaVX6T28ULni9nUNsZnq58gqP6lepyYhgxUY3W2de1gk3s709XTXGHaQ1VXIVaOEvArN70pS/6AKgBMZhxeM10jevy9JpbPRMik28nlrQqIfXj9lxMJ/5x16wcp14yMXmEjH5a8bQuVkp541EObP0Ew+CMCARs6g4v116jawPEKBx6yky9bqKeNtHdczfLSj9g6YsOfWsMXfBh/IYQpWyatCi2rcvWJ2RiRRBy7z9+AsmRwaF3hpXOPXAuZlktyxKVmMj4+7tmxY8cv1KW56gLe/paeJWoB+nkoydi4+eabD8hUTjKGhAZhreu2Jq0RUHPU2nN5XRtYX2AtcWhxjs0TtWqQlzGe18Krjbzm48UTRHMJfsv9Oq70XMqdmTuZLkyRIU2Ho53EQgx70cG3Sv/KYnaaa7qu4Ub39fxd7EvUyxUsvQaK7UaS6RQX73EQCzqZfNzMS/6oj1A4w+njNnLZHAbdAPGYG4vNzuilPmZXPWzfWWQ5quPEKQOLczrlnDdTKh9WB+qgZ10n9i3t1IplAh15/vovZHwRO1bLEKWsH5fZSH93nHZDBkOuRj1awxPMM+bLsrfPwQ/iIfRt7Y3ah0Bawh0ykYCAWq6BXN+lpSWGh4cbr83Ozu799Kc//dYPfvCD/3Deb35Lzyq1AP08lKpi33nq1KlOSQfT4KpB+pzzPZsep42bLNJS7AQyEmfV3LLEWMUlijSAa9uIqrk6h8ePcNOmV/PqttewL/YLZt2z9CkALhoXydfKyiXHcKbsLM8s4Nhs4zLLXl6dfBOXW/agr+hZy80pMIewltzKJbsoV5IU8zpmjta4668z6KlSKBoJLtspqHOq6m2E1oI4F+s8+p00/je52XFtnsfvNlAr10gnHNR1frVOnPWFCo98ocbO3Tbe9j4P99+f4vRBHem4grzepdZdwbA1D6dr2F+hw7S3g8LNIeyJPMMmC27lliuVMkZx1VZrI81QRvabn58/F7uXayYT1GpTgakax5f/5E/+5Fuf+9znsrTU0v9CLUA/z6Rc2ytVNfsmSQOTuKhIc3nyqMWaNTg3z0iiNRKKtNQ6rQFR68jS7KA1F10v1Zk+PkFyV5zu4Q6udb6ALZaNxKspflm6D2PWiCGkx6azMXlsgt+/9P/Buc6NM2mjov516NuZNSh3nbFRyxcx6assz0+wbucIXRva+d5XdArOdto7KugqOjIJAwZ7gZWFWQZ2rvGCl/Zw77eKtHnU+Um6XU1PLmUFU5lCPkW6uETXgJv9B+zMfqqCUVfAZHCRzdaxuUvkyhlibQb6rqliqnowPhGm6lPXY7qIPZXH41AFQ1G6i1sbNQtJUZQJbyXMISmH2gS2UluRsIdAXBWQ5m3btn1bXaqXXZAvQkvPCrUA/TyTAvPXZb5AcXICWy0DQ3PPzdkXWuxZHjX3rIU3RLKuDCUq+xMQaYMjNc+gokE6shDh+w98nzf7fpdNgY1Ei0lOZcbRxWp4Vt3kJrPYvQ5KK3mWj83wqs5Xc3n7n/CT0j7+pfRtzGEz3jUPmVAWZ8DOyvIZbnzlC+gYc+HdXOJbt5Xwepzk0jkW56M4nUlVcKjjSM9x7U2jdF1l5vSDMdZCzsYMKZlKjjLKkduUe48EWXf5BjbtNVOPQiVcZm6ijoWYukZBDGYFYPX5mzuc6L8aIaccvb6kzs2so6yuRaZUbgynKtKm9JLrIFkt0vgq2RxS45DrLal3EgIRR62c9I2f+MQndtx2222Hz+d3oKVnj1qAfh7pHe94xwcnJiY84ui0btgC0uYxNETN6XQizWFrrljr/i3PBTwnTpxoDIqkzUGoSQZGqkovxEJRfU6Fo/ccJmVME7iih1nnNDOFGUaXBondE2HYNtyYg7CWq/GTn/8UZ7ubznW9/NJ4H/a4nr7IelJPZOi39mNUx1LOxLjv5z/nNzrs2BImKmU9+VyddFI5bMsB+nrF5Rc4c+gUO7eu47LNG0l0y1ggJYr5GmbbNC5nGKfDRWR6im1XbOPaS7obs6mEkmHafDHcpnliyTXM3kHOHIlx0VX9OF5VwLyYo/LNIimdhRW7k5C6Vn7Lk3niWkEmLlni0d3d3RJzPpcdI2CWzA65BxJiUgXc99Xqw+fj/rf07FML0M8jKYj+jqSDCXybJ6NuDm08vUHw6e+L4xYIa2AXhyjxVi0v+tchjioGmwnnBuVqnVmWZpeIT6dY++cw/Qf78V7kYajSS+xwjIHMEPZuG1lLlmBojczpFKG/DNK/ewjdQJ3h9AC58RzeRS82p53ZxCyFTJH51RDzi2u4O3ZgdI9gqijw2h+lLXBSHa/yxyEF0kqGr/2tiZ17koTXfAruNrp7I8rx/4SREUtjnOpiaYUHv7MPYxG1Xyuzhyr0BeKNYUoHxrzqYtSI6e387GEdN23ZiX15iUIgR9zt4pFsAdNgd2NarUr5105aJiaQGoVc74svvrhRiImzloJRcqK1GL6C9JBy0b+tXPQ3z/PXoaVngVqAfp7ove99742hUGiDAKI520LUDGAt1KE9ahOratJi0bKuNseg9r4WLmm81+mn/TXtHPGeYkYBtTKiwL7bTOlAkZmTk4yF1itYmvAYPQy+sB/dlQYeWNlPzWrBt9pL6OerZPalGWobUbAz4EI56qsDOK53YY6bWFuOE3w4zP5jd9FrOonD4muMIjc0qKMjsJVS6SJmpgoK0ktMTx1l+swZBgaHGuuYzQkGB2Xml8uYmqqyvBjh+LEpzpycUdv3YjWpQkw/T0dvli6XD2chx+rsHI+lkswFA2x292FZD0uqZrDUrvZjtlBbXiEWj1FUhZevu0e5eHPjukgsemZmptEYq83XqI2rHQgEGg2GfX19f6kuWwvQLf0btQD9PNCtt97asbCw8INCoaBrbgAUWGuNfZo0F61BWHsuErA3z5Yi1XTpOSfxbG1bDfyGdQYWumPKZZYoj1TIZ1JUokb8/T3oLXVWT6wy5B6kfcBPeGOCQ/VjhC8r0WXsoxStKne7jdQ3QiQW4nS6OrH0Wkm/MMvj3qOkOkvoNivHul4d/8MuQg+EWYcBp93GQN/F6jhfzf4HTcRjJmV+d+K0XUpo+R4sluMMDLix2R3svuR1PPaon+AiJBMmjPoIweVfUa8dZmzMitOrZ3vXMDf6ncR+cQ9pBd9Qrcoj45PsXzemjnsAPF4ucjh4iXLJ8UceIZXLMx6JcP/KKq6Lt2NVsM6kM2zevLkRpz9w4EDDUct1l5CQZHuI5ubm2j772c++6/3vf/8XzuPXoqVngVqAfh6oWCx+XQHBJGCW+KdAWRqxRBqEmxdN2ntajFobNEmDsFZl19ZtSBrJrCYcIwF+I/BSXB0ePpn9IgcKd1HsKBL1Rtn1+kuZT0yTDKVo7+0k46mxd/gm5kxLTOjGqTizpBxJdrx6PXNfHsdTKcKYAavfze+53o7PEWC+PMt3N32Hhd4Zut2jLN8ZY4txlCq9BMNlSvVOXAEXiVAFm8FJd+8NhNfy+NpWCHR2M79gUi5ZR89wl3K/FuXIu/D7ujAbLSRijzE22EZfKUw99GNGnCEM6Tz5dI1hl4Ufr4yz4vURaG9nt7ompn37GF1dxlKrsyFgZNRs5dtHj1C79DLl5jsahZiEguSaC5jFTUthJ9CWhkTJ7hgdHf24Kgi/WGuOPbX0vFcL0M9x/e7v/q5DQfnFEn6QPNxkMtnoMHFulLkmt/zvPWqNg9qQoxrYBc6SOqbtQwuHyID8VSpc3LGdvZ5LmNItYLbo+EP/u/hK9C+omPPEe5O0b2gjv5bD3ubmks712BxmDlSOscWwjUO2g5TzSWJdWToU6NMzKTb0beN1Ha+lbKlR05cUDIcp1nMYPQYcOy3EDmepJnS0dbkZucrC2M4q3/37EpWaKnAM6vXOPnwde5Sr/oFy907aN+m48ne72ffPeRaW7dSNqiCyWvD4LiK5dhRTd4WOwRidV6TQFXqpfW4O98EsY3U9V7Ub+HZoGr+CryM+RU9nEl2wRqlYoi2j44ptVhZnczykrre7p6dRw5C4vaQiSoOhltEhBZ68JrHqyclJx+c//3mZx/BPL9R3paVnnlqAfo7L6/V+ZmZmRi8uToAgjq05fa65UfAcZJtS7jRAi5obEaWqro3f0ezCn1wPIstB8jvyTJbneKnhhfyR683MVCe5O/EjpuInaLMF8JislBMC/g9t2iIAACAASURBVBJ/F/w6L/e8kt93/Aa3FW5nf/UXZOsZqp6qKgiy2Itm5mrz3Jb/CH9j+e9c4tiOLW3FWrCgd5TRdVdJRjP4utSxF2zc86969l4BuVKO8ZM1ohEnVvOQgqgfh9OFI+Dm0C8rdHXb+PLf6XjfH5fIpUsKmO3oK11QieBxq9rBkRT69i7cn3sT6d/+R8z5Gv0VA32FLPpiBs9QWTnwDPrLwdreSX2/uibZJFu7HBxMr1GvdZ8bW1tizlJIiouWHHSBtDYBr7ymaie30gJ0S01qAfo5rqWlpd8WOAtwBc4acJuB2jw0qJbn3OygteFEtXVFAmiBiqanNDJW68xOz5JPZ7midyffyH6Dfyh+h7C+8OQ3ToYJKsnA/SXi82FeUXslAXcP92R+wLsdp1moT6CrGagYqtTNdcqFKuOTp3Bf08ZW21Y+Wf5zXmy5kaK5QLqUZD6vnLTBQr6YYGV5go2XbmB0uMrY1aogas/j/mmaqTMWUlGj+kxLo+u5cz7F5MM+Xvc7TtzrzKzfmuS+H7jJRmt0eu2E1iLE8wV6HjbiftNGDJ4MdOkoHyxgq+jxOkwsB1dJbq/i67Ti/h0d5p5eInPjmLNm2pRzt6saR1FGAzSbGtdRah/S61K6gUuHFblW0nAoNROpkUxMTNi/8IUvfPBd73rXp8/rl6SlZ6xagH4O60//9E/HVNXZL3FjaZDSwKxN+Krp6el1GpCbexhqDYrNoRFt5LqnjP0sf9d1JBbXODV5mu3+XVypv64xzoXL0kPdZcGkt2NKGTEV9GTCCUrLKd7Qdz2zrjNMlk4QNofQmYqki2uUQmAvW4lNxtkQXs/ukUt5pLafR7O/IK8vUylnya0YsKTK6rPLpOJRSvkwDl8XJ/fn6RuEZDKrXjNQzOoo1FJE1jKM6NYY2+Xkzz+vx+9XTresUwWLTEJbIaVLUh8wsmY3s/FKJ6Wv/rgx92F9rtaYtitVUmWMuUbFZCHWOcDwG5zk/vEwNftp7CUrhUiJUqVGzfLriQy0bBdpWJUQh9ZIKAWiZHTIYFOS0bFly5b3qk1agG6poRagn8NSLvdFEt+U6nVzyKIZ0Bpcz03qehbQIi3b4+k9DEUC6+ZxO5pn7hZlwzm+ed+/Mjo2xo6uzSR1aQJpN7aIB8+ilcp0iQ5zJ7pcnXsfuZfNYxv4QO8tfKd2N48Uf4UuocM3YyE7n8Xr9DVm/D7wq/28s+eP2eO7mNX663ll5nUySQrGuPoar4HDYCUaWiEZjXDl744qSFuZun+VXNqvFhPF8klszog6djdzp85wyas38ImXGvHb2vi7L89z5pidSiZKpbZKXcF5bhYuud6PaziHXjl0/RdyEC8SMVtZkQLK4mDiRJ71nTHaqkbKtTq1SB7UajmHgrBeh9NoPNd5RRs/W2LS09PTjXsgi7hoiefLNVU1Hv9nPvOZV33gAx/4wXn5krT0jFYL0M9hBYPBy7VOJSINFM1AFT39ufa3NtCPNrxoc+xaayDU1Az5SrWiIFdh9dAiX/jBX9L3knWsOCKcSh9lZLkb64SB+HIEh9+hXGuN2WNT/P1dX8VxXTsPWx+lK9WGc8GCY9JJda2Kp9tNtV7j8Qcf5Z87A1x95TXcY7ifXCmFI+LEGDXhXHXg9Kn9lQuMH9rP1b0jRJdNHPxlkVjYj9GwgkHte2DQgNkEqcgipeAi1Q47i8Eiq4sGbJYsek5hdafRm3zMr8Dk3BjOXRaYWaGuzimu1o/ZfYQtBnx2JzNzJaYZwLS+iGsxSSWXJWqxMq6WQrtyy4ZfXzMtFi3OWTI4JIavpTlqcWkB9/XXXy+NhS1At9QC9HNV73nPe646derUm54yaNFZhyxqDks0q/n15oGTNPetvd4cy26sowAqU8PWPDWKXUXi8RjphTRr3w7RfeQMgd1dBComkqcMFKcLdLZ3UelQ7rGaIzofIfi9IN0nenBssbLRMkx+Ik/iWJzezn6S9TTFeoHYQpRv/N3XePj0w6R2pxkwdZJ43EL1wSpdjk6WksukFfTsK0sk43k87ksxG4dwu6MkeYgu/6w6bj0zsxFV4KyR/MZ3WN5zPbFQO/mUAa9rmbzxPtoDZlLhELFyke/eZSUx38lo0o7enmd1g477Ve3ANjpISmBcyHPXpAWdews96QjFvhQLJiOP5BWwe3ob4Qu5Vs6zY0NrLlogLQNWScqdhIpkYCUBtDzP5/ObP/jBD3o+/elPJ8/fN6alZ6JagH6OqlAo/Glzzz5xwM2D7/976bZPD2+ItIZAacjSxtmQ/TTPO9gAtVFHQDng3HVFjq0dI5tXoEw5qR2oM3dwhvpyFbvZjkX98w+30f2GLmYrs6TW0hjyFmrTeib2jzM8J739LDKMNEMjw3Te2MmaNc7k5BS2nIvI0Qixex9j+PFhzAYT3bVOOrd24brRR9yTZXJlkvBjSQ786gA9i5O0ezqVG67T06uns/MajPpdWA11pmZOceL44ywt/ov6nO5G5onDm2b9kJetNbXfXJiF8ATHl5b4p0U7w+vWY3E7iKtr6tuzhd3r1yu3nOPU4SMcPX6UaY+XTX29GLsdRHR63B43I14vOeWUT46PM6UAHNi0CXebH5ty0RKLloGTJLwhjYdaqEOenz59Wrd58+b3qUt923/196SlZ7ZagH6OSoF1tzwKaCXXVjI5ZEqm5jGfnz7+hkjLz9UmPhVHJwP9aIP5a1keAujmhkFrt5XVK5JEXWkigTRlU5p8tkDf2Agdzk5CD4UZtQ438p1tV1k54htn1rJIbZ2pEZawbHPi9LaxtG+F4fowFquZ+uU6pjYscLRygozapy1rxjiqCpkHa6wcX2Fj+0YFVSeGF1iZGA0RN2SptdvQBZLY/VaiPy7iKESUM3bT1r5NnfA1BEM6gmtWdPRj0W9QTvvHLC+eZHTMjzoyrnL0M3ziUQzTT7BOgXxLr51fVvM8PjNN77atjULqqiuupN2q48zD93KltcyWkQEemp3jdFBP77oNmPU6rlTueX0mS2RpnssMOubdFn524iiZrduxquMREEtjoThn2adcQwl5SHaMjAyonr/2fe973/fUtZ771Kc+FX/6/W3p+aEWoJ+D+sAHPuAKh8NtAlP5sUvurZYyJ3AV8Iqa4SzrCpwFxENDQ+fALtXw5tlTRAJsLezRgLyyu7X1Vq7ouISNvk38g+mbHCn+ipI+g63HyfDLh/EW3MRPxBiVWUW8sKftSkZ8JU5WjzJvmKPkUYXDy2z4Sg5ij8QYah/CMerhSt/17LbtZbo2zc/iP6EW0LG+cz2zqWmSkSSejT4KbRWucV1Lj/r3ROUoj/fsJ3jFKh2ZAdbujuFx+dVRj9C73sYVN9WYPAk/+ScD+cIYdtsryGXTJGJBNnYM0B6bojNxCL8hR0WB1thu4bp2N4unU6QiUXq2dhNdnaVWnWFX+wzWlSCZiSKdLg8/TKvniQ4GvH7cs8rxnznFDsca1XCJkU4bbZstfG9mgtqmbVjVNZTGQrk/ci21663Vdg4fPrxBHfSh3bt3L6nH/gvzTWrpQqsF6OegFEzfKNVlcc3SEUKg29fXd65jSnPsWQOzNkCSjFUs22pdvJtn8db0lDkH1ct6k46LujbxVu9vYXNZ+Vr8a7zQfhNLpVMka2niHWmsl7goz4To6O7EZW+jxzFGuPwEey27yZczrNqXodOD54qAguFJjH4Dr+p+Fdt9W/l++Ud49G4CHV1EM1GMJgvdl/WQuDfJlg4PW7yX4NP5WK0tc7X+Yn5q+BZVb5G2yx3EJyskV4vsuKybrr0Ortvsp5qPYfeWKS96Mfv7cLkuI5X4EYNb3XSbTxHwqwLnYR36Uh3/SpGyJ8qeHZ3cPb6GUxr53BVGO8IEJuYxLiQJRMFlKhLu9XFfdIWebj8B2woBe5j6KXXuOVXDsFTZMWphYcDIrxJRDL72RhhE4tFyvbXGQs1Fa4WfKkz77rjjjpHbb7995vx+i1p6JqgF6Oeg1A/+OpmCSuLHMuKcDKr/9MZBzbVpI9sJxJsbAZtzoJs7tmjPf52mJ/tSkE7UsFWMHKtMESyG+LO2T1G3lHl19LeYtE9g6TVj9JQJB8O0l3r5l8JXses8fNL3V9xQfiH/LfkGvBUL1oAFfbeRcDhCoN7G35S+yZ2Jb/LVvq/x0soN3KL7Qw7lDtDR1UbdWCEVT1GvVflC7b/zdvNbuMF+LT+OX8bdpnso2FPQVqUcqiiXXyaoYPm+L2f5048MsOPvq/zmjRl1Plb0uh6qRQdlfQzrugr5n5ex/7c69sv9RD+XwGd306EvYjdYiUXWMA4pu//zII6XvhbXH7yEyOVvVDWECmMlAweLOUzKfbdvUYXeExX8f2Wnkhul8tEz2GfSbOyFg/E0ZX9Hw0VLw6DkP2vdvzVAaymOUshu2bLlj9SlfveF+j61dOHUAvRzUMqNeSRGLJ0ftIY9rWOJlnurgdl4Nk9Xg69sp4UztJzp5myNZrg/+bpat1pnZe7J4TaHPN3cZH6x+sQSkWIKh/q3ZJxrwM2smB5ZilBdLjIytgWDu847C7dzpX4PlrJykoUMsbyOfDVHJpImFowqZ75eAeu3cdTM6sTaVemjjsNUI1tIY1Nwjc6rWkIkyUWBzXy/9hN+Xv4VIUOcki7LpOkEbkMHjoqHcGqW/p5hcvEyP3ugTOd2BcO8Oo+iAZPOqo7PwGooQuGlI9RurVJaPI1pPIyp5CITq+H0W9Ux1hs1kli2xrpd6yjPHifv+A66TlXQjatrt1ZshIMSyhFXtm9B9w51uHG1H8s4VZnjIKqcdLWAsVKk0ph5xdLI4pDGQu2eSPip+XqfdddXXtAvVEsXTC1APwelIPHYwMCAUPIpHVLkubhqzR1r1epmV631IGzu/aapuWt4s/QK0muLQY6cOsoV7Xu50rWXn2Z+zjrjJnymAPP1KUgoAKXVscg4HbNB3rLzN0h16Pjz7Oe5iyUqNgvLhVmiU+pz1/RYlJs+duIQL9/4Gn5q/Rkngp9hu2sPToMHZ81GJZGhpgyy0WIgfyzKSwZeQNIX50fpH5I3VelyjVEOpilk89grDpLRZTYPlthytY4nHkziPwp9fWXWVh3oKmlyxSD5ooflNTv+uVWM3yhT9BuolmVWGPVcQTyRiuOv61AGmBVjArd0TPlZneKIjWLaTKzmJl4s4staSeU68afuo/LXVXRbzNT0CvouPeWUgay5hvHsPZACVGL62kiB2qBUWuciKTDV86Hz8b1p6ZmnFqCfg1LV4jc1x4m1jAzNGQt0/z3Yai5bgKG5ZS1j4+lQbu7QIiPY1TIV7n3gXoYHhtgzuo3rnJdzvKrArPZnjVlU9d6CManWt9dZXlhSTnqNS3ov4zOOT/Ptyg84mnwCw0QV06INU9CA2+fi0SceZfeuy/jsltvxdnk4UZ/k7zNfoxZVx7hmVe7WgLluZuHMAjdd9nI2eK/mBs91vCz7auLVVTrjAbLJMi6ziWRonsXTE1z72mv4w9+3Uy7C+289TT5Vw1qbpmIuUDS28cS+OYa3j8I1Zcz2CuWfVciZu5iNm0jV9XTZ7CzMlVg/spFI+zyOwRF4rMxql5W5rJ54Jk4MA4d/cICui2w4bzBTVQ7ceLGR3GEjUzozOZcLz9mR/wTE2sBT2kiB0lgor4vkfqj76Psv/9K09IxUC9DPcino6t/1rnd1K/c1pkDaq9zX7tnZ2RF5rxmiAl2pLmthi+ZZvJ8evhAoSw61FpsWR9ec7dHc4aW5EXFlYpEf3ft9rrv+Bsrt8LDuEHVV7R+d6ib2iwidhn7qavuccr93/uL74Kkz0x3lQPlR2kIOXGudpI/HCRg60amyRUIG3/j23/Oyt7yGmDPHw/lD2GMQmO8meChIv28AvfqXCSX54X0/ZG89ymn3HGVDEfeCHdu0g8pShraApzEX4emf7VOuuZdcoJPVySLljBG/Y5Zc5iDdg35J8GYmZePgUhfrfQ5WTq+q8zAx6/IwUynjHx5q1ACyBR1Lc3Z81ktZm59rDAoV6TQSjMZwexwU1X4enTPiy/ew2+mG5Sh5VYNY8bVxPF/A1tlJrVKlJtdRXTsBtIwJrbUJaL00G70ynwxLmXbv3m06cOBA+fx/w1q6kGoB+lmmm2+++YOrq6t/rH7MnfF4XL9t2zbuvffefxMflkYnqT5rDU8CXZldWhuHQ7IHmmdH0UAtcNBmW9GddXgyhrQ2FKkWKpHYcwMmhSLZeIKK5E7r6zwYjrI6p5zlJg/OUTejE36mH0zSk+lrpHwkFIgKuTzh1RDfiKdp29XGxT2dxBYNLD++ii3UgUU50HhwmVxW8oiXSK7GcV3sw+y3sWGpj+CRIH3VPnVMZRaD0+SLBVaXl5iaG8e2xcwmQxe5YI3E4xnG/P1YzqYJUorxy6//I+2BjVTyASpq/2b7cezuDA6duk4z06QzWb617GTH4ACD3ReRVAXDcrlEuKjDrQq5SmSN6Ooad02OMzO5gf5AB2W7jdV8gqheraNTP6nwGmuhNb62rONEXwfrPerz7FUOpzKEHE78RVUjScRZUkDPqXtkNj4ZRqqo62k8G4fWaj/yeOrUKa644orMRz/60V+p+/LmT3ziE6sX8jvY0vlTC9DPEinAGH7v937v6Nzc3BaBp7haccTS0UFzsxpsBZxSTZZGQoGzLOKE5YevdTg5u8+nNBCKtN6HmmMWiMvnyXYayGUdk9GIRy19Jj3DAy6yybDaf4m5cJzpnz+C+VQfNq+LYqGC39rJrl2b2DowzOyRY0TXlpkKzjO7/ziRqU48Pl/DTdprHnYM93CZv4P0/Dzh6CpzCnzHHj2p/u7