View Personality

QueLed CW5 (QueLed_CW5.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CW5" ShortName="CW5" Company="QueLed" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>b245ec2e-102e-4d09-b2ce-9e20dff053e7</Thumbnail>
  <History Date="11-07-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="12-07-24" Author="Nic Morris" Comment="Corrected HSV mode number (was 8)" Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1ae10f99-c9ce-4c6e-8fdc-125770d44a90" />
  <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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Else ID="1" />
      <Condition Name="Step Time" ID="2" If="'Auto'>11" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="2" Name="Step Time" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Else ID="1" />
      <Condition Name="Fade Time" ID="2" If="'Auto'>11" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
      <Function ID="2" Name="Fade Time" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~170" Colour="255,255,255" />
      <Function ID="3" Name="All Full" Display="'All Full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="4" Name="White 3200K" Display="'White 3200K'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="White 3400K" Display="'White 3400K'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="White 4200K" Display="'White 4200K'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="White 4900K" Display="'White 4900K'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="White 5600K" Display="'White 5600K'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="White 5900K" Display="'White 5900K'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="White 6500K" Display="'White 6500K'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="White 7200K" Display="'White 7200K'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="White 8000K" Display="'White 8000K'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="White 8500K" Display="'White 8500K'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="White 10000K" Display="'White 10000K'" Dmx="251~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
    </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" Update="Red, Green" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="21~30" Update="Red, Green" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="31~40" Update="Red, Green" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="41~50" Update="Red, Green" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="51~60" Update="Red, Green" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="61~70" Update="Red, Green" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="71~80" Update="Red, Green" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="81~90" Update="Red, Green" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="91~100" Update="Red, Green" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="101~110" Update="Red, Green" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="111~120" Update="Red, Green" />
      <Function ID="12" Name="Custom 1" Display="'Custom 1'" Dmx="121~130" Update="Red, Green" />
      <Function ID="13" Name="Custom 2" Display="'Custom 2'" Dmx="131~140" Update="Red, Green" />
      <Function ID="14" Name="Custom 3" Display="'Custom 3'" Dmx="141~150" Update="Red, Green" />
      <Function ID="15" Name="Custom 4" Display="'Custom 4'" Dmx="151~160" Update="Red, Green" />
      <Function ID="16" Name="Custom 5" Display="'Custom 5'" Dmx="161~170" Update="Red, Green" />
      <Function ID="17" Name="Custom 6" Display="'Custom 6'" Dmx="171~180" Update="Red, Green" />
      <Function ID="18" Name="Custom 7" Display="'Custom 7'" Dmx="181~190" Update="Red, Green" />
      <Function ID="19" Name="Custom 8" Display="'Custom 8'" Dmx="191~200" Update="Red, Green" />
      <Function ID="20" Name="Custom 9" Display="'Custom 9'" Dmx="201~210" Update="Red, Green" />
      <Function ID="21" Name="Custom 10" Display="'Custom 10'" Dmx="211~220" Update="Red, Green" />
    </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="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="10~29" />
      <Function ID="3" Name="Curve 1 (Fastest)" Display="'Curve 1 (Fastest)'" Dmx="30~69" />
      <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="70~129" />
      <Function ID="5" Name="Curve 3" Display="'Curve 3'" Dmx="130~181" />
      <Function ID="6" Name="Curve 4 (Slowest)" Display="'Curve 4 (Slowest)'" Dmx="190~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="L008" Display="'L008'" Dmx="4~6" Colour="0,0,0" />
      <Function ID="3" Name="L027" Display="'L027'" Dmx="7~13" Colour="0,0,0" />
      <Function ID="4" Name="L075" Display="'L075'" Dmx="14~20" Colour="0,0,0" />
      <Function ID="5" Name="L101" Display="'L101'" Dmx="21~27" Colour="0,0,0" />
      <Function ID="6" Name="L106" Display="'L106'" Dmx="28~34" Colour="0,0,0" />
      <Function ID="7" Name="L111" Display="'L111'" Dmx="35~41" Colour="0,0,0" />
      <Function ID="8" Name="L113" Display="'L113'" Dmx="42~48" Colour="0,0,0" />
      <Function ID="9" Name="L116" Display="'L116'" Dmx="49~55" Colour="0,0,0" />
      <Function ID="10" Name="L117" Display="'L117'" Dmx="56~62" Colour="0,0,0" />
      <Function ID="11" Name="L118" Display="'L118'" Dmx="63~69" Colour="0,0,0" />
      <Function ID="12" Name="L119" Display="'L119'" Dmx="70~76" Colour="0,0,0" />
      <Function ID="13" Name="L124" Display="'L124'" Dmx="77~83" Colour="0,0,0" />
      <Function ID="14" Name="L126" Display="'L126'" Dmx="84~90" Colour="0,0,0" />
      <Function ID="15" Name="L127" Display="'L127'" Dmx="91~97" Colour="0,0,0" />
      <Function ID="16" Name="L134" Display="'L134'" Dmx="98~104" Colour="0,0,0" />
      <Function ID="17" Name="L135" Display="'L135'" Dmx="105~111" Colour="0,0,0" />
      <Function ID="18" Name="L136" Display="'L136'" Dmx="112~118" Colour="0,0,0" />
      <Function ID="19" Name="L142" Display="'L142'" Dmx="119~125" Colour="0,0,0" />
      <Function ID="20" Name="L147" Display="'L147'" Dmx="126~132" Colour="0,0,0" />
      <Function ID="21" Name="L152" Display="'L152'" Dmx="133~139" Colour="0,0,0" />
      <Function ID="22" Name="L153" Display="'L153'" Dmx="140~146" Colour="0,0,0" />
      <Function ID="23" Name="L162" Display="'L162'" Dmx="147~153" Colour="0,0,0" />
      <Function ID="24" Name="L170" Display="'L170'" Dmx="154~160" Colour="0,0,0" />
      <Function ID="25" Name="L176" Display="'L176'" Dmx="161~167" Colour="0,0,0" />
      <Function ID="26" Name="L180" Display="'L180'" Dmx="168~174" Colour="0,0,0" />
      <Function ID="27" Name="L181" Display="'L181'" Dmx="175~181" Colour="0,0,0" />
      <Function ID="28" Name="L193" Display="'L193'" Dmx="182~188" Colour="0,0,0" />
      <Function ID="29" Name="L194" Display="'L194'" Dmx="189~195" Colour="0,0,0" />
      <Function ID="30" Name="L201" Display="'L201'" Dmx="196~202" Colour="0,0,0" />
      <Function ID="31" Name="L204" Display="'L204'" Dmx="203~209" Colour="0,0,0" />
      <Function ID="32" Name="L219" Display="'L219'" Dmx="210~216" Colour="0,0,0" />
      <Function ID="33" Name="L243" Display="'L243'" Dmx="217~223" Colour="0,0,0" />
      <Function ID="34" Name="L323" Display="'L323'" Dmx="224~230" Colour="0,0,0" />
      <Function ID="35" Name="L343" Display="'L343'" Dmx="231~237" Colour="0,0,0" />
      <Function ID="36" Name="L363" Display="'L363'" Dmx="238~244" Colour="0,0,0" />
      <Function ID="37" Name="L716" Display="'L716'" Dmx="245~251" Colour="0,0,0" />
      <Function ID="38" Name="L770" Display="'L770'" Dmx="252~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1 (TOUR), 11 DMX" Channels="11" Id="891ec353-8188-47f2-b4b9-44fcea02d12e">
    <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="a578a717-57bd-40c1-811b-648e3e35d875" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="37" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="11" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Mode 2 (UNO), 2 DMX" Channels="2" Id="8d5b0d3e-c162-44b5-953f-087e7e66c7a4">
    <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="c2d9cd70-b5e1-46c2-b134-8a9e9dff498a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="Mode 3 (ARC.3), 5 DMX" Channels="5" Id="cee20ce6-cd7d-40f2-badf-49ae662083cd">
    <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="cfebb84b-f7c6-4e15-9b0b-d679727e02aa" />
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4 (ARCS), 6 DMX" Channels="6" Id="558ae24e-ac5d-4adb-a04a-a86fe4d36c8c">
    <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="fcb127a9-bcee-49a2-9dfa-c73930308039" />
    <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 5 (Ar2.d), 6 DMX" Channels="6" Id="d95c74de-f54a-450c-b3ef-fdf36075cd13">
    <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="26b46b8e-d638-486c-981e-9dfcf106554d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
    </Include>
  </Mode>
  <Mode Name="Mode 6 (Ar2.s), 7 DMX" Channels="7" Id="8a0e3a90-004c-4cc6-9e17-4d3929077e80">
    <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="efe7f98e-101b-410b-8a41-81bebb90bbf5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="Mode 7 (HSV), 3 DMX" Channels="3" Id="947e74a5-cc98-4236-9506-f9e99d70952f">
    <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="26f22f8a-7f77-440c-b378-f70261ec349b" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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bD68gNYfdqF7D655lYWaNqQjNfFhPiCNLOG/GI8/PGFMBB2X4lOtgNmHWAFSZMzDBfz8ZRB1oFtKSyD6z7EJEoB9+0o1mW6rViYMoMG2xsw7SNIFRgqRmWYyIyIgrkQzIMJhxOz41R+dXNfD1PrmW/0MzdgLv1I9jHdmxih/qIjtnWnzdM1dFgrci3EQhGaIeGRwsfa65xAsEWyIww40RgljHjo4Web5xulhnrkEEEsdeOYe7W4abt4NBzZ2SVHxp3rRX4oWeCFp6qP3ocJboDti+Oa3KazKUjP4yw8BEyWbG5sG7DB1Uop7IxO0pOwhIJo9FAkaR4PCrx79cmruI9P/HAr9LLv4tb8LoN0FDZdwf27X7f4vKq/G42qQKwiMUYTrzgH9hDr1isWuS+3qTKfmx5jmrL10vMCbYGTIRDiJ1aJ5aOMggcgYahRXS0QeQN7EvHycKwR/1CaCOrNhTLUUATZTkA46RyHBNz60rkiorHdmwTpl8B2zXsJ2I6bx15Bios67GXEzLRGIZoni0EkvbtYat0YI90XGj/AGA2r9q7uk+OioSBH1MOQP8NgGvpuYij7QLVwfYxD6kVBljkrSENx/I78xwIWLpnhALMVAc2/m02Fqetbm6d0npsw+vGN3ZwJwhBMwLHPGO4syZ6J3SbYK7CLwXWetN3mGf1jaPYF03NsFgJbjEaknbohXUQEe5apXP0ArfamBZW8jRtBuimMGhJYDJiQ4+lmio9HzYySNmjOdKmXvexvlHhGOoP4DZA37rXfffe+y8f+8tHo8aRbh1TzKA5eF6zTWapHOIT1ZnPJhHFdQ2j1BEb2hboGwec2HoNmKtMOgNAkWjEsiXfN+q8YeKaybsa/LwItOMdike6lvnCNckArt37wq4MEHqqPxHLvhTLVKDkhswFjgJAHfYXiCuY6LkQ8AbP6Ygg86x6a00uVtCEkcEIj7AqjxDLVIxaeLNJUDC2ZflZR6NAO7J0iByPgW+cmvBNsAVMrLq57TbzgVG/jbPSOG4luSgAVBVyGR4NI/x04khEA6UBdtdkyan7GGuqG3j4LDtV42+ETkg7cQy4aauubltili0sqptZZ7IAuNJgVF/cbUMe2K9D/bBJTr4ae70m+HnM2nYRIg+OgVLf9tdxw+vC3Me1f4chFUaboK9muwGVLRsTzawdGv9wQ2o9q36xPyidTiKdjEvI382FZWytr92y8dC3AZquRDL+Ly5dvCIbhvmpITLKYa2ZhKfAJ27ZM18m/jmIoTWMAUZ1BVsxIhYVBEeI4cZicaRSCeTzHRjo68bszUWJLW3UGlBhflrtl/UckfZ8zZTd0P5ikwbHpXIhmWw6hUq1jla7iVajhfXNKmxGYgSWYdqsPMOUoTYGhxLGE1GkUykBDM7uajSaEl8rcbpOAEphamYSeoKsQsXyOFaX24xGYyreuM2JHBxHzO9uByYkyzQdqKQFJcBcmwkXkew/tvuLCQauPKNvbJRtz44tYJx8jv5ZSzSbdAHNAmkOoiyAafziCWJjdaVi+y2JFxb/Q8Rk7fnW1KocVk746akt/