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Eurolite LED Strobe SMD PRO 864 DMX RGB (Eurolite_LED Strobe SMD PRO 864 DMX RGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Strobe SMD PRO 864 DMX RGB" ShortName="PRO 864" Company="Eurolite" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>927b5e3e-9993-458a-a379-91feef95b240</Thumbnail>
  <History Date="18-01-23" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="21-01-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="23-01-23" Author="Nic Morris" Comment="Added Chase, Chase Col and BG Colour function ranges in response to Bernd Kraus feedback (not documented)." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c8b4273b-2316-4b8e-88ef-b0f3ba4b61ad" />
  <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="xAmber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="Pulse_Width" Name="Pulse Width" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pulse Width" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Chase" Name="Chase" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Chase" Display="'No Chase'" Dmx="0~0" />
      <Function ID="2" Name="L -> R" Display="'L -> R %.1f%%',0.0~100.0" Dmx="8~17" />
      <Function ID="3" Name="Out -> In" Display="'Out -> In'" Dmx="18~27" />
      <Function ID="4" Name="Up -> Down" Display="'Up -> Down'" Dmx="28~32" />
      <Function ID="5" Name="Cell Circle" Display="'Cell Circle'" Dmx="33~39" />
      <Function ID="6" Name="Cell L -> R" Display="'Cell L -> R'" Dmx="40~47" />
      <Function ID="7" Name="Cell Bounce L -> R" Display="'Cell Bounce L -> R'" Dmx="48~56" />
      <Function ID="8" Name="Cell Bounce Up -> Down" Display="'Cell Bounce Up -> Down'" Dmx="57~64" />
      <Function ID="9" Name="3 Cell Bounce L-> R" Display="'3 Cell Bounce L-> R'" Dmx="65~71" />
      <Function ID="10" Name="Cell Diagonal L -> R" Display="'Cell Diagonal L -> R'" Dmx="72~79" />
      <Function ID="11" Name="Cell Diagonal R -> L" Display="'Cell Diagonal R -> L'" Dmx="80~89" />
      <Function ID="12" Name="2 Cell Spiral" Display="'2 Cell Spiral'" Dmx="90~96" />
      <Function ID="13" Name="4 Cell Middle In" Display="'4 Cell Middle In'" Dmx="97~103" />
      <Function ID="14" Name="4 Cell Middle Out" Display="'4 Cell Middle Out'" Dmx="104~111" />
      <Function ID="15" Name="3 Cell Diagonal R -> L" Display="'3 Cell Diagonal R -> L'" Dmx="112~121" />
      <Function ID="16" Name="3 Cell Diagonal L -> R" Display="'3 Cell Diagonal L -> R'" Dmx="122~128" />
      <Function ID="17" Name="Diagonal Toggle" Display="'Diagonal Toggle'" Dmx="129~135" />
      <Function ID="18" Name="3 Cell Cross" Display="'3 Cell Cross'" Dmx="136~153" />
      <Function ID="19" Name="Multicell L -> R" Display="'Multicell L -> R'" Dmx="154~160" />
      <Function ID="20" Name="Arrow Up -> Down" Display="'Arrow Up -> Down'" Dmx="161~168" />
      <Function ID="21" Name="Wave" Display="'Wave'" Dmx="169~175" />
      <Function ID="22" Name="Multi Wave" Display="'Multi Wave'" Dmx="176~185" />
      <Function ID="23" Name="Bounce L -> R " Display="'Bounce L -> R'" Dmx="186~192" />
      <Function ID="24" Name="Bounce Up -> Down" Display="'Bounce Up -> Down'" Dmx="193~200" />
      <Function ID="25" Name="L Diagonal L -> R" Display="'L Diagonal L -> R'" Dmx="201~207" />
      <Function ID="26" Name="L2 Diagonal L -> R" Display="'L2 Diagonal L -> R'" Dmx="208~217" />
      <Function ID="27" Name="L Diagonal R -> L" Display="'L Diagonal R -> L'" Dmx="218~224" />
      <Function ID="28" Name="L2 Diagonal R -> L" Display="'L2 Diagonal R -> L'" Dmx="225~232" />
      <Function ID="29" Name="Multicolour 4x4" Display="'Multicolour 4x4'" Dmx="233~239" />
      <Function ID="30" Name="Multicolour Wave" Display="'Multicolour Wave'" Dmx="240~247" />
      <Function ID="31" Name="Multicolour Wwap" Display="'Multicolour Wwap'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Chase_Spd" Name="Chase 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="Chase_Col" Name="Chase Col" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Colourful" Display="'Colourful'" Dmx="0~0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~24" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="25~39" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="40~56" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="57~76" />