D3d6m1oMucw9X7tjCepeb5VMnWVld4sTKItP3PoF/YgSL3YFdevPZ3E8Zf8RqkYJHgTT4MNWKHqOlhs1a4bKeAa7uc5GemGB1NcLByAqPH4kwvWEzJpsVvVouWzfG5cp559TnLSfSzIZDnNh3P/ObNuPw+xrphld0Bdirjik2cZqQ382RlTUePTXN6U1bsKoCseI1cKPPy+VmC4vHj7GiXPnRhUUO2q1YFKSL6v5Y1HWW+yfXWLtXZ1MmzfPz8y9QBfLCZz/72Ve8//3vv+e8fflaumBqAfpZore+9a33nzx5covmrATQAh9xypJZ0DzIvjb7tgzIo1WbBeSyjYQ6pJuxNnqaOGQNYiItJ1r7nKcPMdrI9FD76fb62FrIsNESxk0Yc09WOVQDybqOI+UaD4TnyRtH0SnA79iwjj1d3YTu/yW98WXG9EV2ddmY7tDzq5k1tZ4Jk8PG1vYOXqYzYPjlzxnxxKkHDGSVK72kx8RdR2ZJKqdqtbvYpBz3xer4S3f/iPXxFTZZ6lzqNnM0YOYXc9MYNmzFZDc/5di1GoBRZk4xPtn4V8gXGHLb2NETheQDtNtieDI6vEULPm+Fx2Yn8G/eSpfXy4CpQn3mEVwnTrEtlGa4VGFEX2Pf5CkKGy6iS13HHZk8zsXDOBeCdCSlYLLjNRl4eGYKy9ZtBOo1Ls6m0T2yn83VPEOZAuvUcfuVs/62ND5KBofTdW4wKq2BVmsDkIL2yJEjxksvvfQnd9xxx+bbb7994nx+B1s6/2oB+lmgd7/73a9RcN6rTTMl0JEB3yVHVnKcpTfa04cPFSBpzlkcmEibQ1BCFjJYj+bSmgGtOfDmaay0/Z590oif9hqrysGuMHhJFPeQFd1UDf1UhbacAX+kjLVXz71rQUyDo7SXCyQn9zHatkBHRxyr2j6X1hFI6vFfN8oPH1imZurlIkMJe+oYvsE1HMOqqm8y4zSbaMsrYBn0/OTMEobhDQzoqlSXfkn/ugWcWfW5CraluRpdWxxUPTYeWVjBNDR67ri1GodIwj4CwGq1gl69tmVdla4rjTgSOuzLefIzOhwLGYxuJylXipnQGv6edpyda3jXrWGrxLA+ouC7XKSt04zVWOGHi/Ns2N5D99UJ7MUY+u/lcMyp2oo+i6XDQ8KUYy4UZFTVNKzOZeztcRyTRWzFOuZqib19DhbiVe5OV9QBc+7+accv90mbFVzuzYEDBwzXXnutOOiR8/H9a+nCqQXoZ4EUiP9fLW9Zk/yApdVffrTSGUXS55oneX0SQtVz1WV5XdYVxy2wknCHFmvWnJo23ZXmopuHHRU13DkC8BqGXJzOa7L0XufC0PZG8s6vUzwUw1xUkF5n4+J4hQUFqKjat8+eoGskyIA1if64KjTCNUnmwOowUDcvs3tjO0dWCnS3p+lYn8FqAX3VhHG8giVRoRyus22zg/FgiXl1Dj2+AoNb01gLJWyrZuqTCobdYIiV2LOti4nFHFkJ1TT1zhMwy3lIpxCZeqpWr2KulxkZKtOzbgfGZAf5hIKns4aFCjV9mYvUs9V0lDaPge6NRnUeFkwH1HUZKWA5U8LsNzHSpWdzNEl/h5e2a9swRPUUHo1g0VnQPZpHl8xw2Y4OYqkkXQNt2NbpsZysYnydmeK+Cs7lEgFjmc0uEw/lGxf5XA1IC13J/ZI2A7lX2mQKCwsLw5///OdlvI7vnsevYkvnWS1AP8N12223dasf46DmaLVxmeVRWv9lnA0BtThrzV03zy2ode/WXLEGZIGW9qNvbgBsHvlO6/6tjb3RWEcsnnKfCiF4NvVQ3H+MevIAnt/ZhflFR8h+MajgX8Wl9jGaqRNRYLL5wV3JUPmnLP7XGzBdoxztP+lxKRh66iX8pWWcZR8WvxWDrkD1gTKmq+o4Xlij8nU9hgU9jm4dPVYdc5mkIrGTyokUtQM6zO+soLveSv7vc5gqyrlPrNHnsHEsq/5W56dJICc1DblGjdpGnUYjYzmThflvkf6RC+9mM/o/ew+JN30ax2KeTr8Rt3K/C9NTXHwxlFN2BXB13b/4TjLTf6NqDAnailZ6zJCORzDUEpSWenFfPYbphW+ifOWHMWXKtEUqOEopMuq4desuptYTxPbyIob16ip+zIjZYcJe0OFS1zxfVgWxpX4uk0PLTX/6DOoybdbw8PCH1J8tQD+H1QL0M1zqB/oHWmaFNPxJJoaAUpywlhInDlrizVrmheaktViygFjCGrKu/C1xZ9mPPBenJsDSMjpE8nlaKED7DC3Vrl6XUZ91xJNFshUX7qqi0+xxqvuCCtl66r0WbHF13Dm1FKvklbOPFoxsGPY1coEriVVMYwpCRgWh48pFX6bDGa9RyOSJlOysGzg74/WCKkAqRaorCko5VTDNFDHr3dRLNUL5DCPrrdDrp6yL4bDmyT6iYGctY7lI1QqydYqOMk6ebAgVuHV1dTVqDXKdGtdHCjm1rE7nydtral+9lNzX4pLUvR51fGE91rwqACSNTzn11aksnf1u5Z5fBGFVqPnKquagXHBSAdRcY2VJATyXxbHJS/ZBD675Bxo54Ab1E6unlCs2G4kF68RzLvrGAqR/MN2YTaZiNVKN1ClkJe5coVRTtYazPTq1QlHr1Sn3WaQVoOq8LrqAX82WzoNagH6GK5fL7ZVHzQU3N9jJD1jcrUggrLlDraGweTsNwrK+5sJlfYHX04cf1eYf1EIjWhz7STeuIKyWqAJwZCFCQFXz6xsDJP8qhOEK9f6Ygfq+vHKUdaKqmp+t1clnA5TGrsC+5aeU/mKV2gkT1Sl1XAnlEg+VSad15MwG5pbN7Ox/Mx1jR0l99EHKx8rUjytI9ZkgaCBRhKxJz1LUTOHFO3BGHiT71RLlqoJkQQG3YiE8bmVFOXiD79fnJee8srLSKODkXBqhA3V5ymYL0yEXO6+p0VE+Rmn8GNlOVWrsNFDWW0ietqjzVO63bCOar5FQhYtu8gQVyb4eUruoqprIpJ6w1cJqzMHCuEsVHLOYfDNkjhsxKYAbijbieiNhMe0rMYZPBPHYi3hMHnVz85S2Gogv2FirV8noytTOFphy/Z+eey61peapyVSha7zjjjvGbr/99qnz+qVs6bypBehnuNSPdUwDp8BFC12INEBrvQSbXz83w/bZMIXmprVOKqLmMZ01aWGQ5k4u4rgbqXVneyDWDQoOahk/aqL3zS+j/5qd6F6TJX/qq9S/tEgmXmXN4OGM2qZkszN1Ksimyyt0DvVg3KP2P6tcbclC+bCOlYQCs+RT+52cni0zc3gC+/YM1usVpGJqnRlVYCg3v1L0MV7IoWtzMbVYZWHGgXfLOixvmaN4pkIl7WU26uW01cN8bpl29bnNtQkJA2njLp8bFMpo4XTYzhNPmLjqah+OdWlSx4LKHcskAWbmlDNOWwzojVZOnaiz7qWbsFw8RaWWUPvQkSnpWfSbOaWAXfP7uOcbKV57sw1H0U15XhVubTYW81ZOlo3k3R7iZhu/uq9Mx1XrqQxHqMbipLIw5bCwoMtTl67j1V9n0DRP1Cv3WBqEJWNHJK/LbC1tbW2XqD9bgH6OqgXoZ7iy2ayzGbQCSc3dCmi0HoJa7nOze27uri3SwC3xZ9lOi2k2T/iqNVBp0kIczetJJkdeHcuJWSs9R5UL97Tj8V1MNvV98pkQQYeLI1UDKyYbRvU5S6qKf+jOewi8zojb48dQzZML14lZvKyqvyfiUfQuJyEFqJ/80yTOkhV/LoDuUEk5cB0J2hh3W1ks1fAqyKrdcf89QbyGPiwxI7nxCqFKB6udHRxMr6DrbG84/XK5etb1S6hDd66r+68XyBiM/PRxHVbHEAF1XIWpDEWnkbjJwOOGSSxdPZQqVebLeh54wsZFnduxJpOUyZLuqXHv3DLZQHcjZPJo1kLmm3ouHVuHtaCgOmJQx6zn4HwIY5uXtXhMHWeJ0sNGrh4dQWdIkXZUmDIWCcVSGPIFSvnCUzocaccsgJYCRnocapkdEqbq6enpOl/fxZbOv1qAfoZLwdciP1L5QQpY5cd65ZVXNiYXlbiw/IjlhyoO8emAbp51W3vUcmq1bABtvadv11yVfvpksw1A2C21AgAAIABJREFUKKcXMXr46ffG0eUj2CoJTHNJUpUAk1YdD6TT0O6lqI4tVyjyQFI5wmwHuz2D+KIKPu1Ggl499y4ukusIKFLmKKmC5lCtQuEbRl4wsAF3RR3vJjMTavt9S0tYOwMk10KNHoAxvXKQyQrbuwbwGDsI9uiYzSZYVi7baFfOdUG502QRkxW6e3x43A50pidrGHIt5dqlKimSpTjlYoG5H8TYOjzGyOCQOpQ8p1dmKKvPM/mqFPUZgishxh+p8GhHH/2dbehqdtbKaWojI/g7rFSNWWamwvxkMcv+cBsD3Z2qINOTLdRwrR+je52faCHE3OIs+6YWOB4N0+8PUFUFULaijsvueHL87Vr13L1vDlPJMWuFqnb/zjboZs7D17ClC6QWoJ/hUnBsUFbck0BFfpS7du1iUYFNizlL/Fmqvlp6nKi5W7Y2I4oG3uasAC1/WttGpDUeNs8G3tzjsAEO6RaOjsWqia/fGaHdrMNWc5Cul1k1VLH3dHO120VXPk3JUGRuNcaB/UEeC3TS7fMr91hnOZvG3NHOjW0dbDXoCU1OMh/PcOz0JF8Ox+no6qKmjjunjsPX28tOl4N1Y/3EVuZZSud5/MQ4P1yJ0NY/pA7SSF5XpK9/HV3tL2I57GcllCASPcOJY48zMpqms0uaDdU5mXQMXTtGeijJxNI4iutEptL8/PQBNmY2YTKoa2Mz0/ZCL8atOibmQujLVuorRU48OkN8qUS7uwMcTjqvULWHvQ4eG3+Y3BZ1nRJOZg6tkk7o6XP1Y/XYGbxpmFBghUPhCeq7qvRUR5j+2STZyQqd9i7MFiuqFMbY1FCr3QdN2n2WRVy03E/JhVffgTP/1d/Bli6cWoB+hsvtdpe0qajkxymQfOihhxpuWWtM0gZ5l96CmppdcHPKlvywZVutEUpzyU/vmKKl5Ym0caM1eJyLdUtVXIE7q5xiRjk/XV3tx2zEbdPzhsE2tpmipBJTWE2wJ6tjPAr7gkFmJWTicGFzeXlVT4A98QTlUyfpU8DeajWwxW9iXzjMuJxzoAOr0cyNvX52difJVZ5gwFli/RkDGwdd3JtIMq326egO4LJ7cZr2cmR8jJlZEwbTkILyIF29o8zO3KcYvorbY6Dn4j7WLkrwmONhUkNxVQOo41jnxLLRyfgvx1lXGUM/YmRxT4SQNUK4K4axZsQcM2Dqc7Lwy2VMMTO+QT/1PRae8M5x4uoVdDLGxooC7ZiN2KMpLCcj9Ax1M90zz/Guk6xuW6Gaq7IQW8XV4Sazr4B9fxqf0fSUNoTmGk9zxyOtQVc6rUi7QK8qtPbv3//w+fkmtnQh1AL0M1wKjBH10C4OWhu0aHZ29lyeskh+rFonhn9vbI1zw4KeTTlrHoxHc9DN8VmtSt08boc2/ZUGEZE2LGajAKgbGsDWqePY2eVj1LaC9ZIgVp8Fy8EsFHU4slUMDhs/qUYIKrc94nGxvh7HwAk8gzlqy1VK9hrWy90YVwykT4RYVVX/dYF2Bi3z2LYs0LXzBmprE8S+fxrfAXVu/W6+E44Rzzjp7dtIQefH11Nl0NhBPlehd0TyvJ24/Zczefo+/B1Vyh0G+v5ne98BJ1dVtv9MLzsz2/tutiXZkAqBEDqIIP5VulJEQJGfNAWkSQiYQCDUIIgKYvk+FD9AAUXpIaEGSEIC6bvJZnvf2Z2209v/fYd918OwgSSGJIvzJPO7M3fuPffcc3ee85z3vO978irhLToEa3XvwTvYA9PkbBxQPQWd4e3ofbMPJVPKUVRUjXLTDAwmu9GMVris/Yg7dCg0lKHzn92onTgR359wIVqsvbg37ka7ZjOiOWFkFzmgM+vRPdCD0soyFBdWQl9cgMHEcwhn+xCNhxDMj6BIVwnXh15kRWz03PSjAUEq1EhOcbXj0dKI+2T/U089Ff/USRl8aZAh6P0cpKCbiRinpGymI8n2ZcJI/JpZPbe2to4GnQhERYuPswSdMKmK54cEv4h7nhqsImXwPj6PlTpDymJi5mvLpCL3CTydOK04DvsBnSj51iVImg7HYPMPYYp5YI/FMak8jkPcwGsBL+rzK5FV2AprbQAmlx5DbGf1a2HVaVE9J4kZgxo4aThfM6UEeQcMonAm3XPFDxEyvojc3G3w26KoMPlwiD0PLzcNo2BmEawTbYhlZWH18zHY7P7UZGF2ngVF+RVEgFMRiTbjkLKDUeEohtM4jGgsimJjBdw6N5wOH6oOn4TN29aQws1DobEYb0aX4RDLHOQkHHjN+DIidvrR1JgRrY3A7DBjim0yXou9iz59L87JvgiPR3+HoIU6m2qq6zQdhmN+6K1mLO37M64qmQcz3dutwRsR10YRyY4gVBFGdHssRdDStrJV5wEE4nlTU1PDz/vZvfE3mMG+Q4ag93OQil1KyukbooQlT7MoZbE78yShzPyrbnYSdSgKjPezCmMbNis2+cGnLwork1H/TjKkH3XTU/GJYTmrOoORSHoI1pII4t0rEIr2I//cX8G/6ecw9LemogrL4gkU9wahI/Iyz6T7WB1DuCOJovkGBF/LQiwYgHkwhpqJJqwfpM5jeBCWQiKzlUPwrb0Hhd++DZrpjQivWEoEb0GFh32VWZ3HkUPk+czDZphsFpx+iwN9K7vg7aV71IRgsWZjqDMOg8+AlmQP3hxeijl5x+Jo0xH4RfQ+uDRuRAxUp8IsBHt9sCWs0GmSmGY+EF/TH41VPW8g4iOVnwggbAqjq78TUcSQr8/F6ckzcL99AeLUBk8HnsBwxAm9ie6nx49jE4eh1dCKbYHt1OEWwAwrwt1hDMOHBLf/SFuqq6zLc5A25vc8YpHw/iOPPDK+YcOG677Yv74M9jUyBL2fg5TzY9nZ2b9g8wZPCnG4svgjS/5mJtyurq5R8haCZgiBM8HyeUywnM2us7NzNIkQl8EKWTWNqFGJDONIGkw14lDNH51S7sQn4UgYbiKSmLYAwbVd0FQdBF31UlKTQUSfGEZW2Ej1zYLJF8aAfxC6ykpoo15oy6nTcfTDdIIZ8b+4iLwTsEbtMITicHpIuWebEetmW3wPom03IWHZDgMpcctAAEkddSBJC7o7elCTFcVxZ3rh7NCivymCQWccvS2kyrOS6O2JwDXoRUtXO4p8RZibcyiOjB6GqaZZODZ+AjoCPeiIr4PBS2TZFsXJyRPgog+vBP6Jf+r+iUDIj3xDPnw+F0IDQbSEWtDn68UKxypsCL6Lf+JI1BtnwOF7BT5PGImhJKIDERQOOXBBzXm4cfgmOIf6gGCMRhRG+DYOwua0wTCSDzrdJ13MTjxK4UWAee1CftbsxeN2u2+/5557/Hvr7zCDfYMMQe/nWLx4sevCCy/soh9kOZNkcXFxijzFs0LswGO5zKk5ndUXh4nzls9lUweTNJOAOkHIL1ZrUq6srCLXFXs0T0wy4fNxSSZoItahEHF14QRozNsR/OP/QjPHi9hHpLRtpJZdpBjDVgS0CVKZWRgM5sCoScD8IdVjK5tnnEDvyNp8w1R+Mg4QDbl8WmSXk7Jv7IfvdxugtRiRiMdSXh5JIvIgHdY34ERs0IWAPx/vvESk97IGk2dYEQkOY9irxVA/L8AaQVNTC/JcdjRkb0O/bwgdCRfMURsGoz3Q9CNlCx82+9Dd2IrvzjwZzyS16I73YbM5hiG6hsZLo5E+Go0EEnhyxV9xwUnn4B1LNeqsdXgltBLBSIA6DxMS22LUwRjx3MrncWnZpbjG8VP8cvgX6MpugqUjC5HmEHIC2TBaPnvdR+5cZRmy6upqnhx87ZJLLlm4F/78MtjHyBD0OEBBQcFvtm3bdge/V93omBRZVXNE2VhmCjFNSO5n1ROEPQGYoFl1M0mLzZnLkP10zRT5MjHzPh5asx2aOwS2gXNZn1yRhchSr0VDG3DMQD/staWw33gQtNavIpx7F8wtm+BujqJPa4TTaEDYHcbmN5qQO8sIQ9YANDk6aBMmEKMiketAD5Ggx6hBKGnA2mVxFJ7tQPZEO4zVdyCwfgHQ44RnA40GDDYEzEmYEsP44M3NqDkkHyeeaYApO4mVL0Xh7C2BDtvgdjWjqgbwdjvR2ziIH5deDoPDiJeHX8cq/QrEW4Mwrdcha9gOXVyH//nXH3Fd3TwcZjkYv488hqQvgkSLHvpm6uRc2bAZ7Hjl6RdSNmlfXQDXuG7AptAWWEkkJxu0yB0qRJbVgnVvfYjnJv4TTTWtiFHvVeQqhK3PjkBfAKXmUuosjdTekU9MwqoRo9yZcltPnDgxUVpa+lsi58v36h9gBvsMGYIeB1iyZMnic88998bW1lY7fx4NFhmJJmSCVXMIM1QFLROF/CNnpczEzsTLw2Ymbz6fg10YMlnI5MDeAuxzK4mSZAVqPlfyQqhmjlQdtHo0+/RY9VIMhZdWIL/mcugtxRj+cDGCSMJJpLZVp0Ew24GoVoOV7yYwIWnH5NnUEQx6YVmmQaAnCx2BPGyMU0fhsENLdX9zPVA/dQJq5wSg63wJ/m49hoYrsDlWgI+8IehKsqDRJ9DeugnZuROgMyXQtcGAOElri4G9VhpgyeqAxZSVygW9ddlWZOVkwVM+iJ5oA4ojZph7HWjf0Ik8Y36KMAPr/Vjy8N1InJzEoLEb5b4yaKI6eD90I4/++UPDCA2H8Pc7/w/mb1sRnxJDdTQHyc0aDL/nhS5hRKunHUlXEn+59zGUHFaCKVUTEfWFEd4SRrG/GFYTdZhaHXieVfVJZ4hXBz+7448/nlOMHnDVVVdlkvT/FyFD0OME9fX15xIRPs+2ZpkwYhJlRSuh3jJ5qNqgGappQ8wTrKBlAQCJUGSThvg7SzY1/sykzuTOal3yWahJl5jcxcyhJfINGfV4ZSVQWNyNWV+5BcaYDkMruxDRlqGxyIIPXG7EuZxwHC3Uh/xrlRmnuuthaxmANkAEXZWL9ZEwtoaI+E1GhH3D6CYG+8Ofzfh/DXkosXUiEZ6Ibk0e3k0MopNX3/bH4e0fRlLjh3PwadTUzIHdMRmVlUl4vR1obVuBvFwz+vr11F5JBELd6OvsQ+XBJagoL4c34ELP5m4URYsRrYvCb/RhqMeN9lVE2GtzYJuQlcpIF+2MoVxXAeu3shAriaK7vQfd63th+70NeY48GOwmJJzUvhW5MJ9uRFwfg2erC93bfXCtcKF2dS3M1HbZmhxoTB+rZM6/oSapUvNwS1u/8MILOProo8+m3Yv20Z9gBvsAGYIeJ1i4cOELd95553VEhPd2dHRomBRlXULxf1Y9OCRPB0MzsnI0k6t8ZnLm78WmLKQsXh1M4HxObm5uap9MJvJ+Vu6yEjWbO9Qc1En2/DAQIZM6/tMLfsxZ14XJuSZE++uwJeTDB8EAkF+IciqriDOyDTrRGo7gl/25mF5Wgqw8A9q9PjQTOeflFWBKMoECUrzDbg/aujvwRB/Vq6ycOoI4XFEfvBqqq2MmEfkJpM/NGHI5SUWvo9HBW9SpfUj3aaB6B1FcnIcsx8nQJurQ1dWNnIQH7R1vwOPejJpaBzVKDLn6XFi/Z0NoWgADXYPQOYlst5N63uyGsdmIPHMBQKRq/rYJoVkxtHl7EcgfhnmCldR2EPqP3LCFbEjYgNAP4mgq6YCXOhBjiQn6mVp4y3zofKcTE6kOWoMWmpF/kvNZ9VlXbdD8fBsbG3nh2AuRIej/KmQIehxh3rx5SxYsWPBqYWHhA0TMM0kVO+iHrKcft8btdmtWrFgxanZgMpZcz0zErIDVaEDeL9nRxFzCJCyKmc+REHH+LCuziKeIkL+AOwxW2KLsedjuJeJf3h/Dm73BlIdHnMouKirGWTWFmBz3ItDeghCp6AE6f1VPB9ZweHlhIZI6PcoKbDjfbkFZexeCXT3QJaMYztajITGMpW1t6K2sRiShgcMyHYnk97B1ezE7R6Agvxq27FrEE7XYtnUpphxAowAdEaTpKxgOTIdJH0RZFanfOCn+cAmGfK+gq3sVEbgOxmlZ8E2LoSfLAyeRdCISgq0mBzllWRh4bwhZPTbkTy6E7YACFNoq0ZcbxVDAC50tAktBNuKOBFyvD8E+JQdZFQWoshVig+VdmEPZCDrciJmisGbnwvV3F4p0xdCl/NCTo+qZX9yukhRLNSHx8mY0eqqbP39+/h133DG4D/78MtgHyBD0OMOtt966gTZfTd9/yy23PF1UVHSmqqJZ3aqucaoqEzMHTzCKemMlLXZPtkuLpwe7dkkkISt2MXOI94gk9GcTymiaUlbTWvbVNqQiDEFK2ExkdGKREZMKGmCw9qKwiMizKYGKDQmUlBqR7R3Am14jtI5czDFpUdy7HbpwO0rKiMSydLAebCHla4BhVQBPD7kRtRdTvQ5ByJKFiklsprHCbLIjp9CJeGwiGjdG0d39JiZUFcNkKcIBcyKw2oJw0HnLnmqHI6+M6n80wjEX3WcrqusmYpZtJkK2JJ7FM9iYfB8JIu4KSy364hYMLHdhZt1sXJDzfRTlFSMeiOFveupkHH4YcswoCOXA1dqL8pIcHGw4Fht0W1Hhq6U2iMGl64WuHMgzFqL37Tbke2PQaoyjk6xC0DKJKxkEZXTCz+Ott97Ceeeddzftvniv/LFlsM+RIegvCfx+f7068y8/fDF9qEtYqSpbzBpqPg6Z9JMFZYW81bSXEhzDE42yBiKTt6j00VzMWtrGaUvvy20WVJd2IPdEwFpxEuIbX0KiNQhjVIMJJH8PyzfAYxxCazIH1TYivep+5NgNiHk0iPUACXsMmtIYppblYeqLNqwetqFiSjkcB8WhjxqxZVUI61bqUJXII7LtQP20Sdi0vgXQ2nH0t8uQrM+B2ZWHcP8QcotK0NESR1WNDW1tNQhFunFI3sE4THcgHtM+jQGLH5MTs9Cq346mWCPqJk+Cc3sCNuoAivRFaI61423tO1hS/CvMT16NEEhxl2Ujvy4PmhBg0ZqwyvUqbrEtxFT7dJwdOgWRoB+b4htJRdOIxUUdp/7fBCyZCeU5CEFze0qOlZEEWWchQ9D/NcgQ9JcEHo+nXE1mJNGDqmpmqJOHTMBslpAcw2ILlSx3TMYykaiubchELOQt4ebik8026/Sw8dQiWbE4ckhJFs8OIWfKIdBar0Agvga6CRHE23th2EpK+jAtDuyLwhMllTtVB1shnfcaq1MNdCdaYdkeQ9hqgi7Hj9oJFXjvAyLjObnwknJ+9c9WfOUCI6adGMF7T3HUpIk6kDjdXy2GnB3Q2BPofXUYbeusOPfOSmxt7kP8bQv6nb1w2CrhDTkw2DmEgXonGkzNqEQtFuRcgdu896Pf3o9eUw8MtgS2tzZhMOzEUJYPZxlOxTmWk/Ck7SC85Xsdnf4w8vU5KHOV4XjfXAzlXIw/DD+B4+0nwZik0cxgCGG/F6YEjUBSHjf/XlSBCVo6V3Ukw+3MwUnSOa5bt85+7733nnb99df/Y+/8ZWWwL5Eh6C8Juru7s+XHLmHd6pp2ak4HIWNWxmyHZjOHmmqUCVZUNJMxb9kcIuHe7PUhmdXYrMF2bDF7SL5pNbd06sVRiz43jHlZCGxfiujGbcj91tHQn/5TeH5GkrrFCX1QiwlJPQzeIURLD0bcPoxwmRX53xuEtuJADL26HskAlZ8wwGZOwqzhSc5hZOeW4aivJFAz2wS7DWhYFobLbYbFFEDAZ4XO4ELzu0NoWl8I0PlLf+eFPY/NBkHk68rhcfem8jZv3rYVtYdPQFU+qXIvtUdODJsMW5D0R2F0Uqc0kMSAbwBbBpvwgbUJTdqNMHn/gO3afmRZS2CLaBDuC8DtHIK7px/fyjkRK4xv4eXhJ+GJUScYTUK/jUYbvVpeNCu1tiNG8p7I6EOeA5s6JM9Kc3PzaFuuWrUKc+fOvZU+Zgj6vwAZgv4SYN68ebPoR55iX9WEwVDJWSVp2TLBSm5oybOR7lXA+5koRn2dRxSfKGjpGPgzkze73LGaVv2yeZbQHY7BF7SgIM8BXdVMBJe/AvPRS5FweZAo10O3yo+I1YiQVkeqXocJUw5GVtF7GH5SC8OMdxH5wAwUWhCFDs5GN4ZDOvRs68FB35qItnAIz96aREVtgEYTQei0enjDeviDQ8izeOEe2ILjznSgtw1oXE8dQZ0PpZVa+Nx6xEixG/QRdLZ0YUPHVrht1EHQdd4LrUMZquGPuZAY6EW4ww0D+26vWoHjir6O0+3Ho1JXimXBNVjneTu1+CvaqB2iejzz5nP4Se1V+J79AvxP5HeIaaPQ92th6jfAOpQFQ7Y+tdLLwIBzNFhITEW8FVMRm5F4hCNgNU2vGTfddFMuR5nujb+vDPYdMgT9JQCR8+nq8lWiXtWQbDF7SDCEEIAEn6guXqJ6JYWpuPOxqpMymYhZVfN7LoO9OMSNT9T36AICTOpMRhEt2lpiKK8IQ1/Sglh/EZLvZyFi8wH+AJKkMF3uOPoK9Ni4sgt1B5ZCFxyA6d0YIsM6GG1mRNcOI+h1wNljRMTox/uvvo/ymVOgc2Sh7ogoyiuTiAYsaNmeRaQcQDjYBKsljIHORuTnTMOcQ/Jx7BkGfLjchLKSLPTGWtHZtRmFpdThkAJueGs7vnPAKcjymfFc/GWqvwvlbVb0EbFb/Pkw2IxoWtmA7Ml5qJhUjaXO5RiINiO/heq2KYRsTyEsVhO6P+rAr55/CP3HDaI/1oJsnx22eBbiGxMoMBRQ+xsQ8P97wpWzEXL7cnvLPn4ePBHLdn55ttymy5Yt05x99tmLaddle/lPLYO9jAxBfwlAZHnMjpK8C1Gqqlo1ezAxFxYWjk5Eqd8JofMxnOpUki3JElxim1Y9Dvh7Juv8/PyUiv64TG1qzT4PDevfeD6IujIjKmb74TjrfiTCpCAbLwJyTRgYjGJDnJRvlh3rOiKoeLkbc+rLkH++D5r+KPzLogi22dCWLMLGMF2rGIgmtuPdp99A/VHHIW5KoHNLCN0dOfAOehEMrENObjeRnA4RfwfWvLYayVAMg/1xtK9PIhYBcgo64BxqppGEBlHqkHrXt+Pvj7+E7MNtcJrbUBV3INmbQO/GOExaC3p9fYi6Ihj85XMo/FoZsmfaUBGxYWhrBMMfkvoldd8+3AGf14fWx9qQ+24uqqaVIWlOwv9uMJUcyWazj/qu82jj/fff/8RSVtLRMWGz+Umei7QxkznhHGQI+kuPDEF/CUCEeABvVfXMkJzNPHyWZEjpRM4EzBN7arY6sVGruaJFRbOik2vxZy6Xy2Iykc/8ndip2X+XgzEc2Q5oDHp86Nbjhcft+LbZC9vQzxDrDCPWoEdoANhuMeMDg5FnxuCja7+xKgGrtxqV4WEYByKkovUYLMzB214iYfMwInFS1lEftjYspfolkeU4mLbZMGqHiHC30HfvICcngQFnmOoTQk/v8+jYvg1VVVNhN9sRzXahcesq5BUY4PFOQDCchUFfOzqe/RBVH9mRW5VFyj8GV+cgLIYs+E70IlAWQHAwhFhTDAPP9WPC0ioYaTSii2pROLUQOac74Ip4YO2zon9tH9rXtKG6pwZmrQl2bQ5Mdl709+PV2bnN2tvbqT5VqbYTgub9DH4uvPakCm5r7gAbGhpy7rrrrmNvvPHGN/fKH1kG+wQZgv4SgH6whekJ3tXlrsR8oXp5qEQt69uxWlMDUNT80mLWUN3oJF2pJGKSkHP+LDbqVB4QoyGl0B10jTiRz6s9QYQeseDYugjy+yMw+KrwkcWPfyT88Ov0qHAOwErne+JJPNVrR21JJUqtZYgXmdAw4EKzPghNshCG6DRSvbnoc3eQ+n4fxSUfUEeQn6pDLD6Iiko7KflTEQ5VkGruRW//Gry/ciX6BrajMD+bzgVMVDed9mJEQgch6BqGPtGLmHENEePLmBz2wpqlp2tRR3ZxDO56T4ocdcNaGKeaEagOo2dpD6qSVYhaowicE0RrgRNODaneCXqYK/TIqXag+4UeTNFOhlFnTNnGpd1lKbGtW7eOKmpRzwy2P7NrnUD1yHn33Xfxox/9iKMKj/ki/7Yy2LfIEPQ4x8033zzd6/Xq1B+vauZg4jz00ENjmzdv1qvkzRC/W1bNPNRmghaCFUjQi3h9qCuxMPgzkzt/ZnJhEufP0jnw9Xt7ezFhwgQialLpWh1imiSWe2J4d2UEBUZLqgyvRodJjhxcpdWgbHiI1G8U/mAUm7v8eM3tx4flldBZrIhpEyjMOwihwHnY2lOEUEwPvSEAvbGRrsNicguRNKgzyEdO7uno65uOlm0GxKIVdJ9VqCydipbmp2HQeYkQLYgnTyTSnYZkLI7sPCuGPeW0344QXael+wXUVQPxWXrYp1QgbNbAU0iKNqCD1m1GaXEFBkLUOSx3wnyQDRPLD8Mk80RsRzs2adaj196JIVsYNcEyDC1zoVhX8olnxB2chOyLfZ8nbWVpMn4WnJQq3VWSwXZpOveIs88+W5dZ9urLiwxBj3PQj/s76V4bsuV9paWlPFT+Mf3YH1GXTmKIiYO3HC0okYFC0Kotms/l79iuzGSien2Iihb/XSZyJn0+hofp4q7HBK7Tc3QhDeETcUSpnF4OMqR9+UjirMQwyvROGIrjMHrDsHUlYBtKwoYwnh32ok1vgt1SAKPpeHT7yzBMBFtSakbIb4QtuxjZtm+gmfjTZGpEWWk97SuCPzyIssoJaGw0wmIrR1Z2ELmB49DdvQylZXaUVM7AhGlu9HcF4GzLJ4VrpuPCMJgOQGt3I4bcm3Hc1GNxRtY3scXQjHtDd6A33o24NYZQPIIDDp2JlqbNyKV2PsV+EjZgPSn6Nsy1zcXThm2wFFuhmWlD9EMnEl7iUa1u9Flx+/DIQtqRt9y5cXvz8+BFFWTB33SS5jZfuXKl7ogjjriSPv7ii/nrymBfI0PQ4xz0Qz1OXT+Qoa54UlhY6L3zzjt/e8EFFyxpbW3NSp8sFFMFmzbYK2NgYGC07PQJQ8nZIcn7ToEgAAAgAElEQVTjJdudmm6USZ5VoSw4y+qYSVomwRhaHal4eqUWMaT/OtrOzDOirK4flq+YoCk5BMmPNkH7TD9sW6KYSud68rV43BMgQq2BuSQPB/1Qgy0bPVjzogm2HBMsWWZMmx2DzfEVNGwewmHHTcLx3yrCQCyJjW9E4RyIIRK2IRDOR9mE6XCRMnV7hnDG1XmoP7QIrz/fjZjfhGgiCo8zF0SrKCuchiF/BybqajFJW4u/xP+KAaMP3zFdjH+Fn6QOwofBgBkFtYWpDgikuh/z/RGXZ/0Yp1m/juXuvyKQiFCdsuC39yLpSY7ambk9ubMTglYXUuBjuM3WrFnzqecgnxmcQOn444/n3NAZgv6SIkPQ4xx+v/8Ade06MVuImxwpstQsExH18ra2tpNVhT1p0qTU8kn/+7//O5oUif1sZQksgQS8CMmyepMhuLjwyT7JPc2mDrahiqmDVbeoQQbXmHN0aDWs6pOYUAxYjw/ANnMSdOYfwZ98HIGXX4TOQsP9EiOmTitG1esu5Jc4UHayHaaqbMQ+CKP+iDga3k8gV18ErSGGgw4px5ZNk6gOJsycmIPn1rjwxgsWHHJUL9asdKC9owhVlTrkZNeipy+OCSUWWAw69DSakF+txawfOPB/V3uQZ6VRQqgAyZgZ7W09qWCcyVmTUJQswzU5lyAWjKAdzdim3Yo6SxGGu/04LDkdD9jvx69Dj+AtzTqEgn4gYqSOIURkHPnYm0VZlJc7Mm5b8Y5hUhbXOt7PCno0ZF6JCpV9bP7weDwTMwmUvrzIEPQ4x9DQUIFqc1YnCEcI+n0+jgj3l0SSJzNxMhl8/etfxzXXXJM65oknnkgRgiRPYpc6dYFYdQJScnWIuUTMGULiYj/l68h3orpZbatrHY4GzxDv6HMMMFTMQHjDRoTf+RkKrjkZhotOwfDNzyJWTN8NN6JElw338BCyLD6sfcKHkNuMS+4zYduLw3j7eT/6eojk60Ow2SvQ3+/HYDiGrkaqM23rDreiaGoMbzwRhcNuIHJkc0scHQ29yCrNhn+Al/8yo9CRxDfOD6KZVHj7Rhox+JOk1Leg9WsdeMb6DIxDw3jT8AYKdIVwx4ag8VEZHd2wthrx4fa1cNTmwUhNM+RtxGCWC6awCS3NTdD2UXua/h0IxCML7gwZkg5WTEdFRUUfT3SO4dsuEPPUO++8gxNPPHEh7frJ3vh7y2DvIkPQ4xjz5s07iohQoxKeqFpJuEOvf/Kxixcvfu2yyy7zbdq0yX7xxRfj6aefTpGEuM3xeWz/ZNunpBVVV/AWchaPDv5eMtwxxPYs5g8uV6IKGRLYIueP1lnzccizk8gx4TgTBvPfEeuwIerbAF1+I7R2HcwbAojajciKabG1qw/mgA+Vk4cxOBAgUi6EKx5BXOtDJBRFN40XXE4fGjf2YMWag7FtHSlXnQnDXj3shiAqqz1UV13qXL2uB6+9tBJD5hxYrA4E/FGgEQgEXbBZqe2MARh0QUTcOjz9