R76CMdPRzi1XdFMFTfPz61TtS2rlPVhBEpUv+5uew6VmOJIIomAmOta04mkYHOKu6cjQxyTphTRrNgkjZj50vHGfiBk+Xsk4kg5AaP1sdbRahstJHAoBrZhA8huiDVr7SrExh2tEQWKQrCpTDalMXVEdC0ETzsIxaQk72jrdaYFv8Rix5CkPZhJphDLxjBHAL28slL8z27wt/D1tgfo3/7t3x5bvDk7XOHaCnBM2gV4RXAiSls7tjgBwahWAXOEJRHGbmcXrFwR+cmwJlYX2bnRkc2gp6cbiURaAOSOQweRSk5gfmGeFmuMALqCmdlZBUDG8A0daqSdYfw5toOXuvLIZDsIoHM4fOAAzp4/D7Sr6O/tw7FTFzA5NaPrOBhWFnKOadMC26XT6Rhy+QK6St3o7S2jjz5/4sQp9JUL2KT+XLx8jTbCqlWzbbJBSF2WeiDUPMezFgp59PX1UD+6USiWcOnCVZQ6U9ioVnH0tVOoE+gr4mrMBcbEoza+G1FjyKDMtUuYNRUKJewYHsTGxhb1ZRn5zg7cnFvA9MxNBRACTpqZesYBqp/TNYkOJDRiUSTiURSLRXR25mU+bs7P0caPYXVtFUvLK+IUZhU8EtVOVyXhYMBue7QMQWwsgkw6gVwuj0I+T0I/hRo9Kz/S2uoKpm/cJDXetyFjQCRgyaKBqP4bQa+YJSe8RGltJNFJ8xtPJOBSf2qVurSzurJGgq8uRYVMHy2Amu76OubaM6xaPQMnpbAA7ejoQDKVFAHAa5wFaLVSQbVak4STFtdTgdGszIQ7MJmC0OGV0FqjG2bWId+AEjieFSQiZFvKBxExNmj9PsOYbfw9j4veb9F4VNZgmsgIC6w09X1pYYELS0VCxbZumettD9B9fb2//8jDX7b2Rb58C0AqHIgBjoGSF7RjKh+FUlDfqJWZNoK1yavLk5oJ2Y40dowME0AkaGNkZNEeO3Fe7NucDeYRg8tkswKUi4sLMGTdOLyEVdIiTxIIjo6OCKjymxiQLly6LLHaUUcx9N6eMraIlS/OL+jY4qDv0iZUNEqWmPzuvbtJ+KTFvr62ViHhsU7gFEeSNkJHZ05qOzQuXMYWgbXUhVCPHjBeqOI8KQLSnWOjGBocgCKNrrSboo3U0ZHErvGdAuSnzp3H5uaW3tCwDExlTCpbOLPlBGkHO3YMC5Dy5zo6CgT43aRt1LF37x4MkgDI5zpx+uwFAiUtHHmcIjqUT6SAAil+Vi7cN9jfi/7BfmGuyUwW4zt34qUjL6KXhF2pdAiXL17GxSsTWN3YhI1L1/0yJizFE5W5PxJzsXvXLnrmIepDjMA6gXH6/cUXnkehM43DdxzEqVMncHViWo2fGX0/orHMjCF/KYwRwURzvHNsTARcnNrs6ekhjaaBa9cmUSrmZD1MT02A68ZwCQJr9nHNkgva9LWphP/ADH90xwj6+wcQz3TQ2vMwMjyEM+cvUftVJOl5ZqcmUavXsEICq9lsWwA2y1n/pBixgLQ2l2ntwsZT2/2gsmVNlAl/tq2Jg9FCHaPhwdHtaND2jT+jLWub8xBYoPDFxcsWF5fwW7/1W3vo17P/2c3+Frze9gBd2dz4xysrK3rxaFbMi9hVKr6kBLeVehgjhmVUPsMSgkWowFPZr12tZgegz6F6cWJZQ4ODwlpSxJ65cM3CwhK2iLGkOJMqlYXfqhNwp5AvOFhaWgzZDgMzCps1+vv7kCcGWCgUUK82sLi8LIDHKmA6kxQWns/n0LVVx9rKusQVu9o2oqpPegKAnCAwvnsXsb8MgWhKWFqlWsHU1KyA09pGFb3lNDHDgnxVKnUbmhcEHfhihkgmEzh88AAx04IIsiwJmtW1DVwlQGnSWFabXM3NF1a9vlXF+QsXLNC72u5ph5PaY3bEIJykPpVKZTFALSwsokYgFROzRINT89E/0E+sd4PU3QXtVDN26JBZSYP/gf37SUPoEaHjkmp/k9o7ffY89ZdtKFGptzI40INa20H1wkVtSjGmDg18vg5hIxBJJqK4gwB437598IgRVuotmrdVnD13QZ45Su2Vy2UcpL+XSr048vJR0h4ads0I0OvohYBZu+jMZfHud90n/Wx5Kiada9g3mk3ReFhryiRj6Osp0lop4uTJMzYENPAL6EgZ39XmG4jWdf/97yShNE7j15Z095X1LWxUasKgmZCM7dyFVm2D5rGEV147SXO+KWzaOiEAaxozDlhT2Mk6DU1xLP2dzUCeF4A0f3FiioCzq8bXRqRYc5cxfcHuAybJFZr3WdKc2OEdJyKyurbGAm0HbgP0rXX93u/93v/4/aeeTrY9sxgMA1N2MVW4x1O1BYQJxnVIkmMBfXs0grExaoNlyJTAYHjPXXeKep3tLGJ9fROXiPHOz8/TpmthiFjigT13orm1Cq9ZJfBICYAwW/WNHU7bZUdGhtDVVUKBAHNrs4qJyWuYJ6BntXRgcBh9Y/vRQh20y5AnJh67PoVmra1UUSg2zv1ncN65awe1N0yMrAssqM4TKN28uSBMsNBVpnaSxMJb1Mc2CZY8Fqi/ajNp1uzErJli565Ruv+gmAyYpV2/fgNXJycFKDq4r+0EllfXpERmKpMWQcXCQKquGW3EV5ueGdX+PXs5uxNlelauvXCFgJ775rIdMpkhcF1DTyEjRaqKXd3E9tZorpohAQoFTPrX0Z07RBhxe2yCmJicxvIi2/6biBPQL61sIiH1KWK08ZXmsLa2onQON+xU4++q1PJ977wbg0M8H2WpXTFL/eO64Sx03UgSC6sVRCemqF1ifq0GSvS+ubkboVXIvoWYYrcCUDTOxGoffODHxczU3V1Eg4TapUtXsUgCaKtSlbFlc1N2oI+EYApcgjtP47uxuaYqxUEDp6ds0b5vXJIufvLBB7B/7356NiIJNAbXZ27gxtw8Jq9dFcbMgpJNMx2kmeWLZQH/WqMubXqeTlbSJEbG2fOCiKQwmproDyfYG+EYZ6nB0jL1UWAr5JnavAzyntEIrNB25TPskL4xvyjt9fd0oUpjQmy8/DcCgzfp9bYG6Ewq9dtnzp4zDnyY/8UZI4Vf2tpZwmpsVFi1YtDaWhYybSj7qQ6D0iVK1aWcZ+yIynYWiJ11E9DMYHp6ilTTSWJsrBLHJB40R+palDYcs7Y5Ah8n6JLtIxc7et+PPUCseAHLy2uYmp7FxYuXxFHYahHL2tpAZ4FUYlryjcoqQO3BOaYZz/bsrMGhATz4/p8Qtry4skas7zyuXroiz8JMMJXLo4fAvrk2R6DYona76W+XQpEAQYLCyGAv3nX3YdTbzJw7BOiPHztGoLeKar2J3QcO444f+1msTJ5Fo7ZEgqMXiakbpD43bHsK6H1hce84vJ/ArEgAVSbAa+LV4ycxOztDDHpZGOSd73ovMr27sLo6TW34SNM9k2z3rel0aavSKz9vVyGH8bEx7Nu7WwTi6TMXcO7MeVKP57BJGsjQ6C50lIewUq8j6tdFCGQ7cthYX4cfCTM5HRFD47tjeAAjw8MYGh6i+U3iwqVLOHHyJGZmZiW2vDNfRv/OPVje2kIuxYWGksSie4jtL+lMSbt6YMp3MnAdPrRP7Otd9Py+E8WJE6/j/PkLpM1siAOvp6cfm5UWCagVaYM1qg6aqwoJBtczjkNPlzxVc930mximvrImwuuN1/jlqxN4/oUXaY6WpDojP0My00nPMYFyISvFkDKZjPg31teWpB3unzhBQ06/cIarqRO9fW8AJm7azLOJ3RezIVSZ1CBXUEcxhU2HviI+rCVw5FONWDTvHTbpsQO73axl/st3/lvnetsC9Ec+8pGDjerW3mqtHnpVsQ9Xs2eR2MzIiCEwAErRfl46cgCJVieFoQTV2QJThF5gvoLFRCKJ6wSm66SmVqtbckoLg39nZ5ZU5MNS6D0TaZL63Yti/xi++MWHYJyVipUrtToSi+D4idPo7x8icNoQswYv0DT1ecf4KIr5IjrcKoFbFwqDd+G14+dI9W4owOLNJBF7Km29Ssx4fpHYejSNCwTO1ydnpOpZMhUXO3lnJonuTtoE8SLa1K/55Srw+gshs45jAStF7LpvZC+1cQ0nCPhOnTottu8EMVPe5I3qJuJ+C6VyL9ZjNF7pAtrHj4nAkdxCE3GgN/dd99yHrmIeZ85eoHG7QWBKz+HVZXxZNa4RGI2M78P85TZqW+twOqJwr1yykQ6mf9wWl7C8753vxHvuuxuXrl0n1jgHFswT1y6JA26rUsfM9HXc/WM/QyDlYmniLBuBkSTgdiPT0pICHWU/9V2uWx3HL/7iP0Wcuj8ztyjmh9OnTgmQpmj81jdWiNGv49B7PyAsd3P6DBKpLJIeATXNYbsdJOAYltn2XBw4cAg/909+hgTcFayurOPq9VkZy9mZSdGotioNuncMd97/oNjptyrrNL4dMpesnbWaSuNyfW3P1mswTRrL8NCIaFwr1C6P6Rma8ytXLkrkylalJuanw3e9B72juzVNQgYAACAASURBVFFbmRb7P/sO8oUCNul5fA2Srg19474HAjHMkoPzhQy71mvZ7DRda4VNStpFo96tQ1NVyJJvI1Fk5COuVAaM6MzeBAmaar0hkSf1ZuuWjOR42wJ0f3/fJ//sTz9tvfBh9UxsYi1d54BttRFHWIfNy9Yosj2CIcQAYRi1SfZwiJl0wI2nsEaMjEPPevqGRG0e7OtBsdCJdCKFgXKWGFkJ565cwLXzx23bimAqcGA7Jh8UcH3yqoBVsdSNjY1V7Bnfid6+AbFzd+VjGB7II5JO4vTL34cIDzcojMQtxklgdBa6cOrMGRISneJU7Cp3SQH7n/7JBwiks0znUO6IINXTi1hxBC9/+rMKpEQe6QwxCdVyxbZ59NXjyHR0Csvj9vieBw/sxejoGLFWD/noJtI9KUTG34mZ+S20WXWW/qg6dCpd2REV9tTZy9gxthvzS+tYJwCtMrONAPfe8w4ayzxS2U4UYk243Tkk8uOYXVpB+8WWdqI6+rAFHQVD47SwvIGb6y1SjVeFea6tb0oUQYHGftfeQepvGoV0VJ6jTowx2TOOqZs3QqnRbigqQQnNcxeu4b0/9n6sXSSNaHaOmPGajZLYNb5bxiGfdCQEskKMOtc3Ap/m33Feo362Q+ZcNTcMOuvrFWy1Yujt78dzLx7F8tqmMG6+2PnY218SR+zA4BAJxU5cP/US4ukc4jUTsqf6qGo+R3S+piSSCgizmWiSiEKl1sDy0jwJr4rYoeOJNLXvi5N6bM8hTF9qY3NrVZyyDU/VeuZoJFf2gQerWmpzh2LGBoRNlqPdHfo5g6iXthRG8mUveB62jYWpWa3+eSJsxMlIwNxsNOhvMRsown6IOJdebXvdf1NMeDNeb0uA5szB973n/vdNTEzoV4zir0/SUG5otYjEEZFCcCyf9i3bECBo52AopMuBdpwENSkSuTLu/dn/BfNXiamee02FjA11o5BNIJ/rEBV8dLgfs4ur+PrXHqYN1Qws2PoH32mjs38Ue99xP6bOvY6N5TkM7tqDwcEeJCIQoO/rKWHXaC+6ifH+x89/FQs3JpTN3A9OxRA+TgJh37sekJTZMy89R4Ccxq7dezBS6ZXjjvj4ptHRfgx2pdHVO4DvPf86bdqTMOUpOSlEPSo7LWPId49gkwB3Zeo6kuks9uw/gK5SJx+AQEyHo1ey6Mm7KPfl4SW78a2vfYo+39YgCnuSCW/MQnkEzWgnTpw+J/1IZ/PYs+8AYvT8D/74ewhklwik0uiMVjC0bxcJkB14/t//O2quZUPUgAAMOkmIIduN544cRzJGYxHPoG9gCMmEi//hV35eTCgraxUUU23k8lEav5/AUjuNJ7++ADmeD56OlFFKuPSxqw9rNQfPvHhMzBl1GjOOqMl1pPBT73+v+APWthroy7HztIb84TvRzI3i6qNfhKkX7hgnmBaaEQLg8vA4Tl9dQLmT23QQS3VieGQEB/buRE93D1bWN4hpRzDSm5PTfLp6ehAvj2LjxFF9bJeS5aYao8w9/esZPYCO3l24evYoCcYmMoUeFGhc+rvzpF3cg5mbi+K47SHNbGy4jOZyJ6qVCOJOEhvNCe1gNo50F8GxaMo3Ypyo0K8HJg0DzH4IsB1hwgy4nl6bph6M55u9pTIJbY4itREn4dButbZFXDXqTdHCvHZrx98AEt6019sSoN/97nf/y5deeD7CDIov31YRM6UuIcxZHBIcu8xsUG8k47133aAokWFN4YiOQOVTrGBteR4tYiJjdz+IUt8w1qfOoJhuY6jcge6uIqmfAzh7+TqB6peJMS1bm7NvVWC1cKvEfAYO3oexw/fh6rEjWJu9IODONsN+AufRHf3oyOfwyDe+g5deekmok2H1YaHC5/a52S7su/d+FPt34vyRpxFtrmO4e4CApgMlamN8eAD9Q/14/fgFPPbtb1BTDTUGoXKjSp0GuvfchUN3HcaVYy/j/PHX0Ekqde/+vcgSkHJiwUh/N3aPjyDTWcQXHvo2pi6fpjHVLNIPMie5d5liF+75x7+EzflpHH/2u4ihhfHxMXj1LVy4fA05YvzDfSUMEXvO0rM/9czTuHrupAnKgqnBbfoYS3Xg8Ad+Hl5lGUcefxQRGpOhwWEaswy1dx2d2azMQXcuia7uIqLZHL71uS+itqnr75iYX1XVVOY21zOId/7ML2DtxnWcOvq8xCl3pOKIoEFsfU2E+2BfP8qkzaSzpK307sXLZ69h4vwJGzZmpsPXZicWdGPveB/G9+zB6889hRppHR2ZDDqTfQRmcTRbdaTjMdJ0upFL0PxlUsSo78dWJIsnvvEXtgZLcOnqe9TfwfF9ePdP/yxiJDxP8VxHVAxxZ4Y0kc4MUomo+A/6BwYQqy9gkASA03kHNui1U8deVd4Gd7vpIvCyePbYNnjhcLzA3ix7ywA1/WPbsRuyX/swTlK+jGlPCwE9TnxAgt/i1eBj59iQmPdWV9d1NJE/9N8EBm/y620J0LFo5IMvvvSKzu/3RLUWdVCf2tFs6cB/OGLX48NLLRvQkRqW1fomg86EN8EepGxChvinraWbeOILn8S+O+5F1Gsg6leBdCexqzQaxL7+7KFv4QfPvYSaxLMaD7jKNlAOFbXgJ868htef/jb6R3YLkykRk8szkxwo0Fcf5gkc/uRTD+HMuUtimw5qNACG3UsCTL2K5x97WNgu/75j713A2gRy0Sr6u3LYMTKIjkIZjz3xDL7ytW8Ru6opFV8LqHAmWLvVwMSlMxi/8x4cfPdPotQ/hpsXjiLjb6GYz6K3u4Tde8eRzhXwuc8+hCeeeEqFrxlWpauiGbBeuH5FziPcd/f96N8xhtMvPo1Mcxn5TEESYArExkdHhtCRK+KZF17BIw9/CV6rrticBmb1tCphZWN5Aa16DTt2HyTNYggvPv41ZJ0adg7tpDZySMUj6KLvw0N9cKIJfPOvHsWxI8/aeG97fJMfCLrlhXmk8kVi9uPoGx7CS08+hiyp652ZBLLZTjTp+brL1OZgnzDVE2cv4tHPforYa0UEpucr8HFsSRfF/BcW5jB257249wM/h81Hq/CWJ1EiTYQJ7NraFoFpDl00pnli6mkSdg0k8chnPoO1+Rmt3QRr1Wh0vC6X6e9eLI37SfDVaV0sXD5Gmk1GNKhXT51FJt2BPbt3oNgR5/2Bcs9+1CIlPPnEE5ifuWLNe2pdt2Dioq0CYB2d2x3k8pdtEU1qAXIIKwM0760mJ8NoIhHUtwmtWb3huHVOWGLzVJL6nSSNcWlphZg1O/Cd21Ect8L1O7/zO33xqDu6wUkSnDLrODZelKMDPG0QM0H0HGdp7Y78vwkV0qzZZNaZn2UzuwqkPU+V1mQbn0uLcmnqEl6euy6ZWxwzfDbi4HFiEtyXZlsb4nyVaGBO8GZnkqdpizCRRhUvfuvPkS/3olQoIpuKEQNM4grtoZmZG5i9cUOcPaZIkCrjCFWRz1d1d5UK6mLu6ln81Wf/LQZ37EaO+tOVjyPdU0DDj+KpF17Hc8+/jOmb8yrjy2gZTgDyMLVHiEIf+96j2Fpews69h9DcXEHGJaDvywujZ4fl6XNX8cgjj+LytQnqn64bAcdGI7IVuqUrsNU21/Don/4e7vvAL9DzNhEjQVUoFtCd8jHQWyI1fBCbdQ+fJm3j6WeeUydl+0EEjjp/z7OxtV51A3/5mX+Pn/xn/xxew0Pv4E50YhXFVJMAKYbenl509w1ieb2Cv/j8Q3jpyFGxxQZBBLqvjo6DoTZXbl7HNz/3abzzp34WTnMLfTv2IFq5ic5oA7mOKIpdvdixc4y+9+DZF47gU5/6rPgKTKyva09JMck0Kvrn1DOPoXtwjNhiCkM77wC6ski2VtCZjouvgDWT/t4udOYLIti/8oWHcOq1F222qKzNcKEk7TKZPP2asPKe4XGMH7oH5VIO7YXLyNH6SXdQu9kMekskAHMdyBVKhAwJfPfp5/Hcdx6htatqgBumb85HlJHxw/bmMBnQmpbugCU0UA5q3l9sspARsBpUiJcb8PeDiBAuqNRJ2t0ysea5hSXJ6uXMx55yF5KJ1O0ojlvh6u/v+dhffO7P9dl++uQNbQJQ0Rttvbk9bd6IBSqbXjV2OdlsKW1v0w4TU7Co2axJNh2rZm0RAL681mrWsbVhAE991JQGlYQK1xVg5qPl1f1VZTOj+rXbDayS+s+sydFpY7Y4nnFM6owxfp2fiWtNqFKjEKapiuG0qZ0ZbCzckMwsDnlyHQ1sUg3B0zWxHdsu90WYubW3q4MI2P578fVncOXkEWJjaYkaOEds0n2qLdEmLISkLoWnzy+MqP5Je5JibMpjqudcmDiD73z+GoqlMroJnJuDZTSLnbg8fROT1/8a5y9eRbVW1U5As4k1i/PUga1W5afnXJg8j0f+5F9jaAcx3nIRg92d6NnRh2S2gBvLW/jKo5/Ha8dOylFKQR3sN9pQ1bgIoHhNnH/5Sdy8dhrDI7uI3UdI8+hAtr+EHaMj6Cx1YXJmAX/4x5/GmbPnxcnp6XP5TBq7CSk2B8fyfSurN/HXn/sERncf5jBQlDuZzXbSGOQkM5R9C9FECq+fOIMvfflruDY5JWvFpP8LOJvjxKEFNQsFjzSmb3wGO++4H3kC+kykgYFSFkUS7pza393Tg96Bfon93qy28NCXvorHHnsctXp127yoDofWPEx9j4A1+8bEFygzCKSFAmdJlIq4Ygry2i2YaBM79m+4uDkWxJykxLVStqo1VKoN0USapB3VqpuxvxEwvEmvtx1Ab61v/gJntsFIfUdXn9M1llWtZLWwGbC4mIytcKaZtK3lbF7XK9FUiOOQOQ76z2ZSYjM29YPVQg9XnVMJH66uqQudUcWLdm1tTQG7HEcPez8btGQy2+SkFkdSsU1RGwOmbQKmLbo/pwdLSFMiJa9LAXlTHN1VoMMsud024C4lowIm5kjpHVSrdVQqVXl/B6nxJjU7MFMwy6lhfb1GgLyKm9CRrSE7ouqzow85rYmTh7UStomq97i2BkO7VsHCjUks3JzC2XOKXWlXrq7/YKJTAhDlE649XTNbaR7KkcV/a1RWcOXsq7gWiUqSDtfjYDxoNOoCuibJwzECDwpMTUicAnxoQ6wjIM1MemVuWqWyEwvtIMHEwMOJSJub6/rAWBVGKLEqOtlI9U8Bn9JqNNARWNdJgzj/2rNIUJulYhHL/WViiSXELk5gdX0dl65cxY0b81LEyjeH2lI7EbM+HVcLEs9mEEqETHsLF44+jVSmE73dZcT9YZSLY4iSIKjR/B8/dQGnTp3BSy+/IglBvvYRuK4BVwXMlj0bqqKFtY2I8g17Bmxd7BDDbrbatp9Kc4jocrUIHTyhy4vaZ3JkjVYqNekHT0E85opGEYslaL9svrEQ9S1xva0A+qMf/eiPnz5xLMc2L8t8NTOIikdZbcC2p9TORCImq0WdABIxJlz41v7mGK+RXqPBCcac1MLg7OgNycH1bLaQA1Ds0T4mqQUGdS1TYxNIOC3WJgNwe5GIDvvy9GawHkUoGPOtuYTZs4QIwoSxveEEGO3EDJ1zL4xT7Q9dgc1XRdIl04w2azSmTzM3aqij6lSbTEUe07Y+gQaOcf0h8PJzbYimj+WVJanA12jxydQpW0PCvleGhFm2OtgVOn3e1YX+lVwwZTZBTF0VOWJmniWwhIk2UJOmgMxVmaHVKsdSq2c31dXMfX2d0cZAtL68LsyN1el0OmMGWfdNnUTN816pbEl8+8JiqNJheI3pZ+fXarQuqlUFNJxib0uDMvi1g/mrbJJAJJCfmpzUBygoU5MRhp62y1ozgzxmSznqItDFthD0WROBrfVlXKYvjgP/wTPPiUCR49xEkwmEhYQsurr8LNQYegLagb/AHLlmYNW3rDkoghWMq1IVJcfA2JUdE56qm7O1WYJj5YRHuOrU8mg7psCayzAQQLPfYG1zkxh1NbSAb53rbQXQ+VzHR1555SgCNsCXPtWDF0rIvMHpxxK9gXDtYVPsxbM2XrlCIBFsdLVpuH4He8uz2TS6u0oYHR3FlStXZENvVioEKpuB1ugZNVrFfAoGOupcQGbZXDGNgSybyaBUyhNDqwpLbhCz5Yw9Y9MUmeEqx2I05lr2pvrF/7UkUy4hJ8PEJZmEM8m4tKin1U8jGIKkBF9qddiCTVBagHIaquLHXAfE0X1otXTolKdC54zJwAgk1lLi8ZT0Q+qTsaPWc3SiiWPHWwDCNWFb2oapwck8j0QKtNXmTqcT9ndo+7gLU5dD829bGtM14kzJRz+oHcHCiQU5m1E6OzLChMUsJjfViUkcXqY1InugrQ4Z2w5OgSBmxyNHH6gIIReNaF0yAX0NpCYsUwGkATsPvjUxm3EIIpDkN1+xy42NTZlP1vxSqXTQBxHMbctORaPwWhLNA81yzXL2rLz35fl51Jis8NoTgPZCdmUr7XW/AvklfwgIhp4rNnEwQPuq1Kk5+SWIpIJt28pzR2VLNrhcQVuRKc5A7cjkpBbL4vIa1z35YbvILXC9bQCaNr77ux/9f97DHmBzmWLvzLhUOJBiV7xAmHVGbGF+8wkvxFSNzdlXwGpft2RNWDBXHeN6EgzS/L6dO3aQ+ruGpSUXuXwexVIDV69MAiFwN7ZsuTcUQHE2WqGQI5AvS1biO+46jMnJGVJFZ9Df043JqVlRfes1UzcBti1t3lamCofDqxJ03y709najt9yHPft24/jJU1hdXkYu14Hz569gcWVZmKp81NQfMR49ywg9UU/ZVMC1NbLZHAmOogD9wvwCH8IroMEpyL5nAMWD8V+xk0iVdwh5+X1fPPupVJb6maZ243K/VqMhZ9BVtioSZWPmQMBa23bVMWR6TrTd3HSX22R7fkLqeUd1zee2AJQ4BH3XgpJip20BSB4PAahoDCayR68oO56cbCHHNglgMZBrW6pjGKUGL23bV+VTMwIyYu9v6iQTa+c3CxSWPfo6NdrXAhhwQm0rEGQBw4RAnQcRFZOAa8M9lZ3ah7WXacA0qev6FBhjxqG/c5x1tVoVUx+XHQ3C4rbXmfG9IHszODHdLjr9Gc+ay9o6Xp3XTlDlTtJpEEREKUGt6mp7Umdbhb+2tYkMYlZa4touzPybzdsA/Va+/uAP/uDXvvPYY1FrJ0OwcZj5yZHvDrRzUJk3zEYxC9awQ/VasMDhmBoXeqE7jqTJDvb3YKCvR+oMc4ozF6E5efq0KhTDwqBBqn08KVXDlpaWVdaarvPg+kF6ay6XxejwIDpzeRXtQdfJ0+ekRGlEx7Myo641BnD58hUgxIZsnWofWvVPY9+e3Sh3dcvftqoVTM/MqTrJBGJDA/0S+H/56iRu3JiVTa/MMqqiWmBcUCpwhoC5r69XyoEya+7p6aKNkyFBsYWhvjKBkIepG3OYnp4V27yNd9bnEwoLj2hbPGeA07MMUHvlcjcSxNjHxkal/vPU5ARKNA4VYvrnLl3B/NycZV5GJZd27WkjUMyLawanUxLxwgKOwxp37d6Fc+fPY2tjjeYpgRViYGzz55ohLHQs4xfhGFWtmaOnHJVByiYrFjBs+uBn5zKym5sVVEjd5nnkGh5t6ZMSJp4+DsXURGZ13ch4Y0c2Kj/HQztQpqRMJisV7JoEli2uoe34wuzbbX2cl2ao3G+eNycZsc8uoK3XpymuyNmYrBnCOJOVDUrWXL1aV0JEatC4Mnbs8HUFHNsyl6p0sz5swYyLE4B6iMHoK6DZRtNo6eqQzOgNMQoDftCO3qcG6GluW77SgPgfH0jBzyB2fu82g35LX/Fo7NdOnz5jQdlMvjgBJbXbF7XT91X6KbMcU7vW2MfksjHKZiEFdThgNgMBIRe7GR0ZQQct8AKx6Pn5RQKVBdqubaQ6CkjSV2V9VRx3XOFsmZNT1A0QTpphcGGzCDuf0tQW22vX11YFDCKxmAAOl1/MdXRIOvXs7E1UuSSoE0SiGDtzltT/e++6S2pjcPsc7ldvtDAzOyMsig8QkCy5QgHDg03pU0OAhG3qul6GZvcM6FligQf370c+X0CVGG6LGCGX2my1l6WtaDQBIuvYMTxMIFvDyuqCMiW09YbVphJoeydnVB7Yvw89BM416leF1OvLlyfUierM/OkZY8k27ji4Hy8TM19bW4fd0CbiwjI2X9TiEgm/MdJaGOja9PrG+gYqVdaSiE0nMxjfOYqVxWXcXFjAlYkJYb9mLm1NY3sCjXJSxqXYfx59/QNSzY9LhN59zx049voJLEeXMDLcj7m5myL4Nrc2tTnCt2C63Qzg2/7yfHPbfJhDPl9CjIT8rrExTE1z+OSsOMV43lekuFFNws6kBRNl4agjIoJDEHxronMcpUFwrXH+yudyMm/z9Nxc9J8ZcoX6ytE2NbGPm0gdU7XRtfeS0dE2b8cLmc62Xea4qzDw6gOO2752wLtSk8Yc8GuIkznz0LgPRKOluYxEldPcpe/lYlHqVLNzuS0ZlD/cg1vhelsA9Ic//OGy12iOC9iEpLuchBGJqlMjdGwmTzNvEnMGnlUjNdsITk5BCOz1n11llWXW8YGf/AliU1uSCHJ9ahbnL16izbBIbDiDnfu70Ts6jtXZa1KGkjMMRZXTdSOEETpqw+7Zu0tAhoUGFyqfmr6O69e5gE8Eu/ftRc/IQXj1VaIRW8gVemgTXkHNUWYOk+3IvWPGd+fhO9Dd00tgleJXMEms9MrEdVno3T19KHT1EouEZP5FYkmpSy0lV/X5fNa0AzYnxKhvuyW9mc0aK6tLmFlZxMraljA/Zpc1wsFEKg2/XiUwKGJ1bVGNoU4TV9RNxUKznffud7wDPd3dxEg7sLSyTpu3LQWD+H0cS760uomuQge1nyVw7BfWa+pjOMpQr9tUceRZAuV7771H+sLzy4XvL16+ikv0xeYXPtOOWX13bzd82ujzBNTMfD1m4fy8rg/jCDP95JNI9uzZi4GBPhGIbIpZp89MTt6QkEo2sxRJwMUjnPpdJE2HmPrmus2ms5qNsV9Ajyn93E3ax769e5VtPhKTokaeE5c61RwGOUjaDUecOGMjctrN+saGlDgNr0HxX9g1qjQ7NtWVy10iUNIknFtNX0rnHr7zMJ598Qii9QqGdvVhneaPP3XsxGk5WECRa70WdeuONq04nh+Y4ayT1RCV8KX7oc/B9LymCrPkEqumQJI9Ms0JwawflL7R5sIGEQAWUGwDT9H6azQcbZKUcNjbAP1WvUql0ie+/MUvBDZeuVSNZlE3Ww1lh9OxmVwM3tiBHSfAEhiVGuoFw1J8u3jV+zjcyo0mkcq4uEmqOIMCFxjnU1B8N4E2MZZyJzHr+JBUxls+f3Fb4SXVvEsAmcDhO+4gRlPB3PwSAcg8Jq9PiupZIZYzMz2N/Xe9F8nOPmws3UCus4f696Jm/K5mzkp95qLx73/wQcxMzcjzXb5yVY7HWlldRYUrpMXTOPS+f4RWZRXVxesE9t0EhJfMkwZHgWmmw0Xqu0pdGCN2z0X0L168TH2cwzKBClc/23vonUgWu9Csr8kz5ug153pU2xCDDWkA5c5DB6R0JxcW4jlZXp7EORoXDsNLElMv9w+i7aYlRIwBsbMzJ4KAY8LV5WoWrZ6XNzSD89jIkER0cNjb2XMXJZmH28wQG3dJK+EDCfiQAlbf2YS0QWAqp3mYwv+OsWUrlr57z26M794pyS1ct5nrPy8QC11eWtb5ShGskWDOkcBpooHe3j5cvbqlClUZx6Y14QamNmbNP/2Bn6LnKgiT5ee7fGUCV69ckbMqOWGKNaYcrYkOantublFqZJsTX8x3UxYgXMOCT965//53i3bAgn6dtIg1+mKQbzaUoGLHs9vckvrhs3PLmJ6aUuc0+gqkf+S5hAgRFePR02w7CKtzQuOoEq9sApWvcw+030e1pVaHuBVM1A5H1NDn+KzMTdLEWAFjEyQnqdS1/V6OzboFr7cFQJOq/8sTE1OhTaFD3zi0zlFxHJx6rNTiiDgInZCqaEPqYBwtpsyoAWZPNia/hbPCx8d2yCkU1XobG5Uq1omNcIja4EAvDhw6RJuiiWysgS7avEiV8MQTT8KwKOWpUduLVX42WSSSyr55g8CAIzfYJr2bQIJV1IxbQTlfJlX9PlyeWpIynIaJWBbFYXvxGKZnF6Xk5aXLVwSsFpdWxMFX6iJ1Okqbt1UhcM1h3etGrKMHjReeA0zCig5H5OfmY7H27z8oAkTqUVN7V69dlbhtHr/1jS2xo/b0jWJz4SoS6U64iYqyZdqoB2X3ZOdcqVjAL/3iLwggs4o9PTOL1159RWKuGzy0q8sY2Emsdd99WJk5K+aoQleP1Niu1Vr6zEcTZqacTO9997twYM8oCZ6UFOQ/ceoczp45LWaYja0aurp7MDC6F+lcEZXaCiLxpGTQ3WS7OzvKIp6O6NBrhu6xi4Du4L49GKP5ZU45MzuHY8dep/5OCXtmP0NnsRvrda4W6BCA1kSI8Gk5WxvrWqBHTGQmDCgx4L7vve8WkxHHJzeaBRx99RgB9GUaD5pPaoO1gbmFFewb30EgtSksm7WX5aUFJYRDNlt1qTEZINb9vve+V55tBwkrPl3n1JlzpM3NSU1ldhq2Ig6tjXnkO+Kotzw5CaeT2P/SwnyQ0BUm/NqMpIDa235LIIho0R5a+1nHl7Mo+Y2xmPp7NBoXZ6YKcdX+DrtulTDgj/IRZ3zIgKNr5bDAqlYbYv6S/RiJvJHi3BLXLQ/Qv//7v/8rx15/Pd0y9XedIDXVlj30fZ2N5crEbwtJg7ZDa3ucDQuwC9bYoVUFMW4zme4gMO7DPAHgxmYWwyOjyGSTGBgalkLtA30ldHfEMNRfxje+86zEpcLYDH1zuKeDocER7GB7Jm1MBtbh4TExmwzTa6Mjw8jQxi/nk+grJpEnBva1r3xNMgF9WyIT+qTpqNixm7U1VCtx2ZQdnVzHC73bzwAAIABJREFUYAEHD+zD7vHd2CQ21pVqo6sQR2LHXbgyu4l6dUuDXkTb3CNy9hxHQly7No2hkRHcnF+Rjc62bNY+Dh3cL7UoirkE+gvE9KNlZHtG8AoBjtFaVHq8GkfejCwQz11dRLF7AK+++hoBfE1AnoE3Hk3IGYTlXAoj3VncqOSImZakUhybpKI6wUgcbPqUG2WnjGPH7n24eukyTp+/SprMPG3oigoR1PbPzlwneoZ3YHGCTVE51DjGVk6rbqtkHs8U71HRBA88+NPoon4sr25ieW0D50kDuXz5gvSTs+84NpcLYQ3uvRcbs2dFgCSzMcSTWWLFWzBxadGoXka+CtP7Z//9L1jz1vLyqgDombNnsL66hM1KTTSIbEcRma4REvgekux7SCdlDpeX55VD2QCiaBJtRT/ptRFae2zSiEWiWFlaxauvHRMH6QJpY4yGURJMXV29WKs2kSZNwyHNjE1MfFDw6vKC3UcKZAMGHY7fN+HeZh8Y0HZCfzQRMCoG2uwbSMSPKjSjhL+nF65h7dIqNctHrUVpPDnUlCN6EnFVH12oEj0nEY1w+Mgtc93yAJ1MJD585MUjdrLNxexZgt85zMoLCvXHJQkjZF/WXvtAXTML1d/2s5L0vNCiiHb2IDt0CFv+JSSWt9BP7GfPrmHaJA7KXXmMDZSFzbz0+nk898yz2jTiSLhSkGZMDD+VQ7o8hu7EMhqtSSloU+7qlHYKxKL7uksYHylKmu7D3/w2rl0+Kx91naDSmAKXKDLFfvSO7MLGyhL4BPMhAvtsJiGqeptYTV93Eb2FNHpKWVH9//Q//Bl8qUcRUV5zx9c1lqPYQWx2cHgEDT7Bg1SGQqmMoaFNOcvvjoMHienPYay/iK6sg9zIOFZrMVw69aokdajMNseEEosjr69/EIvz0wRidO9oCm6sRmDRib3jwzhMGgfXcB7sLSGDDewc7Ue8axxPffdJZXKOqGBA3wvmI0nqOh+McPS1C+AoitWNijBxV+zwh0SA1Ei7KXYkUEzTmBODz/aM49jx1+BoB6jyDepaI46qp3zs+Bn8/M//U8zMn8HE9VmxWXPCCZu0umkuekgj6i13YaBcwnwlj003hkw0Iwe7uiZyyKwdY9emOV9aq+PBB96Do0eP4dLVaczemMPU9UkBQScSV/HMfhsH7rwXyzeuoL0xR1pVljSTujJruAqoAt+Iivvu6uISyS4Ju01qa576u4SLly7h2sQlKYjE4Nzb3SXCanjPXWhuLSMR5dC/DaQyHeKUC9ajBlztFFdaqFpf2hoYugybN9qSY/cJx0CromQxHc/eEEKhTk2HmIJUhqu5n9qX9WaVQLoifW2zYInGBNwlaoejaiKxW+5Eb75uaYD+8Ic/XKI1cmCd1Etj3jAM2tWbjxlcu6nmlo90dyMmCUGzZVlXYeFsQobMcU/8fwRm0fIemV5cx4HMIPruHEM0vwMrUxdQSFTR25XG8GAvgWwPnn3pOB7++mOqkpcfihKB+dnHVoMY2Z57sKszidTJE5g4cwxdBNI95Ry6ivS9Oy/OvccefwZPPvU9ASkp0uRC2zxh7Xzx0hCG7n0/6oszWH3hefrbIso7dxLQZyRZZbCHwH50AOmOPP7jn38VN6YuwxR+Mtlq5qSLdKkfI+/4MazOXsEGMW+OTz5wYL+kQqyvrWNksA87Bku0+bMkZBL41rf/EssL08qkpB2OvrEZ0z06esew6877UV2exfr6lpwveAcBc44AlMGlsyNFwJdBocNHvjyAa7PLOHXkWQ0QSrvx9Ubl+coWyhg5dD+S0TYqqwukveTQRxs6FWOGf4je38LCyga6OuNI+xWM3HUX0NGPpx7/loIbfU6ehhSxSSdpXHwSHi+/dkrSv2u0ZPgIMw4H/Cf/6Kekyt7s3KqcdZiLkOZR6ETv8Dg8Yq7Pf+8vYTL9jNbl6DonXJd7hTSGiZllOLE0FlY3UCW1ncMhDx06IGVG27S+crmi1Ih2ttJYbmTQNdSH1a3Tuq6H9oJ4rtUMJXXdiWGLzQDz85LItLK2KYlNnL3J2oMb45opOcQSaewaH8fS7HXUllU975aTgKnwqFaAp90wgT3agLJxHJr9YEx/Zr8Y84bstbaKL3cj9HvTC7aUjcNQjUakWJg6JNbT9nsVP+2ScInKOhenv3a+xuKx6n8jTLypr1saoAcHBj7255//cyk85/mBymRCmlT0hsr84t/l+B1jxdAea8dGcGxfnAbs+RKGZYqU04K68NpziDpsg+1HpF1FHHWk8mlx/ExML+NTn/smLl2aEJXY9McsUBMvy/+fOfYKup/+Psq9g3Drm1JeMhXbQHepg4C+HxWihX/0x5/Hy6++LokX5rhNtod7+rgjFYjgSVtDB+5GidrYcfi9WLp2CsnmIgF9CgO9BYyN7kTbSePTn/0Snn7mefi6mL5i4/r4JKj9cHPuBpqpPHbe934kSgOYvXgKkeoSOrMJAlPOmMxidHSQ3h3HQ1/+Nl568QXVgq8quBnWox7dQZQ0hRECaG+DwxBfwtSVi9i/d0zGkqMN2GM/PNAttYqX12r46hf+DJXNJTk6ytNJG/BhU/XrpALvvOd9KGWjOPfys8iurCAZS6KvNC5OW3aIjY8MUz9zKBZKiGbieOyvH8XsxFkBPEc7vBQrj4rETHYUceiB/w71jUWsTV8lkMtKycvOVETex/byZNzFjoEicok2hghc65EOfPXLX1KaRkSZikxUiDjDiAx0De3G4B0/jgtTV2it1An082K2yUR34QMPPiAsemJ6HqlEBrkoraOeAnqGRlGPduCVl55RST56vUo6uAB0RITh3Q/+HLIdnbj8OpvR1hBPplFO9eAdB8dx/333YHrmBo3nFnL5bgzlY4hV49iKDyDRncbcjRntoFNAadLhXZuk4tj9YBzmyuThwaZrh7VOfj+DrT7T0GubKn6+tT0bkWj2lC3675v9yqYrIJ2MSSIRm0tEkLI/yY2s/S3BxpvquqUBmib4l69du/YGqW8chI547tvtwLzBZ72Zwj6OsZu5bujzgdda1XmRCh3Snqo9oevh1jZx8oXHJWGDHS6cuXcCTcnyWyM2H06rlVoQet/KeXJ+0H6rXsH3v/op9A6OolzokLKiLWLOG7TZHn38Bzh/8RoxpC1rz4y42n7H6rznWoccmyimz7+Ox/7sD7HvwDvgN7aIXbYw0tuJUqGATEcXvvv91/D4k9/DjZs3BZythgFfF4+CVig8zFw8ge9/42GM7TuMVnUdSRo3zrjrL3dgoK8LRVLxZ26s4IsP/QXOnrukK9UpO64KKvFlg6oN3cbRH3wHB+77MTkfMFMexTAnSmzMo5Cl8UsnMbRjEEMkQG7eXMYf/bv/gJmZKZUtB+3oleANY/cEqutLOPHKUYzsPYjefe8kAZDBxsx5dCai1F6UQDmPPlLtC8UisbE4nvzBy3jmqccIVlq6zomeR1dlKkoRpsomcj29KOw7gBX6fv7lH6CyVkVhoEfSoRt0/6H+btIaOtFVKiNCAP7U94/g5NEXtD3VtWYiZXZSIM3mtdFDd8If34nXvv8d+M0azQlpHoUkjh0/JWNeLJVIiOYR8+voGRxAI5bH977/PJZvTGoNx9Qed619n+9THh7FrkN3EyNO49Szj5Om2ECO1lGl3sa1iSnEaOGViwWMj4+Ao9SywyT0YyU04x34zB9+bDv4Qhd78vFDBMWAdTh+2RRIClixo8mQ8UMYTTHYV9vBGTZmXKI02LTRUvuChTaHhrbbar0no1JqYOLvBET+ga9bFqA//vGPv/v0yRN5VRgpsO3yUomRusuTK1/61BQOtVLqollsJjDfs69pU5yxutmFxA4VZuPsFHIjarO4Lhfk2UCNANR1DdNWYVCBB9wXQdFocgpzTRaeDfDXal+7UcXM1bOYFZbg6vhs5RDj9/GRTKbWkRuLqkQArnKmNQDTVISeY+7aWSxOX5aaColkFCfZpEN/45ogHFLl2agU43lX/VYpto4At3roFo59/5u4cvwFOY6plM8g1l/CwgokGuDEydO4eHkCzbY230CZSly9qSXxBLAbk1npl/7oX+Pgnfcgn0nRoqxjpL8gESWcpejEEvjil7+Jp59+FhucqecHCTjSKtdPcVRtEH4EPpP2B1//U9z74M8jTUDZXp9Ddy6CQkcSA/1FlQhS7EK96ePhr30bTz71Awn1cq3N2ZE437ZEmagolvrWMp5+5At458/8ChKRLHbf+z6sXDuJhF+VIv1dXV3U1xKBaRHRaBpPPPUsHnn4ETkFRdaEzsRsu76udaTmbXV+AmePvy7OxQPv/gCWrp7E1s0L6EhGxGbOBKKbBEl/d1ESiNx4Es+9fARPPvoQ9bFlTSfCcD09Ho5i1K/94AkUB8fQPXYQd0STuHLkcaQTLq31GBZX1omVJ7Fvdy9ymajEvEeTHaj6Sfzl40/i5tQFVSvDc7bZt5X2Y+KeTTifYcp+6KSh4DVj4mCNUZzCEZXt2PYCsA+AP/AlmHtKNmtEZV9yUgrX36g3VWieEXLEoM/+LcLHm+a6ZQD6k5/85B8VOtK/UdnaEOdRKu7g2Wefg8l8Mk4LthfHCJi4RoQnFXVUzBOry2o5qDhdqR3hRjTQmQB9X+UvyA5rS5IAS3VV7SwOVeLRNQEZet2q6nYq7FMvWtlJaiNxrYNadVMcMibzD3qDqTBQzS48FYss583psqTCaCK+BdNmXbF0ZnR8BqBJDrBV5rhdrkXdatDzQ9vbVWddRJRDVNk1BPH5gE52zKhqeI5lR/J+p4W15VmcWbkprJMPq/W1vVBZCFRb2p0kqngkEpWYXqkp4RkPPIRFb63exNFn/wrpTKfYXy+cT4oJgYFzeXkNFf6c7+koFxU7HdWxrw0/MAuZyAunvo7XvvsIcsVudJeLSLQL6Mn1UXsRXL0+h3PffRGvvX4SN+bmYcrAugLwmuk6yvHIgGAK/5878hRW5uewa88h+NQ+12ruHShisLeMXmLP2Y4cZm8s4Ovf/ApeevmoxBiHVCWZc3UqvD6Zhv/aruPpL/9/uOuBn5ODeuONVXR15pBPczx9EsU8MXIC6M5CicY5ga9/63F889uPo1bZVFocQjVSHCfQ/OgeU2eP4pW/7sHg2D40tzYxvGsfspEK4o4n5VZLpRwGSah0kcbD2YUN2g7f/dZf44lvP0KAR2vbV31WWBtRZVEdXY/GC5sxAgeKAdrA/KHXsK+OWePLjarPRhyVgBQwbcCQISZPng5H5PGPmFOK6G8JCa9sQtVJV0WsXDc68V8FGG+R65YA6I985CPvXJy78Rvf+MY35HdXgMGXBAy+TP0EvjhOt6nLKrb1CmCPMJs3TBqzYxZd6JRi31S98xFkhUHBQkziptTnmIQz2Dq6iA6zTnWCsWvXsdr8QfpvJBIXtU8u43gxi5ZNICZDTvdFVRvzoepGQJxY7HypbFWVqSYWF7OE2iCqgpmpF62JtwJ3W+ze0aAB2WHcNWbUfHp4g75nshkxJTgIkgFsdIM2LdR1DRNjXxXsdwwI+2gQwPL5cbxJO3MdQaSEfi6pg0L33iIBW6msY0E/tzms1IRdmbRpnmNmZFyjWj2DqSYYzEy7sYWVuUmsLkzh6kUXR47ERBC3pZZFS1i3dW6JoxFWS/J8VThL1YI2Kdoeblw+jsXr5yUGeamL0/W7MD1zE61XWrh+fQaXr05IOJ9yJejG4OgKgLCvW0ZKX7WNORx5/Ivo6h6QwvwuaSPlXQPqeK9CEU0a92dfeh1Pf+9ZnLtwUR2cquxNGpwR0vAcmAgR36vj9HOP4eaVsyh1daPcEUP3aC8GugsCyl3lAorUPsGb1F755qPfwStHXycNrC7tKFIRFBIzFQCl36YC3jZThx7Lbb8rYsTrR5UN8GStiwOS5X4r0CxNoSVr2qCfYxFdXRCqlgzvPT7ian2jIsqmqyafk3iu/ghoeMtftwRAd3d3fezzn/0MNrc4xdkV1cxsbL6Mqs//RTVAq5rM6rDLOLEJpnJWKXMC1c3CcMhNzVAt2cD6dA1TrYsTEtjmzKniI0NDYou8MjmBjbU1bFWqOvPL2LcDKOG03pD/EuoA0YgU8kkl08gTi9oksORKblwW1DcptY5a/J723nPQPz8X1yeQfhlTgKtUT1MONIgkMLGsAVB5+tQMVYynTawwA8f+3RS01+zJN8WJFDhIFTeoGslsLjGHVpOIkuw1TtWVKqq+Ko8ZiWrdxA9Ct8yYG7unKe8q/fWlvI4IQT6hhGub8OsMugz6JqlBDaoCFznxxfdVMoTXoj5EggL/JsHFaFk0dpzizIKJhWw6mdIntnjWBs8/Nwn4F+crWJqfxflzShjJaOqbhxmhcdpxGVc+p1Blr2r7qwFq+p3PKpybukRfDi5diOPkqS4xQ20REHFKNzs+1fFnpj+GSOhqd9qMJyDnB0Wp/FYdC9cvYGn2Mpa7Smg1NkjTGsQWaVqLHNmxfAyvnziN02fOSzKIFRxSRN/XjNkLkRazTJVJCdoZHdSl1mvLCdg0r5eW54lGJiF2EeUfaTfNZIX2F9RnJEHGV2uWD7TdqtTtCSxxYuB10hJdvRY5ZJA+c/4/CRBv4euWAOh6vXG31FU2tXE9YztWh64adUtYoOMK+JjCSKzai3lCVNyQ08PRoVB+EMEQXkSWW/tiCSE1tICRkRHEk0kxW3B8b39/D6ZmplHuKqJIG+vG3BLW1lZg0sV948RzDVBIWK8AfRd9ppAviiPr7rsO49iJM7h27TKBbxxr62sCeNbOZ7L8HN/aCB3dXw5X4oprkjRBfRsc7JfTMrhCHMc5cwalY5metvnJiSTUDwIoY2wxzMzRDlbROHRpyLY9Ad3Vz6IKz5sMPxYWnHXI4ySf0zZpNQiOLgrPUQ1RUWV9UwPDCBBopx0Uy2bbZUv7Frj+M7elwrfcwBms1XxXm4wcHdZnQhodmMMOHJvFxtXibszekG5xOjwzNZtGbePuNEO15irlSLTgpf9ujrESm3uzRu3eFBMPz0WxlNcA61mNSS07JZVYe5mandFjEI5vDs6/NHPFz81ZpgxomWxaNeGFhIQufM91lOfnbtDXTWLJr24TgrJ6PA2wrvqg5Al4qvKc3zaZs0artOIdofCN0IP49nFg362OXlM1Z3SfPJO0YgqSmQ8obYzHVU6qSSdFG2Z/S9tVpg0WWHDU4RW8Tl944YULuAWvtzxAf/CDH4wlE7GCyQRUlx/6rhYPb9ZIRDld2PRsVDZ1KKz129sC9TbbDeZbUDvCMcyH16fLySclHNq/DzXa4MwS86SacnmBU2cvoM1Mgdgbs3Q++LRaqahSk0a1t2ewKeDLdWaxa+eoqlJX48plqzh+/LTYYh39HHw2HYPRGh85j4D1qo2gAQLQhwWkMExsnkP8+LX3P/A+PP/8EUxPT4v9j/fK6soyjYs6egq+Tuxie6mp06v3HzspuQIeM/tcZx47duyQKnqXr1zD6to6AcUGsc9Nq7Ka+h3Cqh0+bCARQIv+gVkRt8e/sLbAjIlt6MyQmuJ4jWmWbgrqm3rIkIw3U3dZgEwy7lVnWWNgZ7DU9YZicPxPhfu1pAC+h+AEE7af89ro6OjQayUGTnrjzEzl+DLgJU8DGA3GV1mo5nxBA0YGzPhzZr75OeWg07Y+CUUmzzhkTSagXnC+MVuYdaZfc4KMWAbV5aUVVKqq7Ca/h2uFm3optlSB69u2VSSoOZlF1WAOcNfRx62tC9Pv6ExLf/3QHjAmDV8ftSYExmlrE3hwqIkJkbNp/foQX2WmUOf6GFOGExZ4MM+s1jqbOPjouBtQfpxEPCZ9brY1c6cXc52d/tGjRy0fv5WutzxA79q163/+ykNf1HtFbaYglZvfEdjJ2PTANksPHmzscyKumKdlanrBbDsYMwjK9w0Fg6MzD6NSs5jr1DITL5W4hOMylhZXRLpzthazSmY6uY4sllNx7SxxEF7w/HMmk8TO8TECiU5qN4FUJkOgt4nF5VX5TDxBjJZYR2c2Swszhs2NqgCrcDEfMMXwuWlmqt1lrtExxqtYhBOr7S+//JpkEnKtDGZIKdqEHN42NT21LVTND/WPNwZrBHnq1+iOEcTo/cpk4GNgcADXrs+IcCmWcugh4TE5eR2idfiB2iuhhF5E98+3ACoCZHhY7Nx8Ysue3bvx3AsvYGN1FRs6OobPVJQYX10ISE2VMWMFBejFJivtxqVeSD5XQJ40kGIujwuXLonDk0trKqamnH/yxR/Xp8jwaSS+p81WjrG7KtBlbSQai8rv/DODeI3XU6uuankL0Afx2EpoqD5zRIrrqDMuVQxwkARkSwWw+m+icnxoB6WnQNlzLegpma6iS+IJdu6SduKQ9uEmROAYe7xi/b44IHwTJqpPYjc2dXXAQKBZsBOXv9h/srrSElKhBjxI1lL9iMC3+2P7FT5VRirXOVDnJ3K0hRAi6Gc2JQQC+57sS6lro9rmokgqxK4lzJnXCJ9aL2dyaqlYKBUbP9SJW+R6ywN0PBb5Pyb4zDYE0Qx8GbuwAWlWL80CaLdVuFjE1n32tEnDSHDduF6Yqi1VbNyoypAsK4cAqg/lUlnAuEEb9erVa5gmwNqijdtBwLD/znsFcLeWZ4gVpwg4UvS5mjW7qOI+6sSPkeEhqZAmrDIZJ9CcxvWpGYkU6R0YRml4J1obi6TWx2mfJWUTcTU3z1M8mi+l5rtizjhIrJ5/7+vtRp2YPZ/Asrq+Ke+PxVKSANLdXZQjgxaXluRMPXlG10SuqE3LbeRIKOzZs1tMJbwxOrtz2CABcfzkaXkWrlsNr4likZi6P0z9vi6CSZFBUzpSC04XUhuiu1zCHYcOEol0pQYxC6EZNgU46iRzLhNapvdwURxOH3ddcz6dr5ysBsk0SLDtPU4CcWRokARFDwGcI5EIXKCKC0M1m7Mi4LjkJh85xpE8AjKm7CWUqcVzTaihmnfGAV4r2XRaCvZwtMWOHYNSL2RycgpbmxvSf6msp/FGGK4+oECRhmiwduRmCizNkV7M9Fl74OL/DEhLi1wdj0DJ1cewtVUNck+HphkhwCGTsWgS0CnfOtBc26GhDkSm9iKSvKRS983iZts/C3jPa2stQjni2FQSNeZABkZTt9vYlo2fQJs4TOXEwLkXmNqUCciXufWN38HXQsyyei8YF9M3GwGiZiadTmKL65IQoeLqk0b28FdXuVz5W4CSN+X1lgboP/iD3/vF9eWlfcVcFko941MWtkTCOsaR4qhFxcyn0WgpttAOzBtKzGvjgHHsWKB2QnYxP7CTadseg353dw92je+Sk0xmZm5KaVFXYj1dNOoNUdEG+nv+f/beM8qu6zoT/O6979ULVfUq54BAgAABZpCUqGQlS1bb7TXdPZ5ePfNnZrqnl+bHrF4zS06a5XZr2WJTwerWtGXLbpsOSlYwJStYiUliEkEiETkDhVBVqJyrXrh3zk7n3qLt1bbblgAtPQoqoKrefTecs/e3v733t1FtjRzybMWx4yf95BTjF9ngtZJ28YPuGNfYaVwZu4LLYxd5ft1GNea24nt23ovFa2cRr82hrYuUvU6KUdH5g9aWS8e75+47nSEqsTYEJSiPHjuFifEJnkgyPLQFXUPDKDu0mM/VkS9UHXqvOOS0IpSJ57DVOLnjukgFLS78p/MkjvzSJdKMmOZQkxxPwV1bazlyBqaFJVXJoCZxVZC9DbmzaSduVw0M9HE7NxmCJmqPdmj32vg4zl+4zNn+nAvVyw5tVtw1UNhO8pgbG2swxoWNtYbBDT1HMugPPviQc5idfF40kHVtvcYqeRQKE32xGlK+oAX19nZcvDim7cM60ZuTw5GMdtKcANUwU5i/fdt2dHf3cORQdai+q5O0t5dw9eq4C7uLKORzHKGNT0yLUVZHJxYrrXyAlTIGiVIpOfQ7ZzJAyoYOkVecM9+6bRTf+97zPASXKkLIuOXLlDBcUtrbIjxZm1FkehkCSChjQD6b0DrdLIrGyClRAptqiImOIg6XBJyYB85RSWXDgwZP+5FRj8W5RlEm4kOYARiAR9HK0ctZZSgbhDzJm86NqzI0ErJwTwLIVILWrlGUI2MuVyy7NUAOkUovKVFO4KSlucz5nu7ursV/eOtyc7xuaQPdVml97M8+/Snm9sgIbKDGLc/wIR79lrTUUoi/sVHV6gRJnpE8piAx+r2sB98EoZEa51D5SMkw0wJpLhVwyaGo+cUVbveVZEbgwvYhbuJoc0aLNB+6tt6F2ZU6T8II0r3lq01Yp3d5DZW2bofCz7OhWl9fZuPQ4lBb2SHq/Mo0tg52IWgawNSKTjbWyaK0SQ1dETf70IP7eIPPzC3g5JnzzpCMOYBbZwlMkpq883U/xSI8s1dPodxK0zumITpuYuADhc9ksmjKCaH7tvY2PvHDR45i7PIYUy815xT33r0PW++8n9F9vLGC5tYCTzBZWZkTQBelydoooOGzBTyw7353bWVU2iusR/zSy6/g8pUroLC3vaMbxRZnAJM1tDU3YX5pHT29g7h25aKousayn8MgrSen87r/vn3uno+gt7MLLW2tOHP2PCi6mp9f4nsdRQX097ego62E1bWG+5xOzMxM+Odrte48oRxSF00Rw/333++c2rBw4s5QrK2vs8zqskPhNOWGpFzr1RUMDg4h79D12KWLel6iXxEH1j5u1Td8Ns6BtOCtb34TdwrOzM257zdxhRFNfCGKhhz1RjV0xqmEkaERvHr0VY9KbXwU88uZhCQbRq1mKbpzvfeee4SmcJ9HVUR33rUHz7+43znrcSleLLp1R1NfEhrEui5r0iKHyD4rnY5i+8qar/jOK3CR5G+i/QXq5NSus4od01IRnx8PnwV8nsfnGnncm5TT5XIy/IKmrtQTyRHQfqDodHiwH6MD/W5tn6VSxNm/zj585CMfeW+QJP86TPpJAAAgAElEQVRHqbnUUyqWm9x5rcaNeNk9t7Mri0uP/dp/+A/f+Ntbmx/N65Y10B/72Mfeu/+lF1vPXbjq+WQbU0UcVqLUBE9NoXpknlbdkKkpGlJSpxa/bM+ozoDxd+noIPXumVCPXjRNY3TrNuaOCblXHAocGRly4WjdIU6HuLo6MOyQ4kB7Ge1dFXztG593EXZdpCxDMS6CyAPce+9eVEohrk8t8XmT6P3Y2IILpUdZJJ5C6Nb8Cno72tE1shtHH/+GiDOGKhaUCJKm/wg5X3AIlzSPr5y77AzyDOsKl9zivveevYx2W3INDPS6r+EINqIWnDp5VDZQJmpIAuEo885A3LFnr3MaF92fSyz2X9ugqFKqW9ZXFh0iHkK9tYil+UlnC1rcmR1m5+HTRppQpXD9TW94CFu3DGNubgnT0zO4dPGiM3gXWSf7xswiT5h5x9v+BeamrqMxfR65psg5qZwf4puEVt0RCVp0x7zrznuwbds29HZ3s1g/jZ8iyc7r169hfcMh9uEtLF4UMWqtYm1j1hnxDmcYpzRhFeu4q0Tqa5miAHbdvss9g23scAb6OjF2dQJHXn3VodAFHhRbKBbRUq6g3NXmIoECJ3dbK22Mdg1zhppc5CGpGjnR773nZ96NUbdeqKRyYGjQGeYNHD16AgcPHsS6Q7h0vN5momyGWM61q6sXM9OTcg+SQGfzhdq9mvjsKxm34eERvOMdb0dXRxd3uhJ4iJMFjVCUW6cchEOkA/234erElHsedabTbBiuVa9k65qzNKLsmxjZ6gv5nXDTvmK99VqqO2NJQ2gJZTpJXX5uVTF5RvKRjPeiyitKMjpQVXfIv7NUYu3wigNJLjK68Vr7QMUDd9xxx+989MMfCuh99GSjQJLSgwP9dz300IP//EMfevSpX/7lX3nH387i/Ghet6yBdg/ln55zyFBKpiJGFswtGwqCLCSZuhwx3ZBoSRQ9LMoGB7DFlkXKQSa7vFmly+fpDak4RFboHHULft2hxnaHaBNnIDpRKTfxFG4aGEsynr29PXjq2R+wYDy0i8wmGotBoI1eQXvPIOqYcZuxxqpylFQkjQvSUBgd7HGIod05hC04c/Eyzh7Zz+dENitupOdKIfPw8Kj77B6H8Gi8UM4hjC6eyvK2N78e++7bixOnLqCvPYfe1gA7t96HE+euYXVpDlaz6kuuEDK9QPfs5PkxrC2vOyNS5T+0pUi4fufOPawHXSaJys5mh2z2YHIp5pK1SLWamT4IBZlRaH36wgTuf+gdmJw+jctj17jRg1TsqMSuzzkVojVIYIqmtUxWp1Bqa8b4xHVtxY88r2klbVUXnm/dtpUHJcw6w3ni1HkcO3HSIdkLXMu7ulJlbeV73vxudPaO4Prx51w04BxPzRmiy/Q7mpMIpctPkpsh9j1wP+7YKdQODcc9fuIEXjlwBLNz01zpkMuXsP32Paj0b0UxWHf3Z5673Lp7+kEdrb4kL7EmpVivIcQbHn6QBxWQk6dcxcmTJ9jwE81DYLPcWnGGu+TWVRE93T3uPl3l0r8wl3dOvuaNn5oe2PCDRlyjkB8//3M/iyFnpCttbezGzjnneu36ddZaWVvfYOfZ5xBoPthwUcd2LLq1Qpz8RqK1+tySHsES5al6oxlsjTz5ElMD66kPWPdtwPXnLGzEBwiFYtT0aHZCUZr/kX1G64buM8uSuvfQUAmJhBs8BKMpDLht3UUb115rH7Zs2fKWyxcuBbEmfCnCJvE8kkE4e3GMK4Ue3Hf/m/67DdE/8uuWNdCNRq1e00r3RBdQWrIG/7VULnK4uLYq0xe4248qGmgCcua3Tec222SQhs/Z7wX+D1VDxK0D6BkYRaHXLf6T+3nCyVAvCda3OsTVg9b2Djz1/RfxtW9+R46o4kvan+B5uqaOQXTtfADNPTNYqR7EwuwN3H3XbrRXmtFabnabrhW3374NK+sJvvbVr7prWddjuTdH2lFICDDMoaVzCEFzD/L1GeaLi8V+tLnjUAXLmbMX0dvVicHudvQ6gxo0BXjuqW865FRlhGvXHyhK7ekdYP61yxnJq25TlBySvH3XLiwtzOL1D+5DT1c3JqYcGm2qot8hzNaeURz5Gl2rTn6mJpkk1Mg8YK6ZuOGXXnL3qrXNGfe6M3QFh5aKeMubHnbXuANXx6fQnCyi3T2n/PAQ1vJdOHfxLPP6UsiQcAWKPM0GP9eLzoCNbt3ujOcSzp6/zFrNNIRgu4tAtlZIEKoDLfkAPZUi1jraUG2pAMvrEqrrBBuoYbHabgr773SRw1mH8K+OL7E41dWrV9zv1lGrVRm9Ri7K2L7rLqzMXHebiaoUGizzGVg3SiIgIbFqDffvHc6pvfWn3s4zIRcWlnHJOakjrx7CZedQqExxvRqjx63lHXsf4OEPi4x+KRHbzAlKcgTZ6g+ZhClKgUQp773jTm6Fnp+fd8+vF2OXr2L//pdw5sxpLjeMnGMpuONWkzxHfCurVT5VmtzD1xVrYpyXeZLiF69kZ1y0rd808WllqkYXSV12zI6DnZPeFgHQqeFPOyvTZCTx1gsu8qPSThoUWyo2cbSzUd1gVE2lqw5+OYDUuPJa+1AsFrevrq3grrvvYSqStEYo0UpRNuVHJq6NOdCy1vS3MjY/wtcta6Dn5hZ+f9uW4Z+fmpzkbD2FUHFGtzkrC0qi6qwrq/KexCtGnKxQhGOBeIJNJUqbakkzoZ4tptXFGXz/L78kcwEdSm8qlFHIJWgultDp0NHs4iq++PUn8bILt90i0k0kYSOXT/FhQq7BPXvhEra97mfQOjKI7bk2XD32EsrBInraCJX2YcQZmumFVfzOJ/8Y1xwKkuYO6d5jntcmsRBKa3dOY+/DSOYnsVhzjmR+2qHvLrfAHZp2qLy/pwvbtgyh2NyKT//Zl3HhwlnvgJLY+GdIUo/K/fpuQ3N7GZ3OHxJVUnHRwXB/pzOALvSMZzA80O0Qe7szBh04c+ECDjz/NIe+psWR+ESsQ4bN7vf6t2BosAPLy+tcdUECQzSxqJfE493vlNy97G/Lo1ysY8vgTpydWMbM+GXm9i33n9gJu/Pt6h5wm7+Ek2fO8dQNimxoZBMhrP/5X/1LHpJ77qIzoA4tFqpz2Do8iMQ51hdefIl5YrE7xnNpA4lbKpNTU7g6s+ycWDMunLzgIpIN1l3p7+vFbc7xIizwRPautpJ7Vu1ozlWxXMthcf28loqZdm2glFvAIvPzC3OM5ka3buUBrVeuXMf18QnMzk5z1FEoOFTdXOJZilv23IeZC4c5EdtScT+bn8PGqhq6ONJoTM6bmkpKzohTQpVGpVG0MTd/EIcPHcS5cyfc+q+yfnehVEFzVz96brvL/e41h/6FFqN8Ao1Mo4gNxsnDkqeW01OuWQ1t4MvtNJJFktlDsq+ka5dyoBECb+2z8r8CXKQ3IfIVIUS3VJMNpijp90uFAht2UrITiQF3P+uE/JcuvdY+uOM10+SbyzMuGm04ALCWY+0WKvdcq5VRd89kZXkZ73vf+0Y++tGP/hUDf7O8blkD/au/+qvf+OX3Tb0yc2PygVkXHl+/LjRUyhsHHq1Si6npKUjts7VWJykWyCRDAjWiHJKGVqMaeA5aEo1gfvbi0ZcwPXaOOb/2thaHeEuYnbqBbz31PC5cuuIWUNUnhagUj2mWRgJrd7bzOrH/WfdpeQyPbnOWfwZRY9Vt/rILg9sROqPz5a89gSeefhbLztnQ57LMpsp4WuKIr91t0lOHXsCWva9zC7sF3bc/iGT2MkrVCXRVhHYZGhpCw6G8x/708/j+cz+QChBGeQ0ZlwUZak33Z3FpAeXB7RjesR0tfaNYWNlAWF1Eb4czIi2tzpAUMOgM9PDWEYxfn8XnP/95VvETWSDJ5XPdudq/DXd+JAE6um0QyxMXMTM744xWHoN9HZiamnEGYxn93Z0u+ujC4PAAj5J6+XNfcAZzQwaLk9NsJGmZOtFYxQpuf+jdqARLmJsaY73gjm23YWVxGhcvjWGgv4en0HS3NaFSqKFzyzaMLzRw+eRBbYuPM/cQzBuVC61o79mC/S+/ioHBXjb6pNXc6SKGn3rLW/DAvbudUb2BG7OrKMeLaOtwaH9wL5z7woFXfiCC89CGFOWGZR3EaCo24+CrJ7Fn7x4XEVWZXiA+e9fOnXjTm96AFRfCrzlnUGh1z78UoFYuuOvvRtjahDGH/GTwe6JVIRbdxWJY66GLIhaYpqK1QkL9K0szWF1eYgNJsgIUrQSNOm7buw/XT8VoSWa5lbpap8T5bNrhp0BFHp6JJmkdof6CRR6+zC42w5wm3evWtUv0GdMnIZcPWqt7WhrrUYKsQS4vjFHPVXlttjmHVa3HUo8e5qQFyoGbgb7+P/q9T/7ux2vV2uW19dWr7jiLbW3te+cWFnHP2/8ZRu54AL0umm0h1T4XMW7MTuK33/9/OXS+hFI+f7/7qJ8Y6H+MV9RUfNfP/OzP3viDP/yTnNEOQg8HvD5yubR6gCseiI9uyrNxS/R3Q+/Tk7/6AUGKnslQE+qmCR+h1lAHrFwXY2VhGmcXXdgZpaI4ZtCjMBCRc03A1QmcNWJv5KURgcDvOk68+G2cP1R2hq/Mg0Qvug31xDPPOdSzLLrV5iwCdRaJyEHGSUqV0NeZy6fx9T94BFt33oVC6FBVWMf2kU5nYNqcoWlyzuMFfPep7+PGzIxXxeNCAEIvcaJoTxoYVuam8OTjn8b6e/4nLh/sHtmJaG0KFbdp+jpaMTDSh67efhw/eR6PPfZp3Jia1sSQ3lNtAkoUVa2vzDnn0EChcwidvYOohiVcOXUAlaYEHe0tLPi/ZcsItt52O497+tQnfh/nz59WRC5cJCzwSYTnJGTYvnUHhjubkT97mBFk7MLgrbu3c7RE96i/p4OTbSQ+VHX37enPfRHL8xO8ZkIN59lYJJJkC3JN2PPGd6FSdM/86lm0lppQjNrQ3rqbGzmOHj/NjnZwoAedLQHauwcRFTvx/EuHMT99lRt7EhXjiuUB8TqKckVsv+ctQGsbDhw6zqpwpN7XFPY6J9WJe+/czdol5y/e4Nb35mQe24b7mOaZcRHHD575hiLYSCPAVJeFatu7erei6I5Xd8CARm0hX+aZiA+9/iH81JvfzBU9y0urKFV6MNKRR62tjMbqinsWwwjL65i8fonXLNc2q76zJx9CM87GMVv1RqpgmIQZakOblGosDarJ+iSlfvioQRY9W5Qa8ha2ZihrQKP9THXZrQ4IhYTGI6o8AR599EN0vyvlYvEud9y7uELE3fo5B9zCM2Nuzf+JlAwmovFBcrmFZAFthQoBqL3uA//iH9w4/QO9bmkD/cgjj8z9fx//z8+sr2+8M1t9IZKcIqKyXpWZgzKdOJB248DPHoHGipnMdGYihNddkDVF6I4TVMwmNFT0JtT1poZIEUGstdVS8pzwV6rZpPA25zZeoVDyVIlHWO5N1fUVzG6sYWF+VoVlpGuNFcAS0Y8mBELf21ivcUJR4TwfQjqCYyzcGMOx6etaZVDGxbNNeCpMWHCJWsgTDbsFhUYcWtPfG0Gdk45JYpswxtix/VidneJkUntLAZ3NefSOOFSZy+PI8fM48vmv4djRE5wAtEaFUBOEljjy6NQht2997g8wN7uIYq6ExvosmovEs8cYHerHCJXJDY5ganoJj/3hJ3Ho8GHelHZ/ZLKHnBsn9dxPqisyAqux740odW7DtvvL2Jg4ic6yQ13O6He3d6CtrQsVZ5wJHT/22Gdw/OghroKIPUqEGFNFpvUN54ibmtB522509g0id3w/blw5g76+fu5mI66fBjEQ/dTb38cc95lzV/DUt7+ig3sB0yoJlULhc3Z2tbWnH3v3vQHnjh7A5KkfIGysoa+nk5fb9194RerrSV/aRRVEPbR29mGhVsTLpNbYWM9UE0GSbonV+uex6/XvRHdfH45+7xvuPJ1xpEqNUhGlcivaKmU8fN/tmJ5zzz8qobk6jm19ecyvDKActGH22CF5dlGU1psHoU+UG4gxcakY1gwW+IoPyG30FRn0xRpLhKqw6UZGFWY4bJ9LEkdA3Yc8Xox0V5zRpUoWUvhrb2tz62cOw9u3chfr4uIqv3cGi4wMKClJz7Xb3dPdO/rYsNcbMpyDnkW3i4JeffUoc9wb6+u3/0PYon+s1y1toOk1Nze/b6OqG9g/bNGRoIfUaGi7bCwKcSwNmgiys7rLTS8vRm6VERnNAEhtqCAt+chQS/nC0DLQaqC02qCh+gPUtru4uChtxDmhSbIL2hIvhlFMypHPUKeQ0AUlijamp+ccEpJhAIS2EZiqWSS6ybzBnAFfa6DmDLII/CcebWV5dfoRbQaqkyVFPKN5PKp0Rnvm+lnMTZxnlEYVMLl8wIaT0JE5P4tKuLU8AOcGRIMhziSBgI3FSbzwF4+ho8sZtmLBhZ5NKOwcZcQz5wz+ua8+iZf3v4z5pSXhGjVzGYZSt15XEX3xrQkb2sNPfME5kXF3L9oQ1lbQ2+rQbVunQ/kd6Op2RrWlDRcuX8MXvvRlHDtxnJ8HnQvnIug5JbJuAu1SJDH8Zx7/FN76C/8GBeeIWgZ3Mk1C1SrkpJorrW6jd6FvYMD9vQ3Hj53Cpz/1aedYp6XMM4j9cjQNEbr37rbh9OEfoHv0DhbTb20uYn3iBDcfNRci7jSlNUrDgft6e3g+I0VdLz