zsv4yiknwl04CKcmhMZkJ7oS3TAPGJBsDyE/lo/fP/lbLL5uCebp5+Pm5GIY3QmYm+k5NNHoJGxPjQZkZMOmDfGK4Rf7jcsz5HYqKSl5v6Cg4OCBgQGD7JdOUEVTUxNOOOEETuSfIegvITIEPb5xKpOiQMwbDJkgXL9+/VL5ngj4Bdp/DocOMxE//PDD+OlPf/oJrw7J6cxDeimHoZKETBiqK4uLaUNUs3iQMBGJlwe/5+syMUnZKWWuI+Jt6YdnsJmIfSOCg25oHjYiVk7XtsR5Xg2R9iiGDHEMDrvRsbkHPlM+epsK8fxD/aitI6XcGUY8akA/kXUs0YlouBmv/20NSuomo3qKD7kz7bAMmBEajsI/7EEw0ILC4gCGut7D+n9UYcpxVSibUowtb7sR6yvGQGcLIuEG5OdpYDYm0PlWO8xVVtgOtONf8SfRoW+Ftc0I3ToNikJF9EPSwvlBH6594MeInpVEn6YdpT1lKOsrg2ubF2XWotF2ZHOQJKjituL2YQU98oxSZO10On84a9asPyxbtuww8UsfK5k/t2lXV1fhrbfeOn3BggUbv5g/swz2FTIEPY5BRHekanMW5ZxaYZuIIDc31/3oo4+OumCRUruPFO45GzduxMyZM1Pub+vWrUslTGK3LYliY9ux+D2nmznU9+LxIe8ZKpHwubIai5hBJGRcogwZWq0Bra4YNryxErYTC+A4px5660EIbX4WsbV+BJp0aPdnYbtFh3A8hNVvrcesk2pxykUG9Pld8LVmIxQwENlGEYl1ICe/GbasIHrbl6Nu8gSUVJXgwxdb4GyYhP6+KBFuKyl17gyI+LWkwrueQ1nj+ehr0FAZWuQ4vLBauqDRNsGSReUOehEmdb7590HYv+JA0bRCOEiVJ9oi8H3kS41E+jT9CCUC0LzRBcf6bBTNzofdaEdkUwxFvnzoDfrRyE02IaX8qUe8XjiSk8HtxhOFdNxGItvN11577YPUboepE6zpE4X8mSMRzz333Nvo4xlf5N9bBnsfGYIexyD1NJm3om7VtexGvCea1OMXL1685vzzzw9u3brVQkNoXHHFFVi0aBEmT56cIli2ibLqZfOEBLioE1TyXiVhIQ8Zugt5S/g3mzzEN1oIW3JNy/HsyRHRG/Gvl3woKi5FVX0CRsOH8G8OIbrVhi6PDcs0BnTZ6c81Rmq2exv073yA6kk2bNoUgbvHAF3cBIu1E4noa7A7PAiFOYimDavffBz5m75BangC9NpBlJW1oL9/OXVCRMy9Jng9ekSiHgz0P4iJEw9Gdk4R1dGJvoGNRPI0EkgcRNq4mMoaQse6tbC1NaO0woy4ge47AmSX58B6kQlmmNDbSKOALheCrigSr8ShM+uQbclO5d3g5hLPDfFt5jbiEYVEY/KWTULUiV3LbbdkyZInV65c+Rg9L6Pa/ungaE1qy5O+yL+1DPYNMgQ9jkE/5Dx1UlBVVUx+9IN/L/0cUsvr29vb5zJRcPDIcccdl1qQdMaMGZyEJ0WoQtJMKDyEltSiqoJWXfrExU4gKl5MHVymmDf4M1+bVbq6wG2S3ndGkvjTE34cPSULZaT7Dd1T4IkZ8FbWMFYkh+CnS4QHiXjjfvQNvoyO1lbk5M5Gdm4edQK9CEc/QGmBB1mkvqORHAQDA9jS0Ii8nN+grLwipWIjYRcc2Toi3+/Aoz8KiUgM/vggfK4t2LhhGSZOWg2LWQO9zgC96TswG44iEo/A66bOI+dY9Hr+STf4PqrLTIjqo9B/04C22i50tnZAkw8YLdR+UQOc+YPIX1eQuncOdZdJP4/HM5palL/jjlK1PZOC7r/66qtflbasr69/q6mp6YRPZgb8JLg9GxoarPfcc8/JN9xww7/20J9XBvsBMgQ9TnHrrbceNTAwkGLk9ChCmfCjH/U/088j0n6aiHEuu3TxsWeddVZqiCzhxvxi4hC3OVl1Rc1Op5o9xJtAncSSiUNxu5MUmmzXZoXI+9S8Hanj2ZXDoEVLIIS2VSHkG6ywkyrtDLowZA4i21GP6ZUnwxWykrp1o6uvGY1bNxLBPZ1SuuyR4cixobD4AkSC0zE01AdHrg4WSz96e15Gf18TKiutnOaD9n0FXu/x8A3HYLGZEY4UwRIvQjxmp2OfRuUEDryZilh8FvTZblRODiPOntGJHOSEv4FQNA7X8CrkTbYiv7wA8RwdwgfG0d/ViaQXKDKUoL9qAO5OD0oTpaNtxUQqqUO5jXmOQEw/3GFxexCJ364+L+pQb6e2O0Gda5Bnro6a1q9fj6lTp95EbzME/SVChqDHKYhAT1ET8qt5oEcCHVjSLk8/jwjgd0QG97a0tKQI8w9/+EPqPFJtIPU1qnwZbCsWj430pbTSIxbVZbWEdCXHsboUFytIVoqS9EeG96MvLovIujceRGdoGBFtBHn5dUSa30HXgBVOjx86rQMHTD0Eff056O/ZCIOxG2YqPy/7CARDE2GxRjHpQDOyc7To2FqBgO/r0OpfIVJupbLKkFs0A7mT3ag5wIDBVi/6mgvw7nL2ZpkEk3kWHbcGk6ZORdXBYeSV5qBnmxdWsx0r3wnCpK+mezkQ/vBWHEwjkO/YTsda60f48/D/wpydhWg8hAHzIIrspdDUk2reGEspaO7wOAiIt0zObGvmyUDp3LgjrK6u9lxyySUPqc/r7rvvfvPDDz/0EQHb1f3ppg42m1AHMCcT+v3lQoagxynoh36EEDNDXW+Qt0VFRe4FCxZ8alx85513Mgk4GxsbC370ox/h1FNPxZVXXgmeOBTTBJs3xCNDgk2YTMXsMRZBq3VQPT0kIRBD0pTyJJksMCskLSSfKhsjaxnyYgF6E4oKD4IzGIK90ILsoiK4XWFAF8SE6ipkOcLoag/CUgzYc+pRSKRYdJQNuSEjGt7tQUGJGW3NZSjKno2hwX46pxwzTypEzvQC+EIRTJiox8PzwvCHcpFrL6K6FpC6t8Gcm42Jh5TjH7/qxbQDSzH3FB2WvxKBURNCeU02et15iAeS0Hk0aLd2YsAwhPOrLsaTWY/DE3Aiog9jckUdQh+FYKR/3Bly58SdGHd8nMFO2pBNPzyy8Pv9N471rCdNmvSvDRs2fDfdjKQGr0jo91FHHcX263v21N9ZBvsWGYIepyBiq0+fuGMIydKPvnlH55KCXUGbU5koTj755FRmNPaLFts1l8EqTxL2S0J/8XMW4k13wVPJW76TfeLtwceJBwcraSFpsUkLYtEY4skEHFlFKKkpR92MQiR1DvgHtBhYHoVnADBbDZhUX4OQ34N4IoCqOTZUHl2MxtUxOseA2il52Py+gTqAMBLJXDq+Em5PGOYJJri2hbHiqQjuf7gSzh96cNuVVD9NAkaTFaGgFUN9bmx4zw1tyIqwTw+fP4TCfCsGBwZRUJiNjm4j+roG0O8coI7DipM0X8NhicPwr9zn4MEQhtt9NApwojxWROWFUgqX75/vk5TyqMlIQuLr6urafvjDHz4y1vOiNp9Pz/O7sjbhWGtNMjhP9DHHHHMpMgT9pUGGoMcphoaGUhEgKjmLwhqxGa/Z0bn0g/8fUsinsiLmKMKlS5fiwgsvHFXRYq5QM+LJRKHkjBbiFaT7SasQ4leXxmIbtEyMMcT97t9Er4NOS+clNMiqMSNKRbYuM2E46seU423Y9Gocw54Q+vsiqJhUjq3rtkKTA/ibk3j713Ec9Nss5E2uQODRILJzYgjFOIAmn9R3B/w9AWz/MAhdNAv/s8wHTSl3IKTsSQ0XFHCgThA+dx8m1OuQT3X908NAdZ0VrgFS+PE8tG3ro57Hj+EhDz5oX42PLOvQ7ehER6ILfbk90MYM0PuT8G51ocCfkyJ1WQ29vLw8NWKQZ8YdXn19fbKnp+fkHT2v+++/v3X79u1dq1atKleJOf09j0zoVXPLLbdULlq0qGOssjIYX8gQ9DjETTfddDARmlb1N05PpkNKbemOzqcf73PnnntunBSZjofXPPyeOHHiJ9zleJKRf/DicSDLMDHRSHKf0SWtFIhpQyYc080wqs2cy+f3oqRltXAxicSNVHZcA5+HVGtRNuyOOKpnOWCeqUd/gwm+9U5ifz9CwzRqiAfgahxA3qHVmHtkEo/eEsRxZ2nh8QSQYFc/n4Oun4Qlfxj927Zj9gkz0Fmqw0v3hVA6QU/Kmc0XWviH3dAbvPANbaM6hTDp2BycjiS2ru6H1pSPEJG41+MhRT4IROPYvGELZsyajhm5MxEwRNHqa0FowIPIYBT6Rn1qzcGgn5cDy5LMgqPtw23ML7rf+2+44YYNn/XMSXX/ac2aNfPSV2uXiUKZHF65ciWHfvNyWOfv5p9XBvsRMgQ9DkEEeZoa6KHmamDyrKys5AmpFz6rjMLCwuZ169ZNKisrY7v0Jybz2JQhq0pzbg62b7JLnpA0X5vfS6i3ao9Wc3TIIqiq0lZzSfP37H7HZbANVrLl8fdM1AZjkpQskZ17GHV5SVi/acLrT3hQ7rLA2elGdi6NFDQmdLR6oEm60dXYguNOm46yi/NgeScKZ9cwTBpeSCCKaMCGQKwL+YU+bHr3Ixz2tYNQc7IDxcfEsPb3gygpzUFk2EmKfQtys0N0/7145Y9LcfltZ2Pi9CDWv5GkaxhgNnXDZGlElikMokb4t3vR/XYXMBdo0bXAGtcj6TFDs5GeSxup6AC7/WWhqLAoFRAkLoqSPGrKlCkbf/zjH1/3ec+cOtE76Pwb2XMnPVhFfc8Jlginfe4fUQbjAhmCHofw+/1HyXtVkYr6zc/PDy5ZsiT4WWXQMPtFOueqJ598EpdddhkeffTRT3wv9lHJTSxZ14S4We1+ypdZ6SS4HqovtGqvlrwdYg7hQBa+DkfUqefy9U2korduacfc46chGnahemIW9PEkKsvLMNjvRn93CzyubuQXDGOgaz26183CV0/KQd25Djz6q21IaCsRCkah07fAYuyh+sfhd67H0sffw/FnHobspBFbNw4iETVSm3TAE9hKnQXntk7A3fc2/nCLBnFMQ2y4itp1EI6cFgw6P0Revp5UNKnZONC+tA2WRjNyZjpgshmBxgTCrwYRioRhzbKiNL8UxcXFoyqXzRpMzocddliACPWInXnmjz32mJ9GPRucTudMee7SnmK7l1HI1q1bbRmf6C8HMgQ9DkEKdnQNQtmq+TRoGN21E8X8igjwqk2bNuHBBx/EggUL8Nprr+Hxxx8fTYokWdXUsplw2XYtSlrsxukeBuIFImaNdNs0ky+TlLiZsemEQ885cIPxcc6KEIxmE4LD3Vj6UgMOPG4OTLlueDts6O8Jwu8dRjI+TNfqIEWfgE7rxEtP/yNll87OqUHHmhA0MQ8KC5wYcL6GstKPFxbQWkKkov+G3u3dKCqZC4fRDPuEFjgHX0FVYYSUOyt/DbKzI/C6llI934XFXA1Hdpg6jg4UFHIuEbZHEzlqdTAlDIi1RxFqDSIYCsPr9KUmOK1GKyYUTUipZ+nEpAM64IADknT/J911112+nX3uRPL3Ubv+