75LF7d/7SCCQMQes6BOZkEheYydu172DmMVpx64dsuArrOCV635PDyK0e4zKy3pxc7trt731xAX/cwVqM+XJ3bwDPf+hI/N6aRdDt57Rn+PKvWCJSyiPUSYz8hxuhF2wm0FmtadSI6SdpirqS25YkAi1Zt34WeZyYgIhFnlYWyqGmLciFnz5/HoluzkkNwa59rraF0jO4Xmh3pDDolCanvgWrCR4acYT8/ho2NeSwtLY7+d5iff/TXLW2gP/CBD7zh0MGDHYk+yKzBo9ZpEikivlJml7nNUZAOqc1tpVb5sbnuM/FlQ+bp6zrSR4wFURyECGiDc0IokqPUtWMqVjEZWjh8HokoutVrTTKpwjjjQLlapVECbzy5LEOAsa/8SPh63IrH2soqO4s8T91oqONI9RECuyao1nMSZ4TQzBnI71U3apicuME0EE2opoRUqA0wsvhjJqVp4Gjs0F69ui7HVFEk6Pmn2tUJl0ERj1os5rmeNclsQDpFauyYnriI2UDonzOnT8JKHmN1nMJnRj5JpblGeSaxtDuLb3N3u7qIkz/4Fk/s7nYGKD/Qg6tRjLVqAyvHLuLE6bM4efo0VynEsVUd6A0JAkXTDRH8T+TOzF0/g6c++9vYdec+Np6FZAWV/g50dnY61NyDju4eUHnvV7/2LXz1q1/H8uqyHBbJJtqEUR0UpYcxrp95GQef7sToDhdd11bR3dIJZ++5Dr5cKjNC7OkXgSsqS/72d57Bl//8i+6xr3usKU0hmZp1iq7csU/sfwbDt9+DLmeEdj38LixePIBkdYaTjhS1UYdlR6XonEsbunr6EOULuDqxhB985y+wOHVN15GttyA1tUmi01VkbRoV4SNQGCpOd5a0u4vSoeWDQqPSfPSSaozI5xgSb2iehnktaUdPwCh6enaJk+6UtCVJ39tuu42BAqkArq2u6xi7BGNjl3HwyGHeqxRxIkM30n4mx1XdWB/4+1mfH87rljbQzjg+sn//fg3VM4Iz2iVIGg6NOG1hFXrDuOpU0AaZ1lX6tw0itQWXGmnRZKDay4ozZNRSXCqX2UBSezKFvkSDTN2Y5vZcNtKaGzLd6CinCM2fR8Bt6MxrcxIxZoNMpURUSUDhWS5ppMkgLllKUHLIy8Z1+U2RJD4sJfEcM9P8I78B9F+J5WISt0jroqTX3uYRjiVPjTbSOyJMg/GPssPEcGoCiY5JJYCTkxOQyTQtCFsjNeBpQ4Wcd+CV+KT7LPH3hD/PErWBqKwtLa5hcWHZnWcr3zO5HnVo/JWGFszj0vICLl86J58pB0IqCC+Ghx0iwzqwY5JpMLaylP5y/168cQkvP3MF7e3OKPd0O8fShyVniI86g3/dOTUS0N9Y23CGtK6yrRaViMeOuTEKXAIJNXphUsOFA9/C9KXjXAa32pLDbcOdGOwawODgMHr7+hEWizh/7iI+/6Wv4MChwwwybAiDXFamfTzjlOevnMSTn/0Edtz9ENbmZ9DbAlY/bM4F3PVIgwZGtm7B0NZtKJabceXyRXzuM4/h5JGjAkDitHpJGgKlhtjTffFmGkKQr/LSSdpHYIp0tEYJoNA6Fs0YvcNxGrnSnm00/prWcV2wjcR49oR1W9ZimxUZYWhgEP/jP/9nPLKuuaXVRXclpojoCP/6f//Xbj/OIqnW/H1LVGSp1UVB9Jm5MOr+b9mZH+XrljXQIjPa9CYSGYcaWguPCD1zgoGQlS4EMtjsRT0Vkr5YxCVKuTafkbawXBcOUSQk2rJj21ZuMohCEcZfd56bJB+plZxEg0jdjobV0r+T11AozFsrmqDRW6SmV3HhaItbXFTXSQuakAAhcTKWU9NTMrE7TFXHWFqVaRw9piZz6NK4NtRdZ7GpwOVltJnWN9ZZ00OSnhIxCEoURE7HpNl9SaxKYtCRWmYMzODIO7wBjbnlPTsJJlbDHbMzJPW9As9ZTIV7YuNkTRM4sPsT+GSiVQ5YFMEaK87xzc7Os1cpFnJuk5XlmaiinSjQwQ9biJVbZ7opEEeQTgHRuSzuADMzc3y/qV27tVJR3jxdH4wZnaWap+YU9+fc2VO+6cbEm+ReRfoZaqDVGMi9bKQRkE3miWtYuHERi9NjmHSof3GuB5PTs2g+fYEnz1y6TE0l4+z4vfKchRFWbwx1pokIR3Fy0x1/5tJRdiw9DiEH7S1oKwxguG8QW0YGWXSr0t3L+YJnnnwCn/3MF3Btchw2OMBLzNJHhRrlhXot9sySzfsnUI7duOjsMApWseMkX05HtdH7N0+zz+4z25sNdf78fduXTDEW3O/npOjGffCBI8dx5vLv8H2VUWr8bt4vSyuLnoKR2yfOxaJVBhpRVMJN/LplDfTo6Oi//9LnvxBtfriCKMiD0sKoK/9MPzPNYTNO9h5J4tj3rFklTYbYWoxUl/buvXtYZKgpyqPZbWgqmJdhmODNFLm/FJsLzPNR95cgjExgGkgCjTQF2tvbsWV0lBMYESvYFai+WwwwsQsOqQ8OksD+hA8DZXGbNoKFt2BD2NrawscrlpoZcbnwjfUVyFhQkwMdd3Zmxi3sdM6eGLZE5UCt9VwGnOaYxpEWeirPilkUP2CuusaJu9j9TA1qLA6CjYZ7P1WMiJBTmlTi+2noj1BxXbSUaYNz8jMIfcgiezzwxoKca3O5iaVEo3yer4+cRqz5ACmHDC3XB1/DC8kDpM9bHQIxRbXYGd4FoZDct4vlBp9vyE30JtIv4YGdNjsYFfn3uQE2iw14HtV9Hb8+iZXVVRFD6u/VCMJyABK9sDNpUEPJNDuAYydPIS3LM0OW1R4HLAKg+29T0vhnidVVSNRRW13AtbFFTI83ufVzDWOXe6nF2T3PVzA9N+fC/zHMzs1zoiyup/kBjgCQ1+hPyu08JeRzDDZhJu0qtGhNhjYAJn1b16obozgANY6ct4g2Oc1siSyhbmtHhz87SQ8zMIB0zRbbevAv/82/c4i4wolboQwDXHCO9Buf+S0a0yt+hSICKh+05LhcGDn4VMT6JnzdsgZ6dWnp314eG+O/p22oiXhqSspVG1KSxZ1TeTYyaRhmR7EFloZrWYTt+WCAldL27t7NimBF93fKjM/MznLrbOhQa7HUhqZSJ6rrSyxS4wAxrFbVxNwMjRJv3NHWhqGhQdCuJ8F/MoQTU1OsPEehJcujuo1QZonLikNvc55fRsYYgM8t5xB9G3bdsYcrRAh9k0EgFTCKJOgzSB+EmkJ6XUg9PjkOozn8NBA6NeWPuaTJHYeQfUd7hQWCqI2ddJlJT5nU0eiY1OK9uDjHI6ckAhWEHYsOvISkDRXQoYghClS9I2CJTJJNpYnmlGyijrpQOexI68VJCD5bW0tdkUlsvGcI360WisYCRRVkjOs675HL2iIdNhpDzy3xlBN9p9JWkeQd6bjEYgLiMMk4abnJUWCTZrKcKdfnwBdq6nuI3qKpNzzeKpS2dz6/AMrbS1ORnwJsoX+S/WKRDvyzEdqh4SKJOayvV7men9q69earL2l4J0B3ihz05I1J3Ji6gcihTW5witJuVlvvsepWk1MOSCemngEzniLOUFRQZKpSo1AUL/fBjhuLSFKiyVh/dVkEnt1v5vC0ocs/Jz1oIOuLKoHorufctcxPXscf/KffcO/Lcxt8oFENRSi379zJIleBgqRQ7/+3v/sdITY5Cglvai3pW9JAP/LII286dvxEb1odEGjiIuRSIx7PXpehn7RoiN6Q0AaytxMz6tmCelkYQm+kvCYjKdIt6Bd5zInJCZatJARCIvDTbrPQzMDbdrZj6+338uy3fOQWUE4Quw8H7XMJmbrzGXILhzZ3T083L7wzZ86yZjGVQ1U6exgporYsWhidNPVkTs7S0zBy7mQwqOPs3vvuYzRKbdRUV3vl6gQ2agvYqCdcT5sjGsBtXsruF0nGcn0FhsiDTS28IQvR05iukdERbvIplVvQcGhzYWlRkmhu1VBHHCUUifahiSy5XFr+5jlmK+PjZKNU1fT396Ojk2Q7aajvMlbXpLa1vb3Az2eZ5WJrWsqeJkYtwpHjykam40fOIVPVA0lkchNGUxPXAFP5YW19g0X/6fmTAeb3aN25CenTsAIfkttAgFiMKKtc5CL/98QiMh3RJfXNYkhjr6Ioxq6zvY2fr0wQafC5ihh/wlx5ChIAM0hI0hyBVJOE3hBa5yl10dF8SoooKDFW11FfZORDnTxTLJXd9a9p3sPyEIn3Bwk1jsCGCYDv9/j4BIO1VwwAACAASURBVJ93W1sLG30eZJAkWkVjHHOKZj3LEaROLAVAib8OOjY70DDM/J7t2fTfvhJFr7hcKrKjI3oL6nAs9ODn7kABRYwkWpWsz/KFMa62vIa7pyvhTkzHXTpBhvjmGGsLMzrRRqmoKFz+O5ieH/rrljTQuVz0oUOHDum/As/7MWLi+uANKW0ibjAKvch8YsYCRm1Y4igd6Z5F2DEssZdDW0cbGm6DlVvacPHKGE6eOoulxXk2CiSaU3MboqMlRPfObSyPePrMBa0Fbmzi5Ghh7Lljr/Psg87gLWHJ/blw4SJm5m5wPWeYm8e+ke3YtvNOLDhjT11dDaPjbKMoRxvqMNg3vuFhbuEdHR5GxRmGA6+8gvMXLmB1veaMYRcGbrsLa+5co/qiuxcl1nOgwah8PpuSjMKrkgPaftt25ti3bRllro/akUkHOQnd9RZykhl3f/rb2vgaaL4hG9RYkWUWJCkC3vfAPvdcQo5yaKDAwlITkmky9huoO0dACJ0mq9RYFnXRh/tGm6RlKKlzoo4yonWoPnlhaQ3z87PufGI0UQDSlLDUJ4kwEc9MTsQogiTOcqlBOhFFyRFC8YW8JJ6oIYJHcbnohow/UTyxp5uUd4WF9WIM8iyBK6AyffrweECqU5T20Xtkz4Opm7jmUT6/TSMAooJoXiXTA3pUdhoI/ZQR0pBGYBRuoH834SJ9PnHijfTK8grTYfQ7NBm+2mqzApFJ7MWZrwGM7vAOnr/VUCpLf9P9hWg/Bk6hdmzyDQmZPtk8TUXOka6Fp85wPkQrLhTYSApJnEYTAZPmott7IbraW9kJc3ldIEN5ZxeWOFG9XE04eU9Ap+QMepXurd0Wd4xSc8v4X2NibprXLWegf+mXfql5ZXnp9ZQ08pyYvqRTqcHlYCLEHvCDk+8bPwggu7D9AdJ2Vf6XUh/0tbW5GUMO+SX1de4kXHXhJSmCVR0S2XX7duzb9wBmZqfRVmywsFG+pRNPPPmMfl60SSOEFhgJ4nT39LBWM2kwXL12Hc3FiKmKdmdQ826hD3Y7JB30ci3x0vIaJ8OEjjNUJa+hoVHse/ABnDxxinUJDrxyEBcvXeDpHksO8RJyvX/LDjaK02decgi604W7U5v4WKv8pu8R8ttzx240u2seGRzkaStnzp1y53iNx2z1DYyi2NKNxvo8dz8S393lENf0jQm9zgyiBHSga4zXu3Mkx0AlaoMDvbh0eQyTUxO8gamUqqW1XXQgnDequL/TlBJJqL1GAEsTnVSlUi6U2eh3uHOeW1xDWyXPKJfQ+YY7FuUdwrV1Nm45h6yX3f0gzQ8b+2TZp7TtQwwPIfLenj7s2n071jbq7k8Ni/OLHJWRwc83OSTtkCxFSTzkgN+c6LxAgcF8xDBbRSMGXIBExM+xnRpoXPRFCTuSWqXhr3TdCwvzHJ1Yki6Js0cJtDvSgIZSIYGo2YWK5Cmy8AslFF5W8rzC+zMq1ynhMhW9wtdBdfA1HsgLv7esaiOt1tDr1Uhp06Bce1LGs9eljj02OkipChNFQua+2DOm6gwazsBDnnV1Njc3oa+nHbMrNazXZYwWGed8LnTPhzRhCjoyrMETZLhdfXEMy+7PCrEiJqtAfQlJrN3AZORbLvyNxuYmeN1yBnpoaOg3f+93PynpEkOWHBJK4o2QEi+8hnBxlDyz35H1bXobcjwuskcmcx1YbakuSOW9uro60e3+rLgNu7jSjtt27sTC7AzLY665UH3byDB6Wgvo7+vG0y8ewtz0hIiT85ifkEuk6HM7nQEeHRnEtevXWJeXuF6qfaXRQ29761uwdesW3qit0RqGto8gLHXgxR/sF8QUxirtKI6EEArxkK8ePcllYKdOn8bZcxcwMzPF103zA8ko5tZnMDq6BR3xNuQqwzhx4hjSwZx6YxPZeLv37sE9d9/tjPxlnkJ++PAhTE9PMt9MqmekR3HHQ+9AvLaE6cvHXERR4fO9MXENMJacbYZwOolzlG94+AEXOrdjaGQU7e7rkSOHccadK423anLXPjC0FaWOPuRW5hBXV3m2I+kvL6/MwwhPD6AT4WNJ8/n1D7+eEW6Lcyb9gyPu2s8557kmdeEuqiGluZbmyBm8JS7D4okqnNnXig4ThsqYZzr/nbfvYl0MmofY1lZkDv76tXFMTI47g+8Mfy5ifWX6ecVdz+ISVZc0MhyyJkcBb9j4E5Rfv+euu7Fl23bWfyZueGF+HrUN4VypCqfV/ceDYGkIbJNU1TBKtcQc5B6Ihkja9RqEUGnOOosmhaFMcxeqoc4jzaoOXITK2VvlAx1fJrjL/iBKxsrghUmj34k0UkgUAeu1mQtKsgBHohSiKIiDFhXCwN8b8WFWMpgoA6a0UiCC/1QBZfrfdFzq2iSHGyxXmQ1qanLHd86xxX2fIjvptjWhr1iqclrKkpNSNUErBpieneXPLrsozgG4H/z9rdE//uuWM9ALCwv/68SEiJanVRihlvDImPhY+1RpEVKTRDYks7/bQgo9Ug7VWAf+2PZyPhdNLT1oFHtcSERheI3ntu3YNsyz+tpbSxjo7cDtO0Zw7vI4vvPkU4pIU/Shaw3l5lZnqLbwOaxtXHELuB179rRizRmOTmdkiYOlMVVdrTn09LXjey8ewfTUOKOfQBNksdaFEkqibrNWh77n3KKjsUVUGbKyuoi9e+/A29/8MC6PjbufJ2gN19CzfRsWkxZGaFahYOVV0OB+enIWjaDJocMiy18Sx07UA22WrVu3oaerCwMdTWgiLePGoLsvnc4wnoefSp3AJ3rofpIw/d133++QoZQOHjnyKl7avx81t7loIG7oDNH2nbuw8743YmnyEuavnnbvaXHo+gawsgDT8k3Np9uY1ToefPP9NM2ZSxU7Xch//PgxHDt2nHl8BHl0OqTfPrAFDWf0c/kbjLjr7tqXlufTye3GIARmVIBtW7bhrj17eIpNR1srFhZXcOHiZR4/tlGXcJ6eIU+jcZ8lOYA2h86lBNCERY1/D/3cRBcllNvwrne+nXWaSVO7XK6yASPqJIw2uNuNnNN8dVZQMoQfNplVMYA2GFg9lqFcHUxMgyJ277qDZVxpRNTCyrp8hjPOpCddLayzVjXRIDQfMM4kC21/iOHWZBt19Mn48U3OzACNJAml+sm4ZGj+hikxouJ0oo4NefXIexO9kRp3KOe+yXkGATeniDGnSSsljmgGe7vx0z/388+1tlRq7kPzzuE0OYCWL5eLO77y+OOtiwsLkGDGaNCQ69kpmqJEfa2RfPvvZ4l+OK9bykA/+uij/2T/D15q9+pjxj9rXSqXDLGRlgYODnHD12g6615PM83Zn9liMyMjLyqXmlyqYvihfSgN70buwlnMXjrqjCiJ8LRhwBnS4aEhnL0wjsc+8yXW/+DPRbZkSpEgTZyu9PMsvuFGiGtXr4BAUtvogDP+Ja6aGBnsdIi3Dxcu3cDTzzwNa15BYmgDkAEFzgC2dqLS1Y/W9hqP3aIp4lT/3OkM9Y3pOTZgpDzX11ZGW98APvlHn3Hh+boaaA90+WtnVy8niC5duMCqc9V6woh/ZqaOd7ztLdiyZSsmb8ywehuJGvXcvRfLjYIzVNNeI4P+Zw6SngMZhSvXp7D3zntw6MArzthdwuICtXBX0d7Rjo6ObnQ4YzjUWUI16sR0MATkW3Hk6EGvdsyOhI6uutJkvB544EHWO6Y6eNIBoXFQpKKX1DewsLyAYXeu2/Y8gLX5Kdw4/4oo9rl7fnXsgqK20KuBmuZx/8AgXv+6B/kj29vbOJdxyEUQXJI2v8A1uH0DI2jpHHBvEY6YknZ0jZSPsMYen/TywkHkTPN497vehZ07buM8AYX7E+OTuHLlMlZWVgXJOi9MlTN5F7qTsh+BC6LDPA8NKMWTJnXt2dH1vfPtb8OD+/a5zy1gxRlgSpBevHyFnVZDFRAbNZkoXyhQInFd15I41NRI2+dJlGYCBD6VYjRFoJIAfi8pItZ1UNdSzCgMlUayehfT70hg4Cg1xNCmFUXvVuLofm9paVnrnEPVpgEnxTeq9f/t19/3vnNZW/HYY3/0hVK55RcoiRjBqGzxDiXOD5RR6ehofPCDHzzxt7dAP/zXLWWgXYj6G4cdAvNaBPTSjUAGmpJzXDepRe5UVyzNHJkqBUUzJjiTcrGph03LfeRFPyeN43yxmUVbwvoac935qMhaCrmmZnz92y/w1BQaw2NNFoGWjchUB1n8tGmqpV5UBkfR1DWLelBAfXESnR1lZ1RbHLrqdca+3yHIRfzpZ/+cOW96H4ve26gnzTzR8Xu27kbP7nuwPHHJhdsO0bkN3ds1im53LHJQHW1d2DY6yBTHN77zDE4eP8JoPExyiFnyMfSJuGJLO3qGtqOrUmARfhIAaqNBsZWyM6QdDrluoKezgvbmvHMkzah09+OLj3+LE6RWuiV3W3IB9UbAnXFUgULzAUlAP8oV0OYMc3dnK37uPe92v1PH9cl5FKtTcDYf3XfswfRqQGLqbFCpbMykS3nTN2ru9uZx+uJV3H+PM/oHD2J8cponslTdeVASdGiom+agojXfQPdwnwuLexEHJSzMz2lyLUkNkToWMiatrV0O7d+LscsXMTExjfPnL+Dc+fNY1+koJGA10O/u5a67pQ4ZDR5FFuWLXPnScM7BtE1Er0LXmFteb3zd/WhpbWbn3Vcu4/rVcRw4sB+nT5/ijtfIGcxiczviXAn9Qx08XEFuZ6uLPhb5mOIADJHDG0lyEm98+GHcd++9ZHScASqjEddx4tRprCzN85/VVXe8RtWh/SLTaYSgqTlpeWmBefkAqcxAYkNuEaTMYJYmNHPrEe5rSuwCye9QWz2vh9CiU3MCZpCtOocMdk4qRgJxCpEKK5FEAbWf0/eI9gmd80Eu50vmWPclimqvtRXu3NYoIhEq0FgaERyT6S4UCbX8lVFZN9vrljHQ73//+zviRuM+4v7ScFcefhTkNFzXzsFE6pZlOnGaqc8iZkYGfgq2oFMbhGmzDAMdf0S7Y2n6Op7+yp9wHXGJxuxEOUwWm3DwaA3TU9OcTGrEsTfGoRbMQ+sv+eU27Nr8NJ775uO448G3iaGoxe54RTaEI844NxXL+OpfPosnnyLt59W0qiTU1gvL9qsROHHyNPr2vAFdtz2I3ZVhjJ95BfnarDPSDuF2t2N0aBh9Q1vwne8+i8f/4utS+UB6UXSecbgpVA4LJWcgH0J7IcBy7TBKDjUS19vTWWaemZDQEInzD3WhzSHr/a8cxfPPPcPCSXEcqbymoDGqf6bb2jG8C3vu3IP68gzmZqfQ0tbO2ffWcp6PN7+whr5u5wjcviM03dq7BS/86WeQ56g4x3XTQWJUDCXDcti27TZcu3wVpVIrasiDtLLovm0ZHXZG/13sbC6OXUdntIQW4uC3jKBe7MVzT3+HW46p4sSvB/XbGzUa5bWKU5en0NfZi6MvvISpmXkeucSaw+4+7tzZ6T7TOaZyxIMHouUerK7HWK3JsaRZRuVQlUYhQ1AqVXDf696IDXd8Gta64FDdoQMHnNM6wRrOpDjX5BxRV/8wtu19GDNXTzOap88ulQNOeMaq0cw8KhJbAFwz39XVhT179rof0vDaGhZrCzya6+jRoy6qWmCKLu/uDzsStycGBisYH7/GZX/E3S4vz/p9kiDlhGUvBBkjaqJJsp88O4bQU4OMujXfQqPIZGEJTWhj3nzCPkg8By5I2jhu2TPUSIRAujJpb9E073wTTUPSQSiJ55X/Si2zM8IrlOhmkaVAxMqCWmynw/mJ9rbOV/6OZuiH/rplDHRfX9+j//X3/msgfKQZZ/HkVGtKXjFJVC+YymfKRR92+yy7LqyqlnRRdQe3gEfhJmF+f2xL7mgDBXnz2alJSUiQNw4lqUHGuMHcd4rSWTtXy7msptdUuq6dOYzZ6xfR3t3rDEgTim7RLc214MiJ4zyfb2Z2QUXOZYPb+Cn6I1y2Htsd9/zhZ7kRZ6B/BBsL0ygEa+jvKLjj5p0x7cd6PcInfveP8dL+V1gox5ckRunUZj0iFmauY3F1BV2jd2Nrez+KXcexMnEaRay7xUzqal0Y3TLAHN7zLx7G5774Zd5UVIKWxA1NEMaehmHZynIb2m+7BxtT19Ax566rNo52Z1DKhQgTN6a4/Km/q4KBvm6H/rrx7IvP4fiRVxwSzvGmDJPUqTIiJfhf7MC2O+5HV1vI8qwF5yj7SG+CdFHiGlMone2t6GjJoeRQ9MDuO3Bhag03rl8WoSpVGhRtYjk2ceU0Yeb0yeNY37KFVQHDpiJXl+zasRU//7M/zZTH6XNX0BI69Oke7OhgPzbynTh0/KSsg1y2UQO6HhOuWz5+6jx+7p+8B0cOvYxDR45yU5KhVZJCpXMquHPbsXs38sE6pusy87DqntnU1FWp3WE7lk1wi4YJ1dRPz8wyAl1ZbcWFCxdwyUUBNyavuWdedc+hiYWUuoZ3IHAIvRBS3fkKlhZXedDx8vIChCMGJ05FmTH20VWWC07HwCWq5GgzLI1XTjzl0qhLKV2odeMCfEw4KR1WAT08lwo2ZLAzryXfci77C1ommNOOQDb7ISWBF/6KgXbHWCm3NIscr32ARopUKd3uwrVcqfCFv4MJ+pG8bhkDHdcb/2r8unTAvbY0ThKENu49YWRGyE+4aYafflHR+CsK7xpcjlVzXjngspymXJO8JwjUYG+urzZEzbSFauQGurgYOVv2A7LQoJoXFs0ZdRdqMmRjdRE3ri5iJhIUcyln52glYFAaI1SR8cx1J6EmPujYDZw/8BRutHVyVpp0KhZnmjE1XcYzzx7G2PiEKHwp9JbrymWSPBo1kDGpruGZL/0hpt74HtbyCNfnHJrOO4NfQVdnK3r7enle3mf/7Kv43rMvYpUqZjQpGERK5URKJ3FIGeLG2Bksrv00mrtGsPWBFlTGTiFanURzCdxg01Fp47K7rp5+PPvCAXztL7/h3loXB8gOxIYugDclqWsQl77z4bcjXpjgyKW5dB1DvUM8s+7Ktet8w4ecwe5ur3CD0ZpD889+7s/crVrnLs5Yh7jK4xKHkguL6NuxD52tRffuDW6UIEGslh07eGr73PQMW6rWiot2inCfFWBkaCdmq3l89y+/zLwxHy2W9eYTXe7vlZZOFyks47mXj6G9pcJTy8uVDn5WP/sz72TjPDM75646j5Z4Hv0V93VkCOthK86fOyNCUFHkEaesL4mmuNZ4gxpNxrmscsPdj2UXZVJlSbEYYWNJknVIVjHqPm/Xfa/D5NhZxOvLbm018cT2ifEr4CoUmEKh7BUrbzaMm/LPQYZvV1SvFR6W05BcUE26KRFpFGlVIzCrD+lezKtRl4S/GWvYnqHa5UaihrqhdIkch6iQNeKIXvPa2NgY66KS1Ug0QDj6ihMRT3PPqKOrM/7Qhz762f/4Hz/8t7ZBP4rXLWGgH3300f/h+KvHWg3t0MuMFZWpcYVTkuhUb/kZeU4pvRGUG2mrLaFGKsfL58tsnKgsjx4a8VuEqotc1J7nmuQcdyCKRKHRDDaDJS1PA2xqCP2cW5F1gQUWimpm38JAEWsRCyssi+o6hEqraNydGvWAwzRP8NluCWLvONaW57C+EvLcvklN3lCVB4PERkbkSGtWfdWFKtqJAXTHmZvAwW9/zqHcHrS6ezFTzmGltxPXJ4uYff4gLl28jIXFea/TnFYthJBRYYpMlc+cvXIGz331Mxi5bS8S5wAKjRVngHIO4ZbQ09uNbhL0CZrw+F98E88+/6J7BusigOSbcvRecNAQ8FSX2fFLWK7WUaoMY3BvBetJEwq1GTjbiVZCRs7ZDQ4NYcvWHSDBpK98+gucHCSenJJ1xM9yWzivJ9mwRMe39w9i+567sXpjjB1NrUrzF1u4ZOvK+DQ6HCrv7+rg0WbdvT1u8ZWx/4kXsLowqdN7pIbXNCS4Ktx9SMfgdrQM3YGrk8QFh5wbiKIYDRdFEN2zZbgPF8byqNWdMY9W0NzXjNXOXVht6sDRV19h1G/3IpKuH7/4KsTnb9mFhakJbJDwU7WBQqmZ2/rv3rML/QPDuHZt0jnWDXR2D2D7SC9yG7PI11bRui6RJDdsxYFfW1ZeZ4JMAVKqw5J9Bo5E0EppMhWCkryLIGHan7b+RcVRIzadrOKT8spN0xCGkgNKbHMDOaaoGTZ8Tb0vv9GmlSNHjqy/1ma4KOL3e7p7fq2/t6eH8hjWuBZr6WdPT9+hOM5I6t2kr1vCQBeamv79k08/pagx9az0/MiDVgnJ6fwyWkhEd1D2VuMkzwdmEYL39AmkgJ9DspgbJ0SLImK9DfLuVEtpNIh81cQkOYAg0gaAbCJFEbSGpEJF6+JnY64VD0mi+g6RRmxpntuXwSGVS038dVv2W9tVw1RTpJFoK4u7znqcGnDbViZrkx1EwN81zp1eDmkuTl/DciiUwqVLOX/vECtyU2zFTyNgSRoYr0vaytS9J9+pY/LMi5i+cMSF053M39f6u9xb+zC/XMczzx1hnWaa9ELJK/ZzOs9PopQGH1+cldA9y1NjeOJzv4+hHfcgqq8hXp7GcA9NjiGqp42NUs/AFhf2L+FP/vhPcPTYMX4/60Ew5Bc5ysjqe90DLecCFtLv3boTxbY+9La0sH5yVJtzqLrAaoOlUo7rngeGBpkee/6Fg3jx2afZgJq8a6Lt3wkZbFpT7ktTuRn3vfVnMHvjOsZPvOKcP808LKK52IaTp87hzPlLaC5XsHPbCNorZa4BX2kUcPDEBcxPjUujFbeoJ7AJKuJkE7R09mLXG/8pxs+dwMy5V9zlLbnjA844Yfcde7BtqBu7t/ThxvwyWipdzjmGyA12oq25GXOrMc6dPuqdqS89ZRpN6UGG0Wk3rPcNCjmMhpN3pJRITRtUAuWPKXKRWnuziVYxlfjPFgcQceJ9bb2eBewiugSlPazhR9fggQMHTB7Pvz7+8Y9vuC+9/+/62u5yubw7FwSDQS7sy4W53lw+6p2ZnX/k72WMfsivm95A/8qv/EqrW5z3Urbc3Ltlm6lsiFTaCO2sLyxkqA/INIWMMfLfjhubf4++VxcPTqE1bSpKx1STKjcjiOJWmgAJDUkIrBBUHmzWomaDGYkCWxSaYY9YAClUo0cOQISBAuaVqQkliqJN1Ipkz+1c40z4mX4/8AkpWa7M94UpwjHWLUysUhXKv6oIEaR1PNANGGpLvGwASf5w3XVi7dZ67ZpkJZ1juRWiLCcpwjTKsPrTMK5iZf4GVtyzmpuZwClSbtNJM3w4ciaq08y4LbRzinw8IWckz3L28qtYnDjn0GwXizCF9Ta0FAaxXss5tLuAr3zjUzh85BgbfmrcCH31DnQdpdjfoqKZS6/i4JNfxdBtd6K6NIdSfR6DHc4oV1rR09fjUBeNzepiR/6dJ57G177+LUbjPCDWI0xxW3xkFoiPsTB5EeMT19DS1o3RO/dhqZJHdWEclVIexUITO81mBwa6uiqM+ikvcuz4KXzvL7/onluVqSJExtvaqpX1XaXGmeYytt7zep7NOO+uISKKxhm5U6fOYOziBUbst++83aHnPo5QRgb70dnvoqO1BN/95pe1uw9iMM1JZyb6cENPmGS+l9Y0y8vEjdTQk5peVRAwI2ht794sU5o2hmWrrDZqkgiEyWrpPpPJRIHNk4Xf3QH3P/yNSPiDH/zgKffl1N/085v9ddMb6N7e3t/47Kc+E2TbTa05hRby8soScjzOHZsM76YuJ/kOgOCvGGd+mQcPzDAhMwkr0YGn8v1GYgZF30qLBxZ2Bf54htDVIuqxdCFmW4wzhtaMuxh0oVdYe5gQvX0vFL2RiPUhIj8tgo17FPL3wtC0ikNFz4no3yXw95BpH62BlVrXUCpFAiuGSq/Do/pE1eqy9zUU1BhreGzvC7Ul3ZwpV7VYssjKWqhjDYnnJRNrv3PGIJco2ledZ3Eu7rnHhh4Jpq1zYpNCmrm5SS6Ji0LV9W7ouKWGaK3w8F6iwdxezim6l4G5aaBDbcLXjz+HuSsn0U9zCCtFNNo6mPYiOUtq/jj50kE8+cQzuHL1GucwLILh9ZGIMF2INGLjT6gu4YXH/wA79/00TycvONTf647bVgpQaW5CR2fFof4h9A1tRaHYjKOHjuAP/+iP3dpeFC4+iPUZRRKJZVxLsrGAo889gV4XTfTvvMsdz4GVibMuOmhwApYSyOVyAcU8gYuaczTdNG0Z0eIann76aSzO3lAlwOwSNmyq3ZZWg2+0RpjdR1ryaYZbE4dUY03/ZmrRs9hSfx5aC3uSpFFbIp8bJzUuRZVKkPRcTJ/crt1MtM05/HF93fRXt7iw8L+MXRmTxxIImrPRUGSMKOlH6JokPoNiaoSyf9I0R4w4Y3jjTEVIkmTQJYDUBplxjpXGSHk5ZI6cVmkoavcaxFnkkBFdV2NnU034p+lID/crVb/J/ZmYAUwyzki/pig+YYTOhtzPSxTUHqpxD7TlmN5D99D+zWifui8jkWzl90QymTzyAvUBG1DfmAJhdCT5md24qSEOlMOPAqk80RYez1eG9n1FoOn9kc+2zS/3jm6YTLSmc2QDG4bqVBPtstTwW/lL48V9ZJLo+QZJhn5KI4j66iyuX1rATLGIifFWnDhxmt9DOhk0+JcTTQ1F3lrFI3SMIHyabxjxilEHQHTT4nWc/P4XUCo7pF9uQqO7Ba3b+1n4aMvWrSiWOzF2ZRzPfv9ZPPfs81haXZVnR+dL16drQXo3Ag9m6fvnXv6OQ9JLDqF3oow1dHX3oa0YoNiU42oY4uWHhykRS52wLTzP78nvPoFnn35CdbiFo6NcdJBxsomydXzvw8S38Fss4+kJbfSh1nJZx4Kg2VhHesDAbzCp+tDnlsRS1RFr/og83OrGmk5vV+dn+9LTLIk/0b8Gbv1YvW5qA/2BD3zgzqNHj3Y34tRrWvE8oWYR9aRFmQAAIABJREFUlI+0xC5WYxSqxwdrJUARqSUL5WeBl2/kRa+UgHGyxpOZRi7/lhl8pAvNOGHo91JUIIX1Kf8dbjK2ss42QWz/GUCWvhD0Z+8JrJIjsyrtzsSqBSHjGTVZ48cTxZt+17ZYioTj1Aja5+vmCM0QhpGi80B4eU645cSAE5r3NE6K5OnnpCBHyJ+MM5f2ER3AIjjyHMihxIGqKmcimEBLAH1iVe+Zn8OnSB++4UiujFXaAnOydN6qkRGkM/FitWyBaT0zjWKtxSJLy+68XmUp1QWzWIhNQDuNiQKZ3sJO0ZytdsCFyNJh7tvxKjaW1rG2lGB1qczjmK5cG0fTy6e4tPLa1XGsr69pBx7SZqpGrINcBe+Hap/MMAao4srxF5hC6epoR3GgE4Pdg+jv6USP+0MJzWK5zKj07Nnz+POvfAMHDr4qQw8CLV303X0p9RAo4pUHUxMqDJtL7yxC4iuPZS0RjUg10KHle9QJC01Tk8hI9TwCmzrA1xIrBZnuJdaxiRMv85pdwcK6ZGmTH7/XTW2gy6XSr73y8st+nFFsCAtidElQpaHlN2Y4/Xgb9+CogULdt+rwwv+JY/guQ5vUzQaBp2VISJwiX0NgsSZFoG8Wo2RUAOK0tVvCtYbydumCM/RAJxB7hS11CEmCLE+XJBkpUHNOHl2aIbfuQqSfk5G5TOK0sgVBek0yJinwKMymTLDh1s1AE08oVUODNdKpKPDSrWKy9L5mNIHNFQR6cEbBatBpw4Vs0PMc/kZqzLke3QbxhobiA5YTZcMeSN25OASSr6TkXqTG1/jRxD8ri2h4FBU5gMSTXFrIIg6b3+H1iwMR5tdkHB3R63YEUs3T8JUKaRTFdb3apEM/43oOKv0MQo0YdBAuOQx3sJw7J+rKHJ+YwqT7E6oTFUOUaE5Aciz04Q1+TBFTUrF25EVeO0aoo5x7T21lBhOr81zRs7qyjLXto1hd38CV6xOYX1jC0aMncer0We5mpJPPRXqOup5Y6E/Hh1kU6SNC5Plpe3EmP1UFfu+I45TywnpcY95fBipYeaAlzrUstaGUiNZ20+9QMpCnomszkY9KQ3lfkBiwkVcun/8brMePx+umNtDnz519KyV5fIgK+JDdxMR5jt+azG1jURfVkLUEma/6YFFl6VYSzQ1LaCQZYRbVTQgC/3dZGFbMnE6xtpK1EFYDbQYzpUDIuEgyTRcar18dAgAJfY2349FPgVAVMiQgEjSha5H1Rfy5yjU1dGABSasmtrmTRDdYrLSNjniN7czspWGyUkebVD0ViVoyMGvYLP4VdJV4ekKcjt5TtZX2aXXuWmygFte9o0BijsWbcvtopSA0AaS/Y1l7kZSUOnVG8TmJpAq5PG9W0h7J5/IsoZnTJiQ2/DwTLxQaxyKtIPCaw/zvxBeV+RFV7IJCLZU0liXRJCYAg5OBDYjU7yWKQH3iNFCawq5Lk2pm4HiElhq8UB0Ctzwz+Igk5E+kjDJlkUJFklKCx9flvq6uLOD82SVcPHdWaoe55C1WA8jeVmgFprxibsAyhQQeqBYCabGFRHGJ8h22TORcDS5Z1ED/yrFmdkLrWSs3rI3c6sID79wb/lmwMH8gSXwZrpAmq73etYSR8BkJ28A/xq+b2kDv2Lnj9Jvf8PreqekbLHdJ8owsJ+pWzwppJHNPfoL21hZuMqENKwseOs1b5pHRYqOH3EjSyRQyTULQJW8Q/Uwq6zK+m/+zkT4mCiNZINgHxVqzm3jDDTXKxLkqZaK1oiL2EzNKgw5QjdRIUmuzZP3B/GWiGgTGYRKXGBtRrlSAodrAOFBkRgRBzxG2mSyRGSpSl0VuWtWElhN1erRJ2OnEUMOR+A5BOwERVNc96ctDLMJIRYI8arfTMqNv9E+gjiOTdBU9Bnje1RwNo/tGWlHlE3GqhaxhDBS2Zm5DatQk3JbIh2t9GdlLspUNuNJmhODJ+Dfl5Csh/1wkzkDa5XP8b2ogibhlOvBNFhLNKXdvRKk+IH5WRq8kad2wMfN8pergzG3l3flRtYg52xBWa28crU0pDz1wSDTfItNc9LmSETTxoQRcL84ln7ymQ3YMoTqUWJ2ijBjTZCdFoRr1hUp9WCTGTjUUOoJ6EBLlic3IChqWRhOYo29Af0cNbiLzBnO5ktzHWPYRc+OajA6VoqSblFhr+I/x66Y20O/7xV9+y0eTZP+xw4ceXNAyOlLjIqGa6dl5TEzeEDQNMN1RcYaaa10VZUQeTad/AAvzxUjRgqAF2tBORBk0q6g0kcRJ4g27QyA+1NckX8OMXOI3ihkJQbFqpKDFV6HZj1A3aKRIXm1KkHZj2cyMwJJZwq3oxhQjYFUD/PJkoCTBjDKR88rpmKbNjQ7yPv9/m4ywwVk/9UND07ghx5QOR7DxrjcSpT4a/HO+l/VYUX7DMLfc/zjbUWbRR+I/35dGBunp+YSkGX57KS+q/fQS8iPJsB7Z69JnCVE8tCjJfpjYPbTvGYgO4L/n15IKdIWaCIsCRefEwdOgXTXmkRr6nFbdsLyAfT+S90q3W04jKPjP8OdDTz3Myf2272vgw8no0Ew7YAMwY2qpRpTmQtRJ2b3LR1rJorMdJb8hFT/0uw2by5hRUeR7T7RII/HrKI4tGSzGmABHnUSSYuviTZ+gXE4AM8ZyXaFSg0qTGPMWaFTg3ltXmi5KRW3UOLND+rG20De1gabX+37pVx760COPPHvi6KE3kbZrnhFLiN6uTm5tXVxdlYGwbqHQwFUqiLemkjiMNMGV1il7WgEQThPCE1JnF2ng0uYRwClaGMydJRaqWmIwUQAd+3/H+nfRz010goNM57ZN4rlRNvJyfC7RY1sRKztjYuihVuUpRQL4xE2cqSgR2xp40Ci0ui5+BNYP7lGTGBbAEE369xTxyL/h75Ml2Dw6C1IH5Sc76x8Wy+e3pg6qoYbc7pGgdLO/KdKj8JsNekP+zU4RwoHaMRJzft5oGK+ZJm0Dc5IZ6sTsbLqbzSjbdQGeT7IwDFqJYWJN0M+jVyN74OznJPq5mRyGIWitwQ4UVQf6PKyiRlC9zEHkxCvXxUdcaZFX7Rf6vhj4kKsmIp4qIqWVTOkEUo2DUASBkiB99vIo9VoTWSYEcBq05pRfyVnVEf+z4a8x5meu741if5zABKIyUctGdYOvzw/K1VyPRaz+viltGasXjLSPgHhoS/xaAy09CUpONxqZ6SsiofoTA/2jfv3y+9//5o//p986+tLzz9254owyIWgyBP29PYjm5jgDTsilyllpoFRo8oNCI0SbjmVddfRKDa4aW0OLmT+xahUmsESS/Dvtm5NjRUGUev44pTz0U2GFZUTVEJ/YUi6C6QbICfhElbXMJobwAzVMktj04SB9OzQjJ+IyoRknszdBAJN2DLxBwqbKBxuQy3fF3m/n4aMOUzLTdnlOuJqeR+DDe77CvHC5IhEaaINDxqAHKaJNIxn9fKRmVWgVRYxxoMG9PpNGSlWRUQ+VAuCJ3rU6K7+xgFUsfHyNv6fKaog9VZRW6aT3xlfpePSulATMhmtUYdQFG1rlmTN3OfFAPHM8n8iU6+ekt3awGlQ39A8VFEqLDPU5QHMBKqkrPthKKcXARb5sMsoYe0XyOaV0IqFsOBFJFTp5Sbz6yEBLGPkVhlpGKdcQQucLJlJOKOsd3pFS+zidMdluGgoQhin1KKNdLQrUfFJdHEUT5w6khprBSmzds7Gv0W/EWYdKR7klTNjf+3XLXN345NQb3vHud8/89m//lzwtSPKmhCpoHh2FzDNzi6AlQqVDPAqK9WjrwuMGkS46ecihlxlNy4QCRXzsq+PXKG1BOVg1Ov57HiWl4TfbIEPY+quWFOR9x1qflLSB0BkmH5koecFoWFqduX1Y0UNq2FIEjIzuBSNwaFVFEmjiMmOWE2hIq/WulKBRmxXY50KV+ZAod5qprQ7kSqSCQCIMQTipwfVt5Zy80vcGdp5KPWQSrXwVSjvJhg71T07zB7EfeyS31BC73X944+crZIxHV4RtHaVGk8f1mo6FirWiJhFeW8u9mJZp1BTlJ5pca3gOl4y/RVZyRxowEB8niQY9vt3NR2wwOiIlw71DjM0oI42WLHJI05ZaTcLMWJwmk5NQciv0fl5U9TRSMJ4faXBguQuhL4z/DXw0Zk6d14Rx9JEY/Vwk5ZX01egaRvLOCJO8LzkBqgGnIQqiu02JFU6uwJcbJnKfY71pia5L2jPUWFMu1zA3vyQRhZ4f52oSKcf0NTS2H9BIF9OP4euWMdCPPvro0sc+9rE/LBaK752ZmZEmCkjJFbdO53PMBwf5vGwEatmm5FFNw3d9sF4Tg/8BvyjZeAayMaSEyQxXZrMEVgKVePnHzSG0lWRlTlwXpmwymeIRNIVIDW7sQ8gI0vFn4agl/Dxwh5VsibPw3bZJpvyQWQg531CRhgkjeaQcpCWDKbo2ZxNpGW8Dljq1MfXyqTHrL8s7E0Vw6Ty4UO9lZBtdOyHZx6hwe2jha2AJulA4TWhlBhOxOZ8UMmEm+OcCTxOoZ0BKy2Rfhs4zBtScWvZ34tQMkjGmCM20Xbh4gsww8+kNSdY1Eo+AY6O3YhGZr9foCVrJnIT0sdZHNxpSTWGVNnEmt2E8v6Fmiaq0ASkW95K2/1tNd2iwHr5JyBxTls8JMpEBLHKxn6tDyEQzRgTzfqoH/n3p7TZQkcDEzuV5WFQWKwjabDv5OWrUJ3ReprHL3bO19XW0NJcxN7cESyvYcRm+eIElaAdorGf04/u6ZQw0vSYmJt53/337/u0TTz0Z8gYhw6siKsVCASur6/Dz0UItbbJFYA0bgUXvaY2xtHkHviKhjnSxprP26L2xFa0xL8kmRXWiLTxlgwVNTmbOXbe/dGRZe2yQ7iBDTfa7qcH0+Jz/EhsXDFv+yoMj8uVLWnEKHxhbGO/LojLi64G1O9tGFCQeGfKj81BOO4fs59pnxXLTEom6Y7UD9cTuXwIf79v9gqE1QWdiE2KegBOoAwq1fT3SvIFseol64lhD+iRF8KI7rFcSZPjfjMqahezpWDN9LokgMrn/eRQVCdcTRbn6RuHENzvlNL8gTtum+jR0NmasOuEyzCHmSIKV3vR3pEyyxtPbDXmLjrLcf+Z+6ffi2PJ/2snY0FJTaE4i7Yw1wkU7ZxQ9Z7o37ZnY/YvjjCH0i1WvM/brhr+EYkzTqhl1kJqrsbVhjlUam6TKiFvjzcAnVuoYcjRHh1hZW2cVSfkw1UGPLdJIMo05ek1SnvoTA32zvD784Q+vfPhDjz7V/OLz71x1D5MWVeSl5LRygRZvoGNzkKJgyzjY5rJvJTCDIYs2UfrAG1cNp81Qe80Y2O8pFZBYMlG0OQxJWiFQqDCY+To00uoAXbAegdgK9GbMLISODApkqwkfG2SuI1uyZYs4PVaWeacXJz+1dKkBSwaml2yDaa1Dk14NaKNA4DG3v5GJDx1Sdt5UQ9MzSjzgYWOh8yPNNzTW1NBkQJGUj1mttSn3Wet4moQKo1xaH21SrkHoHU3Kx8tTsfp4g2OhObVEED+vlMQEql7rajMNS+qIzQkW3H/yKaHlZ4V2UednE+PZaJs8LoGCpOE75jhRqpVERBnEdTHQdaNdyPDpPaTqGVZ6ixtp1Q47BHjkzWuQvldveCcf1+U+SMOIAgxFv0YnJaqumCh03qS/YatNYH+6BvTehdrIJV262mgSmNOWqDaK0g5b+jnpWtPQZAML9HNLCrLTbqTNVBJN8TP+iYG+mV5r6xv/58NveOPZ7z39jG4OUcwKXehZaMpx5xQ93LX1KhY2KFkhhkJC7ZyG1WmCQhBdqLrMgd9wAhayHKAuS08XmKhQuuhkU1qJmIRjVjMSeENpLiFNPFkYzmV3PjSN08aJRAx+HNRS5BOktIu9JTXg1miROihzKnzeSTasTc9rEzRG8JpNCb4DXp/Z0JhRCNloxFClOgAu8VKUJOeZ3o8G1YVbJxk1UXgnao5EEFxD7zmxBqE+o7reOz1VPSMrg7TmDZFtkpA6VQsMc6GuBWt8CVVdUJ5qFAjhJGLyckb2XrnGQCsYhD9OR0Sl3wu0ZzwwJO5r0GVd5HM5vYDQmfU4vWqrgInTOnWjAez++XtN3+cqmLq/94Taaw3lzRmpW0WMNJ3QtB5uogplsCtROkQt8NBl9wxWKZHt/k6zDoljr9fqPqlrvD0/m4Z0+yUZECtdmglsWHPEetABf6Y0BRmCluuI9ZicdfGSDuJW8k1F1FfXdX1GPuIVPZjYoe0CisXiTwz0zfT69V//9XO/9VsfffbVI0feTDPbeA+o4AvNICMdWlpotISpLpq9dqxdd4pOCLjUalIUH+uCzj5lA7eGls2Qi2HP6SAAQWQM1qIQNtKHEzeGzmDGyOqgNUGW2CbLaPzSElRjJ8JBgUpuBqkYDVRsM0y84JA0vwiyj5VXZqEeM5hI/DVBE4xZCkASg+KCkgxn7TWnBaV4p2QIie9RFnYnCXxYoKgx8SVR2nxhHRieYhHDXEfi+UbCsVxr7s/fuEsN0RNtcM6E44nOtctoHun5hykt4REshIfeMNerjk5pjtQ5pNFRmDHQuZxWOIRiuKUdXcSbRIvE1oJRbOYwwWhY7lvK13NjuJbfWWcm/RJPZsnRmpCqmJi/H/nnEGTuM19ZbA4ifR7ZSCTOlCdKIjPxnag2RxO61sWg630HuPGkxrSLXBOVsxKyLRea3O3JYWl5ie9T1f0e6S7VqnX5u94Tjk+06ibw+6ahdc2JdhyKUY5yNkpOq0MYWUjHYUOTrOQLqbRw25YhahT6iYG+2V5zc/O/8O53v+valx9/PLLMf84tUIrgWptLWFxZ4Q4oWgAkuh+ZIItscTFqhreSBGmJnTZaxCwT4DlEr5sByKgsGrtTT8NIrgTQKgqflAos+tcFaQszTMdpCYoXOUlBWyaAr6QAGw0TMpJXEKR1JIFpPQTCx0awhgW5Rs+9+uRSsAm9Gv1i98EaJAFLrln9QyNthrFrNPU3o0HClPpgk2QUibkIoyp8RKLt84bGefdGWh+dqDGGP4boRin1gMRXmUk+K71frGgXKv1inCwhb/97ojZnCN2oGh/1+O/q26HoXfMU1WoGpycpQk4ylTYWydB9l1btUFXjxNFzyVtGPtbriAfQv0MdpSJy/gw5li+105+/drhrEFisRyBTeNtADTmX84WCbvl3Gw0dhZaYX+VjU6s8RwdSXsETTvTC+Oc079H6neg47W1lRshU8kgVMRsOcV+9PiV7wtdVy/rnqEBBSQyTCoikNBKh1n7LqqvWNvjcrB0/adgQ2tAh/mYeFPwTiuMmfP3mb/7m5Ec+8pFfe93rXvfI4cOHPUIFjftpKqDgQrS1Ki0UCpNiack1DpkOwLsyTSBaokf2vjaq+JDdqw/AytZMe0OQWaZ1HIaSYm1/juXfnK0PfPjJCCVRPlI/W0RyDBHFYmwDq7gINDyXzcsGWRXkxMAn3ujzefGC1qZgNSBpgWCiindpsg4+iWolctrqu6naAWkQbklKj1azjSOhBuOaOIzhaRGqD2nodYuj8OZRn2GD0W2YKfOCInjeqBr6+woOtY5qR/n/0uAlANIiBz3lOKV1pFTFP0+bS61AW38/5XTlJ9n+cU2UJRnjnni3z79B82HqnoMRe76yKtOZWp2BMRcIf/2pPCx9l3VEeGK91NawMc+JMiAZWhaf0kQqN6koXUeDWfl+KUKl+80li7lUo5tedbkFyOfVySptEyrNEwcxfEVHYI8+0F3UUPUAWRVCDUWM9C0y4vPKRX5t8F2L08ndNlORZA5oVBd3ZHJ0KhNkqlVpXOK6bnIq9RT4UOUQSQ03NxVNpeHH8nVLGmh6/eIv/uJ//C8f/8/vWVhYePO1a1dFcCXnjDGHVu7hLy7zwqSBmRQOkZaFLlcYzpGkYMwF8TARcf5Zusnsn37MkPsvSoyLtVrOUKsJEndDY0aChkQ9JvMTPNTcW7iLNNyEt9eJ+INEDF2jkTEUSYMjBZqrVtVQ2GuKwOwUnSsZMmueUSomSAcCBEbdKO8eaptvrNbJ0FRqDGVTWTLT7ofaevntxGNf+R1FYKYIJ0DNpD1lX8VSGqBRTKwUu1S3yu9Q8i/WhFsdRkkEWlttHW2JanCGSWrwLVrw15AyMJ5uUfIC3hhraWBa325SqAprE3mr5/8VWfs6Zu+8En9fzIHQp5FBrdaqDkvU2cH6SnU+jkz0acTiLOOaM/JB1T8LudcqERCkCVv/CrKRWeg785h+CWUyEKsJBrYGxLlLYBHwtXDZaixIltBwqDMF2TVFEh1Y1RPPSAxEzdHGzdEfMpz0wIvFIpqby6I6SYMSQNLAiT5vWSc8JYVyDA2dKKRrJa/1742NDXhlQdUdiVT6tlQs0TX8BEHfrK9/93//P2/95O984uwz3/3mdpJTpAVJSY+mdRmWen38BvNY6+vVVHhIF27gF6maazVS9BJAlC3F8ikxtd1pZYOtjvTnQWopM0Y5RSByvDQBqZ8fqTG1WipYfSihcjs3QfKxlcslGq5neGrLivMmjqXHkJNI/O8G83hVTvo0tD43znwSvWxmY+DvEX0jl61p3kTbBL5agfP2gSaumLEItI3dkFciaN9DXqVbNAoRKjxF9vLZyhRbBQCSDD2SJhEt0mEdHUqqKlq3KhAtjYflgrPyqtYsYrMchZ7IJCsDNbPeGGe56rQRhX9LIzHLI2TXRujOh7pci01N+p04fY++yabDs7M0+sRHOGAnlfjTsohA1mociLoi+eu6XRssHa3n4SODFKBA16NQCZpEN8etiFpa0RWhu5/XHBAigTJDw3T/qzXu0UetXuP9Njo0iNGRIczOz2NuYRFrq2s8DDbWKFOCDkHiFFVyy3okaJ+SljFVatH9VhRQKjU5pF0XHpv2untPFCQ/QdA364tmkb33ve/d/VPvePerrx54effszCzvr5Zasywe55UvX5lgo0RZe1pIqyvrni+mV4pqA2+YLNlkKEMmkUA1jSOEWhEQqcEKFZ3YJg3V0FgjgXGf+oEwvjJQNBYmZgAMnclxUgoh8cad+cwwUOSWziYxdtZCbTOIAmKliCy2Ejg1aNY+bGiGEXAi6DTWqIGNeiJddPSVkj82HZmrK2Skuq+1DbRhxSa4+ISZ3ksvHcp/xIAiNIMX+uvUZuA06tGbISysUUCQawnVTCaGiiWZKuVygtglQSU3WKIWM2qx18yOuba3rjSNIe/Ad71JEleiE6SuFSm/Ls8qUSPm6Y4g8XW7sUZdHN14+gdeGMiun+vdtWwxzUKkTSzyO/CUlKcQYCWDUg0f2PPWpcFrTM+L73Cie4DpOKm00baYDKdtTtGcuJzX0rIMsLVjJ/6eRfz8mwoF9HT1oLen1xnmVcw7I72wvMSdhssrq6i7tVRVaVIaJsxDIQKhRGitUfWIPX/6gO6uTkzcmOE1M+eM/ryLknfv3fsTBH0zvz75yU+6QBB3/M4nPvGl6sriv7h49ix74I6NNrQ2t7pQKY+LV68jdsiaMsTl5gJzeBRS1RvSHWbzz3xHlzYNSA1m7A2EtJcGsHI4ScSlixhKJzD/xjxxqjkQhJHO/rShshH/jqH4KDBkCl+LzcfWDjxDWsbwir2ShRsYZ+rP4/9v78uDJTuv+s53197e/ubNvNlntFhosR1AQhiCiVMuQpJKbIMxFJViU7ALChSQI48ku2QhayyogirF/1ApglNUhSplqRAKCcKSxI4hBCcl28JCVqTRMpr9rf16v8uX72zf7SdsaWR5NDNPfaSefq9fL7dv9/3d8/3O7/xOlZ1TR4/hExJndEYwWibMqHxJaQ0tNvmcOvLNJ0YgXlM7ny2WelJhfTWpa0ut0TGAF6TXZQtYAnVRCagsi18r9CoTOgmSmVUo47ek6GZku4KKL1eqwkj2Th7GqjeWTJnra1JE1ROYgr4WsozQVd6vRU9iIO3zBpTmUiqHfkY3RN4MwAnY7B8eQFWmrbYRdPvKgE9QuFdlCaIFYpZz+o/XZ7lWARwqqMQoZEXnJ+7YqjCsnzdojaD6FaoCbvWEVrL4QIvR1oq8XU8sRhIM4EG/+rryeHz5THTVz7/4MqysbVKdBguI+Hmh50ezXocUaUc0fspDyLIRzM5MO0DOiIJpNBLIBqOxEwTvuZtveTusfv4LnOWHEW1rGESTDPpqiJ/7+Z//4eMPPPCu69/+zk8XWXZDHAfNJIobF86eM//3iSfgK1/9KlxYWafDNUwiqLkzNv6c51rEw2cZ/6zHkMd3o8nSECow97pQa7zPsnRvg82L8cTZg6+sMqtWXqueFSBZPDv24YFspCNSu65IsSKNGMQXmu0G9J6e0BeocpBt4AvGQ7126469c8+M8smj6p/cdiKopHf6SKFZSN4mWbrokFXdog53oZwQSpFBgj/hcZt5qRy8tsJbBvhM1vd8IhWljS0rsDBSTDOVzp2X73ySNLo9oB+IfkTVmor3mlAHRm9TigXGAM14uoFFDxZ04ohVYAPhy8f2D/is1bj3IxQONqB4aSOIC6Lx2SMV/iRz9q37MF4jkO+ObIxaGvjmeK9BlBWGYcoF/6Yecwa2n7x0jxi/vX5J56k0qxI9/xVgD+x6HDngHbrzc0LcMtI6XC9wq7DhwO9EPH6atTq06qk7PtccQMcwPTUFp85ekPeqqwwLR48chv/x+T+n7/rS4i6Ym1/AhGeSQV8tce/99/+Fu3r3+G0PP/zQP7z9+77/x2+7/fb3P/74Y/WvPfscNbNgI0vVQixTOWI2xccvwE033gDTrQYkJOYvYDhiF7qcDaIJLEaoFnGX4RCXahkt/zPs/iq044u9k3W0FflbWCMALtydgI261mGgmiH3hRSo1q96sGp2HRrQgafGz100kpkz7UIjogx4LpEBXfhjMDKaqaIiQLI037xuVW2hWGVEl8uOAGomAAAgAElEQVTvQZPV8aPEq0OMQpsaPDHolcL3a/HSRHzAa4GPZzgWAupivCQHaiAWsaT5sJoFs6yQSBy1iRUAV4oGO+6stGHz8n3MEMuorloAEKVwuNSW27UWF3jEAF3m0GejyiByeTN8Umb1l1Il4LNPGINWpmGUWxa/cKG5rGTASlFwJlsC1zVkqEQZgG/b1s9Ll1M6/Xxs1cQbWXH4oRZHA5B9avTM4JtwxrIGn8H7s5Jm41CV3vVUhCtT7HzEAmFJQxCsDCyuvsp4T1xlYcF0ulWj5hqTsYYaV1fYeIabn8uQgf37D4CueDAjb7hMvDDBJIO+muPYsfsed1ePf+K+e79y6vSZW+q1GlWo/XcP+CAJQxVaGWjUUviRD/3Ys73+4A8dwC26bHbWfT+n3TEy7Y7wlvtaNUxZ1tx1zYF2VBR5mLmsoNPpQKfbha2tLei6n3F8/KDXh8FoSCY6+AXMRPSPrmn4JRuNAbo6qJUysqqQ3uNSKlzq7MV4LcoHyWKAgIhLQ1U2yI/Xf43RgxMqrhiYigmFM9ehu9ppqVPAubgqGSkY2CbHk9dk4JZMS4DMyHqa7wtymwK+8bhBvwsVw+OepH3ecOauci+jo1YoO5Qx1MDgjWwzFoB5HzEIBTIBnBpO6EX0pIO/8LDUQoDaIA2j0kiiY6wfLqBNG2x4lPvnINmjX72IgX8g22dCUMMo9fvwUKr7YptqBqqfdbyUtiGCNm1U91UtetVOz8/NJwg9ryvnLiemgg2v8E8F7d/SzwZU2oO9ZMYGGkBVpPYncZquEvrFEy+s9LPgj6zMSmocw16SQk33jdQ5QFeMItHETL7kOsnWVpdO1k13rOL+7vTZX3rX0i5+6QCbZbqwubUJ9enZCUDvhMDvHmpQkyRm7ah+sceLILp8d/9vtttP//JH/+UvXuzzHzt2bKrVmr92bmbp0O4kOhDH8XIUBEvuyRaKPJvLRsNWlo2a+Sirl0VRy7M8dRl16m6P8jyLirwwnU4bcAYjVrtxtFffATsqLnCEPbbdIrBrho6afTXgwQydvI/FmId5YOtbhb37pZWs3ar+m6VaFrsvx/eU7BE/5URBoUoFfedfqEMRRI+rgOW76CRTz4VX5oPcSOt6AdrxZxS0JAfzw1pBCpKmku3596KwRDeVfhWvqwEt5fHTFuAfXsoKwObVe5Ir1Y1bOonjWZEPETV2isRfmU2bdHKMzPwTfTu2SRclr7aKMhOjI1tlykHVYWjUckD2CwiFwWoY609yTCeNZbUAyj3oOYrfrQ519by0/k11/6LcQHAOqveu3wnaz5KVV1QXn7QQXMuSt72iBO22rJjuY/j5iCfG9yvfD+0OpEPNf45GVBz8/nBfkme6LAyG2BXsHhfFCSws7uJFgPsMpqdn+OMpyglA74SIYy4mMNBIFqlfQVNhs0qRSvWKvMhAO1R39YRcXne4gza85557rmkkyY1REl0TBdF+t5m73RYtuq2Zd0A64zLUqbwYNVwGV8uGWWSL3GxtblKrbWerQ1lF32XouWToWcZV8tFIQCTPqIBDzZHa5m5Zw2pL6aCU7F0bazRDH++4xF1EO8dI4S/zSR4F/8glMt3PdItK9JRXl+wy9AVTPKhjBq9QmjNCbbVm5EQqKADlSeX5jVAAmp/qMjyQDLMiC+gP6iVsJNunZw/4drLesnxv6p+k9LcEqWrSPs1G+noi1hMKCp8Wtc0QhRUdAmqfWrXMj58QcBN4BZV7KwLyz5DPDyVrvpgKyqWLjj00vqlHtc8M8BXhZAPWdGhZM5ATkn7X1XALhHJSkyzffaraHz05KONBv4mBl37igWyj8O/4/GjQpJ2T9JgAKnoJ97EkFJ1Oj2ov1BEbcmdhpzMgT3ccBIzyxNmZGdoulHy26k0YDgbQnJqeAPROCMYUaWsVLlSXcFYRGvTKvG6AfqMhr/eMXC4qENRd5n5o7/KhI1HksvbQHHIH6l73pyX3pubdgeqAHaaLMm+a0jZsmSdlnocjl5m321vu0iY6pt/v01IU7SCRV8cWWwT1gTs4eAYk84k6taQorB8kywcYVG5qAB7ESymcqpaXDfXBZ34qEwS6yY55gQjfDNL9qY5ygfHKl23TvVXbHvLn6Dl4mZfnTx6+K5SBxkq2zaQ1SPGNQYdqE2DHCnzG0zX+8SLiq1QdrAMnW6Lqbm7fMf2TK71iPa0MflEi7xtVDDgHyNRk/FXAHaTcmFpNktEhwLxaAtABB/kod5/bSGgYPnlpoZB9ZaTzVPYRrxp4pqLVhiBg+WEo5DvvFZV10l9lv+m+lNZyGOPzSx63hSf/gVsNin6m0vDL+8EvPb82ywJxmxMqMGa8zbJfZmZmod3Zot8wg07SCHbvWYIc52/t4HjLALShNjRZQspByuZGAL6YImRhI0UvApNf5k1+zRBQPyGXi45jd9wxVdu379rG4t5DB5PoQATBAZfZLLu3vsuB+Iw7iqaRc3eZ32wSRQ1UGm91OtDeXINOG3n2DvSQhsGOuKxwmQxm6UMH5CNqzx2huT2CfcFdkEQDyPgppQV0yc+MQ+nbrrVlXlvF6cyK+lzM6HMeaKCDclVJ4D9XWQbpKkkVLV7RYcbULsLBkycGZm7UyJSPTdnR5YBm6RWXz79rpi60gJyECGakGUcpBL8It6KXFvpim7+JnkVKNn8lbbZ77cwIxWQrSsCTcqpYobqAO5RjQ91109Js4yf8kOyR5XNKidGqSaSkeNswy8Q8iZ+bBivQe5CtDLjQy8oh3aeB3y/Ggj9VEUijz3fBxVnqEhQpIVEgstZBoDVeVeQeE8fQw6y42XCrwaF8fnyCnpmd7fT7g5pFKxP33Fsu4241pyFqTlq9d0S4L1PG5+3Ag7Q/Bv3tTHpg9lgUxY794B/+rd96XXTMfffdt2tqavp7ds/vumV/FO2P42i320/TDmibZV42ijJruhyo5Y78hrt76kAjKl0W3qFiaQ/a7rrX7ULXZeqD/oDAvD8cMJgjv+6yPVzKYhaP3sd5qRk787oeOKRBhnBRs3ilGsTLBDRbt4XPYMe9CjXb9bhOQFsBvPo/h+NAHmir/JhSRjxsTTDWgShZNJ5ASA1EYKoNRBXAVwoe3iKQ4iopKbweW/8mj5Lt1JOQCBL5bRRifFUYmU6pnZFjqTqMFXQF2NHnI0nkZx2oLJpwqwZhlk+suVAwOtEbKbOyzKRRSfdtVQjFfRbHobyXEqI4lZFgWgTl9x+Z6jOJ0gQ2NrswNztNktjKPMpAo1Ffc9u3l/hoB9BpjLUAwDmGb+pK982OtwxAuy9VptyZLvdYJRBwA4fv9uIuJjVTnwTAQw89dMFd/Z5cLio+/vGP767VmtdP7Vm4ZuFgciiJ4z0OBBbcwTbvPocZlxlNIe0yHA5qo+EgGQ0GSTYaxVk2Css8N/2eA/Rez2XqXRqFhFk6XuNyGYulVDzNC3FRKwjcrTgNYt9RIYU5zhSl1V311aV0WQpNwGPHOAtmgyA00M9ZPDLWo0/fHb9EH+ORJVMnHlYXYobn+DFXLENaxdFQGTUrfHIgWTgVTfFZpJ3UN6vYqkir/Dhlofp9NlUbu56luIgb+G3UIiM3OxWgXZvYwIU/FCQR1OKrZbJYrvn9lQLqrIrRtn+/KiG+PmIFC+7ngs2O+kM2hyplfBm/Dy0/clu3ZtBpLSF6bWp6is2X3PMnCVsgLC4snjFI34kkdmF+jr4DyaTVe2eEQW94XYKBsNDCeWoxyVfRLX3pmpdze6/2QMdBd4WX//l6H+v2fXDPPfcsLO5KrknC8KgDuEPuo1nGoqmDhz0ORRYd2M66o7sV2LLu/hb3ewPYbK/DVhtbiQfkv0KAPuiTTh0tMIdEw2QuWy9Z6iijp3iArPHzBUu2WRNuV5ph1LrUVtQBX0kbeQkiDxQwhEL4dsEPLc6B15V4Xl0VMeN8Ooj3BWW2gYwgU5c7Iay5ksLPxXDqHUX8CqGi3JXPNWTFOy51rB4Z+KSdLoabWXjTdco49wEQZeJrCvqehMeW3/DkSeZPhWyGrcBYZY/YUcv1iQISHLxB21lAs1mnVu96o050Rr1Zf97t3O/EVUEShVQIH4wyWEjTCUDvhHCZEK3FSE4bwJh3gjRJBGqfw8lDo1bfczm3960cJYuOL8jlLy/mMUjDzOw68PaFA8nbXIZ1xGWvB8Iw3BNH0a44NHNhEE65jzV1oBejZn1jfR3W19ZhbW2NVDDYZozZN/pEILiPXKaORvUI6v3RiJUxBTcf5aJ4YX+SQjoaC9Bp6iod0ykmTMNocY+BCgzoRCp27pP3wcxGMMZ9yx8Myx55WrYoJsYNq8a064Fk79u7SwMP2kb4fe/XYpjjVk9whmw24vIGUyJr9CZTlrdTh0VI6u8fq9k6nvTwpFiUbIeKdgsgDUrVUkKmxYfIoddgY6NNRkvDfo9OrN3uABr15tNU4sUTmHsObDSrpQm+xwlA74QIZHmociUMq0stO/43lj3FSbL/8m7xJF5PCA3zZ3J51bj77rub09PTN9YWlo8e2XNwfxAFy+5z3x2YYJeDzSmHKs2yyBsug6sVRVZ3QFszRZ6aMIh73Q5q5GHQ7VOmjtaaaATUH6JmPaNiGy7tUYWAzUlEv6jnC3LrxZg+3bKPBtErpVgO+CxdhhxbZbb5PiXNswyklzAH5T6QH1aTrgruzdjcxqr4ub0NvnJ2ZOMqO+ZFLpm3ShqNdoUKLUTFS5Ux8sqzNArR3I1oy5H3zdbUXLXyqtAgwCa1Cuqbp+Dcyirs3rVIq5/V9TbU63WYarW+ZIlvYnVLs1GDqakWaq13NBf51gFod9rVCdC6CFVuEdSBTFg7PJDWVy/sueuuu+q//uu/3r+Mmz2JSxA4fNhdfVEuFx0fcgjyjk996taDSwduT+vpTXEYHXLfmsUgghk0UXQAWgdbpA55YmNL0+93WZ/uluidzhYBOapfsNsUh6NigZS59JymgbN+vRAjL9aYo7QxLypzewL2wla8uhpTBeIXIlNUrChMkEs3QkNwvVGdtSTGLFEDL03RrshXKEW0u1T06zBuDCZZsUrx1IeEnemE44BgrFjKHDoPFWCuHBU/rdYUnHjxJKysrsL6xhbVIQ4ePABBv/+FOE6YAjIRZdplKRzTDo63DkAbSJVrY68BKbaoVla+mzQR3H3kjz/2B+affuCDv+0e+mOXe9sncWXEoyxr/Eu4CNoFefT77rtv2WV/RxrzUwenl/ftd4C+HEXJ7jAMF903b8493UyR5a08GzVcxl6zRR7bsggG/R4BeM+BU7/bowYkBHWkX5BuGZJWPWPlC3aYynR04tKtDotlc9LKPgC3ik2l1G2QDgWR4HEBUtvCmRMuaEm5XW3qO291uSlgL704QBmu8OcM8Hj3iOgglF1ruzr9HsjxJ+eLvMhgZqpJ23X+whokaLDknmvP8nLvoc98ZvW//tGfEE+uxUYaZFF5Pe3IeMsAtPtiTdOXspAup1K/VJUYXpsq8LZ1t7R64ov/+0c/+eAn//UnP/HJ/365t38SV1cIj35KLq8rHLAv1Of3HG0uRYfCEPaHQbjXQdJyo167qZHWDprQtEJTxkWeB4PeADY2N2ALL90OYLEUPWFQ/YKAjjz6ADl0NPYi2iUjT5hcRq/lmplLwU9HUln9XWR0Vu7nvcNBm5KYhlGUZCN+41YFTGm0WnXijDPydiZJCh9nQJLvSkkI7HOya3ER0jQmw6Qopn4EmJmdeVr2Ki2CsR/J0pxRkvFd8f0KbyTeOgBtYRnntpFpixXnNEoCCl8soeUcVqcDlil99amn4JZ3vvM/uYfPX+7tn8RbJx566KFVd4WX16Rg0APGZemHGnO7j0wt7T8QRMHeKAz3umx9j8tgd5nAzrtv9ZT7OjccyiYOBMkioNNuY2ceoFUA6tSxq7Q/6BPFMiLFC3aVCqeeiX0AUi85yxeBugBZb16I3IUBHcStkVN0BNqUpsik1IQShhnJ8UA9pQH8YAL07Gi7k8vC/DycOX+ejsvUZdFzs7N/gu+VuXOWLbJ9KY5Dm3QSXvVx//3339JZW1ki/7Myk4kTADohm3WZ2JoasndBycUUlAd97s/+25zLBj59/wMP3HO538ckJvHKEA+Yv5bLRcWdd96Zzs/PX5POLh1pzC4d3RtFBwJjlx1ALhlrFxzKzrkDwoG6bbg0N3VgHPWIT+9BF31fxLWxP2BTLzQ3wuYjlL3lJGEsqPmIuwi5nInXvZ5M6ZY5h9pGz6V6plfQE/rQof0E1JgwLe9ZgrRe/00AVbhwk1CauOw6TJEHn1AcV3ss7176rc/+/n9hT+eSPXNZB111eQUlz00KxQWM7CrdCurMmTPQ7279hLvXBKAnsSPikUceQaR8Si4XFdR4NLfrhsbiniN7QnPEZekHQgN7bWEX3UE0b0yJhdKmA/jEFqXZbG+y1wuCubtGTv25F0/CqXPrDqwz8d5QfR4HHnfnHUAfPnQQbnzbtfD8Cyfhxptv7P7Gb/zGC/x3HXYcQKeP5kojaNWa2TfY5B0ROx6gH7j33qMmDm87fe488WC0+CKiGaVKpfZkifjfLdtEcpQHrJmmQoYtsYWZCj8uG/9AUYwWgiDuxbHpl2WwXpblmdFodE6WppOYxI6Lscajz73WfVHGODs7e8uehaWbDybJ9Y1a/Wij0bg+ieObP/rRjxn0cmGlCHc7BnI8clg4e/YsLC/tgsMH9sJ111w7LpvkoWbumMTOUhNk0IJyeAne7hUTOx6gl/Yt//vf+exn/ZQGCpL6FL7tm2rZog1SnSib58QQlyG1EGM4cD76wrNP/YfPff4L0Kg3qMtpqtWE2ekpctu68+fugFq9bmtpPY/jOEvTZFBrTvUdyG+5J1xzT7tWZOWF0trTeVmezPPB84NB/oLL0p+X2YqTmMRVHyJj/Ftql4cffvh9H7v7o//5T/7wD6hCmCQppPUaSebiKBabUW7JD6MEpuYXBzmYO8afw8iEHTxcpe18R8tgdzRAu7P+rd3N9e94+fRZKnT4Ju+vU1bwzVBIb6BoHjPtiKvWo4wMC1D287YzZy7AhZUt94D2GH8mnS4k8zS4EovdST52PzXQ4D2mkT8hdT7hmJ56swFTzRZMz0zB3NwctJpN+PjHftlOz87kaVQbmjDoWms2gjBcdWn7SlkWpx2ov5RlxYt5v3+iMxx+7fjx4+tv3p6cxCTeeBw7duz3fvWhh9779//RP/5nkQlaDoq38qy4kJf5Ghl4kBs3yqpt4r7rZ0+fPv07430IbOJvpIORgbosbe/yvaNLHzsaoPfvX/7Mv3n896l1l70UMKRBZVuMOYsBS42oVbXkNt3RoL/wmUce+VdzMzMtnG5ixJzGlpWvBz+Q3YSNSJIw8MQAJhvL1itcZf5bXAzc1zIMgzgKw9gtBVtxHO7GzKLhwBsBvOUy9enpFkzNTINbPsLxX7kf0lqaJ3E0CMKk615t031xV9z3/HxR2FNZUb6U5/mJfr//tXOPP/70b37xi5MMfRKXPT52331/6q7+9Jt5LHU/WmlwAe5ZyMti81u7hVdW7GiAfuHE8+946eRp8gKojAjEj8N3U+mMP/DeHOikVSNpEHcuPfmVJ6CZmF9IGzV48eSLYMYw3o51ZqkZvU711okdaigDMAbo2rQlz1PQtA6EfQT0Ef3BwAZXt8XGjI1mSpkLSJM6IpeZtxyot+I03l2v169vNRoE5tgGOy3Uy94feA/82vFfsQ76R3EY9lxmvuWebb2w4AC9PFUQ3VK+MBgMnnaXJz/96U/v6C/9JK7e0OntoJ7d1uzoleSOBugvf/nJAKU9Oh2btM5in4hh/agiQ/xXnIRQT1OiI7ChhWYA5iUM+ik89+yzZKJUTyOYatZY6C9dWmoKU4n7yyqt9tM75QTBYzzGZsWNV7IV9dXSnO9fqtuePi9ONXH/UUo8ypmW2cKqdhsqAxo2vuGRR9S1hZFGeInDuSSND9bQ46DhMvMpl5XPzcB0awr2LC/Bpz75cZuktSyOk34YBR336DV3IjrvDo5T7v2ezMvyRDEYPbM1AfNJvImh/kqhjFHn0Wz5ji7M72iALtxaP891ZV/NpFOaA0EZ/Wbr9Ro41KKp2JjF9gZDGXkEkMYxZdToj4ADjhZmZ112XWMnM53AreOGSp6UDN7G0rLZvJrPk48CyJgoJsLJn9haaYEtfTbvbVEFbKuZewz26hamHsH+fmL+RDpu7RoANoDCGOF+cKBuuziGqOPuuOL3Djfu0BgwfHgSmCBxb33GgfQ+HNpZS2N0+YNW0wG7A/W5+Xn48M/8hJ1qtbI0rfXiJG3HabIeRtFKEISn3Pa84Jagz5bD/Oknn376rx999NEdXdCZxKUNW1bzErlehDQk7OgEYUcDdJLEVpdCUZgImLFAnq0N6y5bNgRe3X5XpmNz2Q//HocR1GoJJHFKz4eAXU9Sup2wT1pf2aLBkm0kQWTJXya8Uy52k6XaT1rrB4OibSXKR/Ii5zFQ5KkAdLtOsiB/BVCMtlBN5laQlsnKttKTes9ihXQrsxeRu9PRUtb67J5b3Uuo2gYY4HNSuhhEdUDqZZNu5+NhjD9HNHdAHiQuS58NQnMwcSe7tJa6fZdCs96E5lSD1C4//sEfKput1jCp1bq1RrqRJPWVOI7PRmF00oTmhLXBc4PB4GsuK3+29JKbSUyCwwShWDLQmpCyktzajcu9XZcydjRAz83NEmyFQURggcCHkMIZcUamM4OhGHGo8bjh+8dRSGbp2F04cgCKWXWUxPS8aItIpupiuWjVFa+UKdjiJAbVuM3K5L203jMYyF7S0FgnnEFH8/bUQJ5OFpxpoyUljR3icdxiXSl/kzFQOjmkEHAvZRsY1HXyst3mVqYUj38PfpUBftLFtswcZJ6etf5+uu7MTfU8xg4B2l1fAPVgbiySO3WXAdXdbl10+/FaBPM4jtwqJoVWq0F0yz/5wR+AH/3hD5T1Zn3YarZ6aeoy86S2HsXxahSG56IoPOM+hJPupPZCWWbP/dVffem5xx57bEfrYSchEVSDNeiYy/MJB321RlqrrzXq6T4s9CGQ6eBKoi8CFsbLCLjKtEXM1pF7zhx89ocZbG31ZNw9z0OjjBylc2HAo4zCkCrMeB0heEfyOw3GCKRjkX102SISQJV5/CN5c1FWQDw2ZtZIUZBDjQ5QFTpFKBGlSQrL9y+FbinKihsnIC/YO4EncSP45/65+LFigiPWkHpy4W5KI4yJTj+XjRZKhbBbaqRW3pROiFJqZZteRryKaX/T0OYcBpAxrOs0Gy2KUtHegXlAl4UwCI+EJFWM6WSL6pYpd5mbmYFdczPwkTt+yk5NzxSNZmPoQL8X12pb7jHrQRisuSc/57bmZFEUL7rLs71e7+kHH3zwdZsYTeLyxYc+9KHwjp/5WXagxBsMyBDbcHC5t+1Sxo4G6IXFXXfv3r3071ZW12genBbyGKTlJCy3K29LswmNqe4jE5gL7m0hTwEq4Q3zSppnmeLAUGrCjE1BxhMDetkmDtQxW0RRPhYicXRPEBkGdZe1UysrfiIowFefXi1kohk6ct3ASXAJ1fuwNudln2TwRLeUnEX7cU0K2DKDT6c5E8hLwbOQydvo31vmMoHblpS5WzHIycndTMHcjmXi1p94qqLnK4ufY/cTrpzdzWDb/VRh41uJqMtsSM/Xls/MA71v1yeqJcIL+rm7Fc4urDFEMYI68+aoasFi6OLiAnz0l37R3dYqZmdn+3GKYB6su1e/4E6Kp7MsOzEYjJ4ajUZfeuCBB56e0C2XP+bm5gI9dsmP2vq12Y6OHQ3Q7uD6XQeQd/3RY3/47bNzsw4UA1hzYH3+/HkGHTnu/CQL+jWQ1NBI1ihLfZ8aah+Tegkwl+unQwCapMugUmBLRaRWRtkIug5krL6O8UPqZaIFQBzGtI2UlVODizS5OFBPaOhoRIBOmXwQyhgjdN6rOHEFvpJmxwU0HRtNbFCPjRSNcXdEoxliaCRrLok6MewNLIBO2bVMAimUbhGLSgX2XLN42ZeFp1l0KjSAN5SXHWQE3AFMBeyasYOWb6335q5WGmOaRDt+aI5x72C9mpFOHCBzJ01HDLF0eex5djzWW26F03L7ejlOsAhag9ZUg7Tmc7Nz8M9/+ifhl37h5zO3Guu4DH49ieOzcVI75cD/pbzM/1+el191QP43kzb/SxvNZjMyMojABNXQX1OWOxqldzRAY3Q63e977z/4gaNBEOCBtNBoNL7DHVw3pGl61BbFoY3Nzb3ubwsOGGdXLqw2z5x+OT516rRBL12ceIEz6bCIx9SCDg9l9y3PUQhtQj+hWTm5KUoRjm4LvdE5T2NmLTMZpI9lyjgaKdNp4vQyMoFCuG6C1IAnVyBY81BR4zsVE5elU9aIWTlRLwDrm2hY06UMGe+H9593WWSjrjNxJePnijgDOyh3rasLK+o+GabqqRXeJwzgzJN7mkV4dC2GVooWNYPn1Yj1UkWQYqrw82aMAwKlS5hbIb2Lp2FKybD1PZT+MXwQb7fk8T8bM3ZSMDDEn7sAay5HN2fxby/RvhbmJXZAP+e+J3Nuvx5FRQtZaNZTmGoibz4FH/zA+2CqNZ03W/VhoznVrddrm7V6fSOJ4pUgjs66zTpZZtmLo6J4ptvtTgD9dUbslp6srGJ1FU9Hd59PHExf7m27lLHjAVp8AZ6UX3Fu3R/J5RsGDiBttVpvd1+KG4fD/nUOEg+Ecby3u7W1q9/vzyRp0uq0t+KV8+cNOuSh/eKFC+dgMBzyuCIZXVSWupznwOYS1DJTqcwKyBtpaJFxnVqsA8nGudCofS46l87ACIE816w+E2q4HMsgeSI0DxV1wIyZN9ItDqT7A9y+LoE6UzA4wsgKzRLxQFICQzWwKUSSLWBd0mAwB348HZogUVYNVrJq9QYmvtuWAuR2TDtVWsEAABRdSURBVHJoq8xbQN8rWWggazF2IrAC+DyOrJTnwY1SZUy1wuFQ7buk4jD+SfgaAPAEYdLTviKLrzh38Fm3MOTuqgc6Pk3n/NHPuJfdudFdmu7PS5G2+LusfGZmBmaocWga5ucX4Jf/xZ0O5NM8raWDNEm77sS67p7nHOvM8+fc+3kmy7InH3zwwadKlgm9pcOdHCMZ38j1Cq64Qxql17tfHrvc23epYscD9DcTFzuA9J577nHH3cw7HZDf5A6uo/lodKQ/GOx1X5/FUTaaa29u4Jy6ZDgcmJdPvgzr6xs0aHQoU6ILEkEzBVAIQBgbMt9NIcv/oCpkVrqIgPTXRv8ATL7QPQJPFJAnL4LpKBNewA71iTwQGVGhoBE6oksY8eTkBJt3NCOPQgH0kAumbqMiHUhq+JWtcuMKjgTwhdQMrV+WKkKWkiTzNWfTtLUlA3EhI5x0/7CSpSAXQip+EuUyXhgdy+Tp+JXf/WoAZNsqqsRrz0Wtoj9rwVRXPqrBLfXcWehjjBSY1dFYPiPaR7yvTbsL58+v8ucigC463sjty5Zb1bSCKNydxNEN2N7fnEIDrmlYWFyAn/vwh+Huu+4qkjQdOMBvu0RyNQiDc4EJT7l9csLtgKezsnxyp3PlRsaSG/+ZBLQ6ct/Vo5d72y5lTAD6DYR00X0OXsOCEYH88DXX3eKy8pscmF+XZ9nB/qC/r725ueSypFkHc63N9kba3eoanEe3vrkJmxubLtMdMJDneQU+oOBRMbYAVcOKL3QqJaKdjL5uZ7bfF1hXinfA18HCnCXdMxEJIK4HFTdMmXmI3iHuGjsUWZKYJhFx27HLyBHokUoJA5Ek4jaGcmIhSkILquCzW6OADUZqAfheCwbWkmsB2rVJP6MqRZUp1CgE1F1ZCurjAoP4cxq8Knz6GJdOJ4DS+mycM/GAC6NQbuO+q+x7bLsBpJCrff0wdr9AWpJl1aHZdqEyRN33YydWD95bEJxf0Q+LOXT0VgxM0/3kMnOz7FZFNyduX2PDVLNZJ778/e97H/zMT/9UMTcz2280Gm234lt1n8t5t4kvudXaCffZfi13gO72x8vHjx+/cLWBOReAecVGU8WBm75Gg9E1l3vbLmVMAPpNCAHyL8jlGwZOEV9YWHgHcuTuQGq46yV36F4/GA6vGQ0H+3rdXssBUn1zYyNevbBqcFI0Ntj0+32XlSOI5344qE6Bxm+xLtUxOPcwrJCQTFdX8Fb4cKOttCX47Boj8IDuLjg1A+kLyIUuNjL9mUeHYappqSGIh3zidSIceByHBOaoYiFpYshTomk6NISyXQh8Ef2MdNHKRodGJlGWj41CDnjnZ6chjSNf7KSDVoqQPFvP8D7BNymATcw0Zt224siZMxeQp2uc1WfpAvp3aT4qCuHoFdzlvat4hWmg0u8n2n1ajB4raOpcPpBCtM2FQx+/l1HsF3rFVBc8eW+aDsCK278nz4D4JOOebBnKysO9VHiOY7LzdKAN09NNWFxchI/c8bNw7KN321arkbtHbIVxcto95m/KPH8iL8u/Hg6H/+dTn/rUmW/y635JwvCcLGpWAbEcRSFsng+vu8ybdkljAtBXUIi14kVNjXZL2sBl18tu2fttDgDf4Q7Eb3PH7YF+r7fLgci8O15bo9Gw0em0006nG2ysb8Da+jp0O13IRhlnl5RZFgKGhmkE0MyWpYLK1XL2whmjFkTxL9oCQ6oQka4UApR4dxwxRgeTTKrBOzMvznQMTbPxU6AD0Y8HBCzojYI/E0ceJVBvRgSMsTtIk0bkQKdGahZu+BG6GUAaaZRDjgnyCs2GlU6xXGC0oktnSsQSoFMGbrlV3lo7RrUwaFP2nRf0WJrTV7B0kf9eqVpU4sgKRV31KH5b2eaq8ae0PB9T+fCKiZHHjX3+XCC1okwJvOLFr5oCLVAHsIGFT6PT60WDFNArxG6fz2PdOI6im9M0/SAWPlFj/udf+F92qtXMHbD3641ap1mvt+M0XYmT5Hwax6eDKDqZBMmJUTl6ziUIz0it51JGpKcrHVmLdOCg299ziV/3ssYEoK/SuP/++8enRr+qfSNOgjl27NhhB+bXJmF4rQ2Cw6PRaH82Gu1x4LfowGS23W63BsNBA9u23XLYnDl9Gi5cWCEnQDSNQiBXCoKz81JUHGNFNaEujJfQ0avTHUStLJ2IXBhVDKJOyLykvB7kGWxv5AulLEMUW1aDGTTOtSuh3c9IlsjNQVwUjUSiGJiSMv7QZdsI8hFRJ6WgeCwnpQKYy68ooxKsz4KZOwfhr6VrVGSHHnR9w4/w4EjM5FaKmWVlqlVUdIsqXZhq4WweiKYZaxaSLL3yX9keHuzpvwKqFF5OqAWvKKreUKXL5Xfhwa3hEyN2e2x1u/S7jJZyezqI3R1jG8C0O4HuRTUS1iTqaUJG+61mC+bn51xWPgcf/tkP20a9OaqlaTetpe0wCs+7lc7L7vN+psyyLw+y7HNvJCt3310qyGMNxHfl4qdny+ZrPvgqjglAvwVC+MYTcvnj17r/Rz7ykfj27/271zlcvybPR9dkWXHI/bzPPdHubq+7OOj1ZyE0zX63V19bW02GfR4c2t5sA3LouWadZSn0K3cYGgEfpgZQGRJW3LbPxXFTQ5IiVpp05psRXBHMsrwANYriI1VkeVr8DBiIVH6INErsrwOaHo0jziLiyoUvr+wFeV6eBeHFVc1i5eSE76UQjtoImIoRlg0kk2YAJaUKVPLDcrzjsyhEyVJQYxBdF9xMRJm4qIB8A5GqYdRcC+zYz7ofquKn15CPc1tWafMqI1dVBMkVfQGaT7g5BDBuDcByxABwYpX1dAvLPonhApO6k2JqgmDegfPhpBbfhgMqplpTMDc/Cx/6kR8r4zjZSmvxhsvML9Rq6Vm3UnrZge7z7vN+xu2Cp17FhyVyq0H3WZW6OKB3kGcjc9ddd13rVp/Pvtb3+mqMCUBP4m+FjN+6qKGi2IJ7+7u+97uazea7HYjf7Ja7+9ubm4sOTKbcMdtaXVmp9Xu91B2EATYInXz5FE2CzouM+Vn29BVO1o6pQEqR+uGr+Aqn/K/krhVk0OKh8OrUIQQukx2BSKSFjNl+MggkM09i9gNBOE2o0zMgF0O8RukhZuX4CARxZFQCTCxFjVJWve1Cn5QMjqVktwKS3AUXVA08tpC2f+3YFB8W6d7ETs68zJkrL/g+qMcv/N8L4sVzcUvkgmlBAE/bVSqFw3tOt21boVN2q+KhrHHk72wqpl22gREVjGK4Px9WGbqvVeBOwh3fA1jDPBzO0WdERqHGzLgHz7is/RBSLlhUTlxGXndAvriwAO9/3w/BT/7kTxUuOx82m41OmiboweLAvNb50pe+ApsbG4D+Lfze+ATXqNXe6Z58AtCTmMQr49FHH0We4C/k8g3jzjvvTA8cPnz9u9/TepvLmg45UNi9ub4+47LHXbW0fnTQ7+/rdLpz586dDc+dPUcHXq/XI405dTqCuAV6j4+ySgHpijXm8gtNbpc7jmnKOYsHU4EYgg69Vl/vt51SYM8W5snJcyVUKiVkp8MkIoBHkQp1gQa8BI9j6XbDwcM6xMEqpQNEaWDRc73dpS7TNKmJbh1cxtmCgO7LPDedBEhqKJJMkQ7mogkvhTunDNy37bNsMSsU4DkTZ6MtIKpGn5tpFcnOfZpdcePK61caxOpzpVKs/i5YzScJeeSYEVnFroie3L1ZNL01DsjXN0I4c+Y8ATnWll0WjoOa3cUsuc/gbbjqidyr1dOQrBL8SdpiB2544KK+rFdhTAB6Em9KPPLIIygKfhKqpqGvG8eOHZu66ZZbrnUZ0/UOSW4Y5fl+B+hLo9FodmVlpYUeG0kSL66vr9dfeP4FOH3qlFvm5t5nRJtktHFGtcrKb3sAUtAA2KaeqBb/DAGF6p8t67JFKcgP3eoCL/85k+TaXCDa8VCMtALfNITKFTR6QvUK6cNHBbXpo5fKcJSBce+BqJjpKUijkLJ+VYlwUm6IJlE8VBpFpYWlqneEG6emHyh8MxBLDIU6KXKvHx+nVvBnBG/1XymEn/eFTW1WGt9XYzYI1vrd6k+MzH3jCcD4IijVFspX1CtE8K/aflrpKJXism0clrFveR+tcnQVghvm9m3rm/1eXukxAehJXFHx8MMPb7mrJ+TyDQMz8u9/z3v+XhRFNzgwP+oO8n1Crcy5o3pmfW1tOhtlDQeKyRmXkb/04guwubkFg0Gv8i3xqo9C6JSqgEZ6bRAAUR2iFkF9po2hTTDu/jagbDxzwGu9Fh0Y0OTHQLo7USqIWuYwxCHCdR4eERmoJei3EkERcEFSXRKRYqACZRlVr4wnI1PIe+GtLaGouGmfsXNDFNvSGsmcrVeZVJ2cZVW8tFrYtL7QqXw4yzlF4aJDK0qlefRkIaCtbLIWJf1Kxu89X0LwvjciyRlfJSFAJ60GNSoR31ToSZR4+h07OHYC0JO4KkMy8tds20c54g3z8+/4O9/x7d+dZdmNDgivraXpcru9NdVubzajOG5sbW0lZ8+cQRI6GPT7xJN3ttqVUmLMIhajAhpt2Veiu5L3KRzRwwiA5FG5A7kA+fGS/MirZ1Q9uiEQJ3N6Kl6ytS01A8WGlvcE5tQQhH4sMZkBYKEOL6oeGUuzpbjJIM1ZLhc0C82GZcVBqwTYnoGzkqQkeaGVbJuKmwjSBcsKc+HArVeuSKZuK714qV7pXm5YceS8yFGqxPpt981YhgdSoDcO1gZUIskaf6o7vPxGvktXckwAehI7OkSO+JoZOcbdd9/dXFhY+J4kSb4rG41u6fV6Bx04zjugmltfXW25TC3FBffzJ56H8+eZJ0f1ChY9qW0fVCIHFTdO/465IQonK53Lkkp6WYIHMrJBdLdnCmIBVKA71rSC+nEucsbUoo+UCoI5Am5CnuUhFTdNxLMpWZ3CuncdN1HK8AhqDMIc3BoBwWLsWqWVLEssoDK60gKnp1VEA65gXqrMUEbBadatRVF8X0WplgCvGAUHWqQEMq9qNOqcoUuRsDnVss+/9NIfvLFvyZUbE4CexCQkpNnij+FVpIgI4re96/ajDsQPp2l6OM/zA/1+f7mepgcdYh7Y3NxcPHf2bH1lZYWOrc3NDThz+iz5r3Ajj7SSK/dqlUgJfGHTliFn3WVeNQiNyy6kWErKcQeCI+SvjRZL+S5GM1NgpUogwyVYesggjvrxOAkgpQ5PUopTf14UyMlDConguXDJamlzAmYZSh5EkZVcZGRlC9NG6JiOXZts5csArp4pHrhtVcC0ZaXMUG05/84FUgTpRr3m6anQrSZ27T/w+V995NilbpK5bDEB6ElM4nXEmDviqxY7kVpxV9c6EL8xCILr3fWRfre/f6vT3l9vNA6sXliZef75E9HpU6chy0Yw6A+YGqDCWU4JdOkzXgZx39FplRevAN6K17YKVipMZ4BDEMwygAGMWDIn6XigigojHZshixDDiMFcfVYaaUIKk0Da41F4SC39hXYruevICFWC1+7xeHuk6pVS9O9GpIZcgNROSsy68e1QX6tQKfRcJWfeaGWAA52xyMpdnwXsPXwkW1tvv/9Sft6XOyYAPYlJXIIQauUZuXzduO+++xZuf9e7bg4BDm71ekejMLx2NMwOt7c296VJsnhhZaV5+uXTwerKBehjA1Chy38GL6OFPqtcuMZ2r2sMq5k6sSlMdxAfbPRxqK0GX72rNC3aSs40Aw6VCMVThYZKkDeKA/WIdeNxwIVBoiTIp4XVG7jNoWElTVmoJr2S9sViE0A8uJVmJtF2UwEWhkTn1NIGbVlrZg6GJXzi+PHjk5mEk5jEJL71Iab9n3u1+6A3eZIk767VareNBoObHXAecRnlnn6nO+Uyz/Cll04SH4568U6357LMoWTR1cxJLyHEjLUMfBmTqYoxTtyXNgNQHQbfp5DZmABDHDuv43nl8Wy4F3BRE8Tzg9rvWXKIhb1IZnfKXcWVjnXphc2ZTnG/h+gxrvyzUCnMRAfYlUPPiXTN/NLuM3cdu+dXL9Vnc6XEBKAnMYkrOMSb/D/KZVugje2tt9/2PfV6/R0OxK+zRXHQAfXi2trabJ7nM73+oNFe30jQg3x9fQ1W1zATH7lMOffT37XphYqDpbTP+5mcCr4A4DN084qtUO67gKAwNAuYo+LMdQq3Ed8PnQpEmvFYbGqjhDhyfBwWNfNBn7J0tpHFAdANGHV6dArZf+iIXe/1f/BbuqOv0JgA9CQmcZWG2Ng+LpdvGJ/4xCf2TU1NvTuO41sbjcZN7qbD3U53sbu11XJAHq+srAA2/Wy229DrdqHb65AXiPfpFqkchhVOnL3BOcPVxpTCVGoUgWY/EBg7MFlTjnME3e3Id+OItyx3J42hGjQBkSsI4OUQFqabPN3H3d7uidQ5jFfPb7bfe/z48S9/6/bklRsTgJ7EJHZ4PPjgg+h4+Lty2RZYzFxa3nPD0euufacD7xvR8bAsigNxnOxx4D231d5qra+txafPnIG11VVw2Tl0O1swcKCaFRk1jqhtK5LYlkV8FIFnwd1tOTf7kKtJANJFyF7h7FVbcqETWMuNeTM6Elpgk6ZADJ1+87c/u3S1DRt4IzEB6ElM4i0cUsx8TWMsB+TX33TLTd/pABVB/BqXjS/3+/2F4WA4jcMl2hvrta1OJ3Xg6jLyNTh16jS4DJ2aS/JcgJysWg0PMLDCKwspzWPUQqE5EJ4zGioRSBs9PqTZqMNbCZwxJgA9iUlM4jXDAfmrKlLGAymVW7/rtvcaa26PkujbrLW7Nzc3W4N+v1WWto4Z+erKimm7TLzjQBy14tjwY0sEcnwGA4PRANr1PjXg4Ni37mAI337rd566pG/yCowJQE9iEpP4loZQKv9WLl837r333rmZmZlbHQDf4jLw6zudzpFet7vH/T7f7Xanz505U3M4HeHoF2C+e2v/wYPf/Wa9hysl/j89HrHyYu1DlgAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>