Sc1yp84ZSCfJPtHTp0+/BRmf6HGPDEGPQ3i93gLeqipKJUK73b7u88pYvHhx0w9+8AM/J/E/5phjUmq4rq4upZbZW4DNGmwvZTJmIlbNGKwAhbj5OD6Gry1qWiCh3WJXljKElHk/ny+BLXwsD9HZFCBZ9mKJCLS6AbRueAfJgA4G81RSykR+5gSM2kE0t72GkrJhUto8qcg26zasWvYXOByz4CBS1ZZuxZDrfZSWt6Vyb2g0RJL0V2+1heBzLycV/gaMhjwkMUz3G0iVk+pH6DiDXgttVpw6ITbDrP/Y9KJjEvykeyGHcqfybARjH3ca9L3NbEdVWRVy7Nmf8mzhkQKvcnP99de/syvP/YEHHvjzBx988Lu2tjbTWN9LR83Pj57ZwVdddZWJOt/wrlwjg/0LGYIeZ+CsZTTMHfVHU3NjyIrQ9CN9bWfKysvL+5AI+igmz5dffpmzouGggw7C8uXLR8mXbc28VYmXv+Pr8DWZvCVtqUrSagi4LForE4cMOYZJmr+XjHhM1py4iTsKWZ8vRYiaPnS0PkfkupL21yEaDsI73ECKO0DEbEitAJCaMNPSdRNeDAfeRCL2Bp0HZNvZrKL9hDnIoCeVr+dgHL6vwVSujGRS+/FqLyP5QVRbr0aTSJH7v9tBkzpHgnLYlv5xBsAkCnMKUiYNI3VkCVLS2pFE/WJrr6+v/+211177m915/pMmTXq9vb3961IvdSvvuS1Xr16tnTNnDvtV37o718lg/0CGoMcZiMxOlyEuI30CbiTg4ZmdKYtI9kk6h0PGUyTLGe54UpAhZDtWHmK5pqy6wufKxCEfp04eSpJ+Jg2JUJShuZTNx4j9XK7F9eBy+X6YxD/2VqDv453weXpTgSwWC5eh/+QkKZcJVtfUcenEZ1j7iXwhH3ce2k/dU3pifBmZqAmh1GPl3lmx8pbryepfgnCSfPxImXz/HDk4a9asv/30pz+9dKce9hig8m+mdvx6upkjHRwpetxxx12MDEGPa2QIepyBfujHpO9Tf6BFRUXBO+64YyD9mLGwbdu2P9JQ+1cbNmzA0UcfnSJoDliRMiULnZCsQIhLJhLFr1mUtBC7kLSYMiSfhExqCeFJrg41t7So856enpSpheshBBqLR6ED+2nrRm3bqg1WjlNDz6UzSPeA4C3Xm++VOxDJyyz3qG5VAleT7jOYfLmeavIqAbcNK2oanTxB5PzdnXk2O8K99967Zv369YMNDQ35Y7nbyXuuV39/fwWNuKoXLFjQ+p9cM4N9hwxBjzPQj31q+j41tFrWINwZPPXUU8HLLrusl4i6ZPbs2XjkkUdS+aFF0YqfM5MuD99FCfOPn8mJCZcn9VgxMrHx/tHVu4kcVSJmtc1EKOYONRBGJWrxcFAXwuUoPC6b1akkYBJziBCiELG49sn5qmnlE+HkysQn10lWfuE6qoE4Uo5KuOy/LYQ+koFutFOSsqVD4Paora1ls8Z9RM7X7/oT/zRqamqepGd2hRo9KhjtxOhZcRKsb37zm3fS7nP3xHUz2PvIEPQ4Aw2ni9TPqopioiECe3tXyiNifYN+6Oc8++yz+P73v5/ypKBhOP7+97+P2ovF3Y5JmVUtX49txLLOoKhLnmjk75mUmNRlOSchSSZuJkCZOFTrrqpfmYSURWZF5bKNnJU0E6JK1AzxZODjpFy+tphVhMBVzwcGX4eP27JlC4444gi0tbV9quPgLY8AuGwhcCZm8QWX+jOEpLkNmCQPPfTQGCnrC6+77rr/29VnvSPQ9RdQW18h6l2gKmgG54mm9zuMUMxg/0eGoMcRbrrpplr64evV4Xb6MJdI6qldKZN+6I/Seecw8Z1++umpslipqrk0mHiZlFgtiwJmiDueWg8mZsm3IS55ol6ZzLgsJi8mPLFRp9t+GUKukgNErsMJh1jBinKVXBZSVxUy+fhvbwv9J5YEE3CZU6ZMSY0SeL9MijLBSj15P1+Lr6l2SmJDF2Lm+xb3w5NOOslJ1587b968HeZF2R089NBDg2eccUYjjXbq5V7UvwdR8NzOTU1NWffee+8Z119//bN7sg4Z7B1kCHocgcj325xYiKEqTwb/ICdMmJC8+eab39yVMhcuXPj6+eefHyNlrn/77Y/Ft5g1xCQhalhsumqyJJUcGHIcv0RNsyIWE4AoaVkKSwgufbJLFC+TNBMjlyVhzvwdkyorei6LSVNs3+mh52odRZWL6ULqzfUbUZujphd+z2VKNj/VW0YNWZdrclvxsxElf9ppp/mbm5snfF7A0O6iqqrql5s2bfq13AdDtUPL6GLNmjW8HNZ82pUh6HGIDEGPIxAJHMdbNTBEJUdSlYO7Uy4NwRv7+vqmMbmwiYNXV+FJrfb29lG7MytsnrCTYb26HJbUgyHqTQhT7NKSwlTqqk4uSgDMWCuzyGc+n48TghUTBJM0K2r+XhZflY5AzY6n1k3aMD26Mb1d070jVFIWopb7U4mSt9Ruj39R5Mx48MEHHznyyCMfpOell2uq9ymfR3zaD7r22mstX2R9MvhikCHocQRSaNN5m04i4mtMBLV1d8olsvwnlTHtjTfewDXXXJPyRmDSk2tIUInYVnn4LvZmhjpRJxC3M1klnD9L+LaoTlHT/L2s4CJqWqDmuR6pa2orAS5C1mJa4BVLRPly2XI9uZexoKpsUdqStU9tA4YsRMAvGQHwcWJS4OfAy4g5nc47d+dZ7Czougka+bxFyv/4dPOQau4Y8YnWHHzwwT+nr+Z9kXXKYM8jQ9DjCKTWStLdxNQVTIiQVuxOuVTmr2mYP49tsEwyDzzwQCotJqtTUa2cVGnOnDkNhGwiwrySkhJdQUFBgojct27dunz2tGCzgyhrJi0mSbYVs6pVTR6iphm8n48Tk4cQo6hpIRtV/TIk3FzszNI5cCcgqjYVkEJlyTqLvOXP6au8CNK9PMT+rb5XJy5FdcvEp9xPbW2ta968eW278yx2BfQMFtD9HC/zAuneHPK5qakJxx577PeRIehxhwxBjxNwjl9SSwZ1WK6qPlaqRE5/252yaejbdd5553lbW1sdCxcuBCmzlEfDxRdfnFqmiUmP7atE0p5FixYdkH7+VVdd9cby5cuP5dwdMoGmrlvIENOITBDyi5W4kJyQpyhTlUhVP2bVjCCTkuL1oRKqKHrxvkibSB01g6imDoZK0KLeVXOJjCak40rPi811oWexS/MAu4t77733nbVr17o7Oztz0k1e6mQhd1jUgZZwFOqCBQs27o26ZbBnkCHocQIiq9NVE4JKVCMRhAn6Aa7e3fJzc3NX04/4q2effTYOP/zw1Corhx56KF588cXRIT8R0syxzn3ooYeOv/rqq19fs2bNMay61ZSian3FLU8mH0XlyiSkmDz4OyZW7hjEm0MlUlUdyv0zgUpko9RXsuKlk256IIn4Zav1lnLFE0VMJVw3mahN96ZhTJ8+nUcev9rd57CrqKure6a7u/uHar2l7uooiyeATz31VF6QNpOKdBwhQ9DjBEQMx8t7dWguASXZ2dnO/6R8m832Z9p8lQn5b3/7W8oGTcoYL730klyf1bSFOoGppMI2q+cmPmaHY0nln93T0/NrNnmoLm8qiYlJQ9QtkzQrPCFY8QDhY4SoectEqRL1WBN4QkyqO52QsrST6jetQpQynyu2cAma4WNnz54dpxFMdOPGjWYpdyyiJ4KOzJs3b9l/8ix2BdRO86kD+SGbj9SFg9PBIyH6/mt7q14Z7BlkCHqcgEhslmqPFUgEISnozZ9x+ufinnvuefzkk0/+n23btmnYXHLBBRek7M5yDSYq+o5tmT+mXZePVcaiRYvYB/upG2+88cK2trZbPB5PLZGrhj0JhCS5rky4IzbzVMCLTLqJok4l6x+xQ7P9WjxJ+DwhcCFr1ZSiLqxuaAUAABSlSURBVAQg9ZZhvuqpITZw1Wyimo64U+DrcX2IcOM1NTW/p3u4paurq3esUG4B15vuZ/1/8hx2Fb/4xS/6TjnllGZ6NrVyz+m+8TKJ2tTUZLnvvvu+c9111+2WKSyDvY8MQY8TkKItG0sdyQQWkc5/ZPckoopfdNFFnYRK9uSYO3cuJ35PDdk5VwdjxJZ70ueVdddddz1Gm8fOPvtsy9SpUy9ZtmzZfZyBT12uScwRTJpMwkyaYvYQO7QQMR8zkqVv1GwhZK2aQISM5DoSCs5QSUsIXMqSDkCSIvE5VO/ExIkTX6F6nLdw4ULX1Vdf/UfqcLTpZhKVqInImQj/9J88h90BdaS/2b59+33p8xLpHQ/n/j7ttNNuoI8Zgh4nyBD0OMD8+fMLfT5fyr9srMmgkcCPv/+n13E4HK8ROf2A7c9/+ctfUj605513XioBvBAgKfnqW2+9VbtgwYLE55XHuT5o8wCR6Wtut/u5xsbG2o9Tcn7Sb1q196o2aHGdE9OIanoQAmZSlWNUH2V1MlAgbSe+1wzVW4TzcdTW1jqrqqqeoDLn0z2mkunPmTPHkJWV9V01uCWdoHl7+OGHJ6lTG3Nl7i8Sjz766AMzZ868m+qXGk6ok5+qLzmbOeh+Z1966aWGRx55JLq365nBriND0OMAREpn8uTbWIEhvC0pKeEJws9N0v95IAJ8mK71g9dffz31+cwzz0y528kPnVVmb2+vtri4+Az6+umdLff2229nz4G6efPmzSDindfS0nIEKfUiIhEzXU+jqlBRqEzGsgYiE7b4SgsZS54PUdAqETHG8tBI99bgF6v3SZMm9RQWFr5IxH/PHXfc8SlfciK/F1esWGFSzSnpL65HQUFB64033rjXiY9HP6eeeur7ra2tR/Lnsf5GGDwyWbt2rZZGB1fSxyV7u54Z7DoyBD0OQKR0ggzX1TBjxsjSVEN74jr33HPP6nPPPTc8NDRkuu+++3hZJvz2t79NJU/avHlzSq12dHSw58CF2AWCFtx5551sK/lEuk0itEOJsP/W1tY2gTshUcsqAbN5g/2pJfMcv8TMoWa+E3uzaptWJw85ACcnJydeVlbmpPJWEzn/lTqcJz9LTV5xxRW/eeutt05IT1eqTj4ySHVznXa5TfYU6J5up2fzkppelZGexa+hoYG9cy5BhqDHBTIEPQ5AQ/KDeKuaA4QomJyIaHYrgnAsEIFt8ng8s9leyWYOTj96zjnnpK7HJD3iZ7xTC53uDO66665VtKm66aab5tD2SiLc2W63u4A6pSTdp5aI1kzkbVcnCMV0IUTO9uuRUO8EqekYtVGQCHiYvh+k9umiY7YTya8jAn1rLIW8I1x++eVPvPrqq+eIF0m6H7YaQHPEEUckScEu2lPtsqt4+OGHXz7mmGP8hCypX/qEoSSbou3EG264IYs6ZP9nFprBPkeGoMcBaGhamZ4EhyF2WCKPd/fUtYjs2ZY9e/Xq1TyhBCIdfPDBBzjqqKNSKTlZsZLCziNCzV28eLFrT12XymIf7vPH+u7mm28utlqtp9N95tLHIBElOyL7iHBdVJ+ecDjcuiuLr34Wzj77bN3kyZN/Sh3U/FWrVuWoOafFC0TyTcsz4Y6COoSNP//5z/dIHXYXFRUVL2zduvUsfj9WlORIjhDQfWloFHQN7d5nHUoGO4cMQe/nuOWWW6oGBgZScdHpK2MzRnyK/7mnrkdq/ddEhIs4pwWbNtjUcffdd6eSzosqY++OQw455DI6fPGeuu5n4fbbb++jzR6ffOPJTtpMIYI9ggj3eHodajKZap566imtZKZjqD7T6ZOP/L66upqDV27Y0/XbVeTn599Cz+gs1XMl/W+G9/HzmzFjBneGGYLez5Eh6P0c9AP7miwVpU5yyY+OU4wSsexWDo6x8Otf/9p14YUXDjmdzjx2r3vvvfc4JWnKtMGh3Lyg68hEHU8U7hWC3l2Qyq82Go1zqa4zqM4T6R6qSG2X+ny+HFLeWdTx6SWUXQ0Vl/zTgvTJQNkngS3UkXXNnz//5X11n4KHHnpo61e/+tVe6ixKRDGLaUYFe9JQG0zk0QJ1RvEdFJfBfoAMQe/nICI4ZKwUmOLvS0Nr1864vO0KHA7Hu0Rc3+LUoxycwgRNw/dUGlImtJE8FNP35DV3Bax8iWhrSb0eTOR6ILXFVCJgDorJp5edOhczbfWsgtnmKvmrx/JhVif7xooMVPdJNKKACZq9XGgUc9Feb4QdoLS09ImmpqafyuexAmq4PTZu3KiZO3fu9+jjY3uzfhnsGjIEvZ8jFArV7ihNJv/QiBz22AShwGw2P0bk8621a9eyKQPPPfccLr300lGiY3R0dJhuv/32g2+++eY1e+q68+bNy6Zrz6C3U+hVRwRbRYRYSmRbQu8LWPWS+jMNDQ1pJfOdSq4M1RUx3U85fatGH6b7NaueMuIrra7VyJ95oYBjjz12OXVer+6pNvhPQR32Iqp7iqDVDkZ9z/fA3jizZ88+DxmC3q+RIej9HEQG2vTkQ2IL5qG4xWLZY+YNwZIlS549/fTTE5s3b2af2dHwZ3GB4+vy+oC1tbVsh774s8oasfNOtFqtU6mcydTh1NC2gknX6/Xm0/tsUrlZHIhD19CMDL8/Rbpy32OFu6cT0I4wFmGLnTY9NFpddFYCYBhyLAfLnHnmmUPd3d1f340m/sLAJqqTTjppO7VtnRrMJB2ZvB9ZW/FTmQkz2L+QIej9HETATaTcjldJg8GfedUTUpV7fCkjTn500UUXtfT399c99dRTn3DXUpedoh/5t0hFX07kVUv1mBAMBkvp2ELa5gYCARvtMxHp6ojEUhng1FDtsQg4HempM8eywe+ojHQCHwuqm5wckx55mO7ayO85f8gpp5yyme7tqP0xIq+0tPTP1N4L5bO6Qrt8HnEdzNlXdcxg55Ah6P0cRH4PGo3GH41lH83NzY3fdNNNe8zFjsFeI9QpzMzLyxtigla/S1fxb7/9dnFra+uv1Sxx6SYC9TMjffWVzyLn9DUA1fzMcu5Y5p/0a6bXJz23tFqOdEByjErYHN143HHHDVVUVNx42223/W7nWnTvg+7nPqr7Qn6f3qmntUFsX9Uxg51DhqD3c9xxxx2br7rqqtWkQudINjgG+yMTQXfuTBmcS+KEE06YQgQzg36Y9ZxPg3645URERVROPg2HHfSjNbNXA7vXSTh1ZWXlDklQFkeVxPXpZKjacIUQOHR7xowZISq/gxR2IXUAOWLOUM+Vc9L3fdY1xgogUa+tfsdQ1ytUzQDiQpednZ2ktg4RGQfsdvuw2WxuKykp+dWiRYv2+0RDjz32mP+MM87oIpSnT4pKx8SjALrXPRKBmsEXhwxBjwPYbLb/V1VV1d3S0mIUgmESzcrK+mjBggXH0o9uGhFuLX3H4dKl9L6YhrC5Lpcri44zEdloX3755ZTdUQ2LVofwsk8gQQ2y0Gs6Scp3nMuCy/0sCDFyuPaBBx74u2uuuYZzQeBnP/vZTzZs2PBgU1OTRj1O9VYZC2o4c3pHIOWMZRZhiGscjRISZWVlAWqnIdp2U5kttG8zdSJrqfNY+dBDD+3WArz7C2gEtLyzs/P89GcqI5D6+nr+G3p9H1Yxg51AhqDHAUhFD9LrXFK6z7Cbmyxc+vzzz59KBHOquvTSWBNoKsYyPezIA4IT6bOngqo2VcJjomNVrJ6rqtF0ouRVwf/1r3/9ZGho6LvV1dVDU6dO1dF3USLoT2TqG4toVchnifJLX6E7Pz+f3yZIJQZolDFEdekm9dtC7bSZOpS1dMx7ezIKcn8EdTbP0Ob8dHMOf6ZOElOmTPE0NDT8ZN/WMoPPQ4agxwnmz5//7MKFC39N6u4KJk5ZaSR9dev0oX46xlLDgvRzWKXzUHisCEa5HhP4WGYF9Rj1HFJ1vGJLPpWXP5ZdPR0q0UtHwR3DpEmT4tRJ+SsqKoboczftbiNi3kz71lLZK+68807PTjfulxD9/f2vSntytCm3GY9gOKkTtV07jcYOXLJkSXAfVzODz0GGoMcRiKB/PG/evGOam5tnMHGxq5e4T6VPuu2I+HY09B/rHF72ipTnp7wp5D13DkzcbObgY1VviLGukx5kk27K4PdMIrRN2u32cFlZmZeu0U+k0kOd0Xaj0biBlOHaVatWffj000+H90SbjmfcfPPNpfQ3cAi11ywaHUw1GAw11E7ltM2fPHmyhZ+LrF4zEpLO7frbK6644rJ9XfcMdg4Zgh5nIHI7srCwsHfbtm1WtgGL+1S67y4jnTDHwo4IlMF2ZjalcEeQXpbqcscqWhZSVV3y0r0kRs5JElGE6L2PznPl5eX1Uf07i4uLtxIZrzObzasXLVrUtafbbbzh1ltvrSXVO5vaaxqRax27MVKbFVNb5lM7OWif0e12a7jdZQECCVln8FbStbKCPvDAA330LL9+/fXX71Gvnwy+WGQIepyBs7bNnz//66SE3qQfq0b1cU03czDGMmekLy76WUqXf/yy3NRYE26SWJ8VGqf8ZDKnfZG6ujovqbf+goKCNjp0M52/juq8YvHixc1fVNuMF3B2PmrTw4k8DyTinULtWEntU0LEm0f7OGjHwOYlbnvJfS3zDKpZi5Fu75dkTmIOqqiowMSJE9+iUdfXHnzwwf/6Ucd4Q4agxyHuuOOOt3/0ox/dvX79+huZINVw53QVrW7TCXZn/IjZ3s2TbmOdz2TAZMFJlKZPn37+wMDA39nFa4/f8DjCVVddZaJRwUHUNkcSSc6iXZygqZg+5xHh2qkNTaR6NUSYqWcmC+UKEctq5+rCDOkvNchHoC5UICugz507N0Ed5rVUpwf2TWtk8J8iQ9DjFI8++ui80047berQ0NAprFrF3KBmYhvL9qy+5y3bKencCJ3DE25uUsGc5H4wJydnIDs720mk4XU6nT+XUG/VFi1lsRmEhtHn3nfffY/v/ZbYu+BAHmqjOXT/vHxXPSneKo6gpM+51FZZ1BY6TjAlLo1CuqyAuQ3HItyxyDfdb3mshWrVzlfcB7nD5g7z2GOP7XC73cdff/31TfuyvTL4z5Ah6HGMf/zjH6defvnltzc0NPyMCECvZlsrLCxMEslGaX+QSHi4uLjYSQTRS9+3lZWVbaf9W0gdf/DII4/0fN51Lrvssh90d3dXyud09zcmo56env936623/nLBggVXflH3+0WDJ92oreYSqc7i8HVSt3zP7FeeT23lIAI0sZsjmx8kZF3MDrIEl6p8033O07PmjUXIY72kDBWqXV91NZw8eXL/pEmT7iXVfN/ebr8M9jwyBD3O8Zvf/ObmOXPm3Hr00UdfRz/2b9vt9q5FixadsievQeqYw5pv4/dCCqrXCBMREThPWP1kyZIl4Wuvvfb6PXn9PQHOODVv3rxU0iYi08n8ot2TqNOqpHvJp3uwUf21nOWNPVKEeGXyLV39ShuopKuSrfpeJeodHfNZLopyPVbIIyOeWH19vZ/29VIn3Ez3tJE6lBXNzc0vP/bYYxk785cIGYL+EmD16tWcsOfOkdcex/3337/4lFNO+TkRhV41m6QTFKtLGt5fd9ddd6288cYb99oCqky+t9122yyDwXA41WUGkVUNKd4S+qqAvnIQ8VqvvPJKHZMvZ8sT90AmTnlJon624aq2X7m/goICHHbYYamFZ1988cVU0I2Q71gknZ5fWvbJ+7GImK9Lo5uo2Wz2OhyOIRoF9fCaivS+mTrJzdRRfPTQQw81JNIz8GfwpUWGoDP4XBAfxC+++OLnnU7naSrJpBM0g9ctDIVCf73zzjvvI8W6R5aBmj9/fj6pxLlGo3EWkdQUelXT7tJAIMABL/ZLL73UwHZfdjljc4uoXrH9ioJNX8JKAnzU+qt2Xf6ePVO+973vpRLzt7S0YMWKFWhraxs1b6hubTtSwgzuENjdjcpN1NbWBk0m04DFYuHgmu10blNxcfEaKnfF502yPvjgg3uiSTMYJ8gQdAY7BRpeX05kcyoRjUYlNpWkGOw9QENtTVdX1/VEoJdmZ2f/H6nZ+xcsWLDDhQWYgHl1FHrLyZymEakeQNebQGTLE2+8OoqGCZg9SlSXQtUEIZOknzXZlq6KxwrwEfc01X3tmWeeAa8uw5DJv7HSpfK919TUROh7V2VlpYsI2EUE35qTk7OBVPtq6mRW/7dHOGawa8gQdAY7BZ5MJCX5vsfjOTyd4NThO0PWwXv99dftRFCXkGK8ZOHChTG73R4kFRwlktN6vV4DkRYHW/DSVBomX558U8lUJf90ok1Xv+kEzNiZSTmVoNODa/g7tkczObN3BKtp6nAS9fX1Qeoc3KSqe6gjkSRLb7/wwgtvkcLe7/JDZzB+kSHoDHYapaWlVwwODq4VpToWUfNQnhUtb5nQ+FhWvw0NDWy/tkuKUsZYE2RjlZveEezofXo5Y9mAP8sMQUo3np+fHyAydk+YMKGf7b8lJSVtVOdtdD/rqf5rOVBoR+3DazdmkMGeRIagM9hp3HvvvR/+4Ac/aOju7p4ylpkgPf+GJFli7wNJW6p6NqhRkOnb9Am4z1LFn+UFIXXiaEhCtKCgwEOvXiLdDlLATZFIZENRUdFHpPY/GplszSCD/QYZgs5gl0DEdigR3Hs9PT3TxopoY6g+0mLHVclWfIhlIk+2QtA78hn+LELmyTdSuwHqCDx5eXlOenXRvk4i4eZwOPxBf3//u0899VQme1sG4woZgs5gl/D73/+eh/jTr7jiins3b958LRGkRvVUYKSTJxOtZFWToA6VoNNJWc6V91zuSOa+UF1dnYtIuJv9f2022wYi4TVms/k9Xix1LzdFBhl84cgQdAa7BSLE62+44Ya/btq06W9ut7tKyFmNpBN1zKTM7m7ia5xuyuAtm0AqKyujdLyvtrZ2gMprt9vtDVardX0oFFr56KOPbsr4/2bw34YMQWew27jnnntW06b6yiuvnEIkepXL5fpKT09PDZGxUdzUaH8yHA7Ha2pqOADDT+/dtN/JS3gRSbMK3kQkvObuu+/e1NHRsUMCfuSRR/binWWQwf6B/w+q6TysgVAgugAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>