      <Function ID="6" Name="Light Green" Display="'Light Green'" Dmx="77~89" />
      <Function ID="7" Name="Amber" Display="'Amber'" Dmx="90~103" />
      <Function ID="8" Name="Purple" Display="'Purple'" Dmx="104~121" />
      <Function ID="9" Name="Magenta" Display="'Magenta'" Dmx="122~135" />
      <Function ID="10" Name="Pink" Display="'Pink'" Dmx="136~153" />
      <Function ID="11" Name="Light Blue" Display="'Light Blue'" Dmx="154~168" />
      <Function ID="12" Name="Turquoise" Display="'Turquoise'" Dmx="169~185" />
      <Function ID="13" Name="Cyan" Display="'Cyan'" Dmx="186~200" />
      <Function ID="14" Name="White" Display="'White'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Background" Display="'No Background'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~24" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="25~39" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="40~56" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="57~76" Colour="255,255,0" />
      <Function ID="6" Name="Light Green" Display="'Light Green'" Dmx="77~89" Colour="128,255,0" />
      <Function ID="7" Name="Amber" Display="'Amber'" Dmx="90~103" Colour="255,100,0" />
      <Function ID="8" Name="Purple" Display="'Purple'" Dmx="104~121" Colour="128,0,255" />
      <Function ID="9" Name="Magenta" Display="'Magenta'" Dmx="122~135" Colour="255,0,255" />
      <Function ID="10" Name="Pink" Display="'Pink'" Dmx="136~153" Colour="255,150,150" />
      <Function ID="11" Name="Light Blue" Display="'Light Blue'" Dmx="154~168" Colour="0,128,255" />
      <Function ID="12" Name="Turquoise" Display="'Turquoise'" Dmx="169~185" Colour="0,255,128" />
      <Function ID="13" Name="Cyan" Display="'Cyan'" Dmx="186~200" Colour="0,255,255" />
      <Function ID="14" Name="White" Display="'White'" Dmx="201~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="BG_Col_Dimmer" Name="BG Col Dimmer" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Direction" Name="Direction" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="L-R" Display="'L-R'" Dmx="0~0" />
      <Function ID="2" Name="R-L" Display="'R-L'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Shutter1" 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" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="1~5" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d6a62917-d8a3-4352-8388-8e22280614c1" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="5" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13">
    <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="2d4edd64-1817-4fe2-8c4e-336fe094a0c8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="xAmber" ChannelOffset="2" Wheel="40" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Pulse_Width" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Chase" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Chase_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Chase_Col" ChannelOffset="10" Wheel="24" />
      <Attribute ID="BG_Colour" ChannelOffset="11" Wheel="7" />
      <Attribute ID="BG_Col_Dimmer" ChannelOffset="12" Wheel="6" />
      <Attribute ID="Direction" ChannelOffset="13" Wheel="52" />
    </Include>
  </Mode>
  <Mode Name="54 DMX" Channels="54">
    <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="ecf6ea61-5ec5-4506-8cb4-58ad7b101eae" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="3" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="Cell" X="4" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="16" ModeLink="Cell" X="5" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="19" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="22" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="25" ModeLink="Cell" X="2" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="28" ModeLink="Cell" X="3" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="Cell 11" ChannelOffset="31" ModeLink="Cell" X="4" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="Cell 12" ChannelOffset="34" ModeLink="Cell" X="5" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="Cell 13" ChannelOffset="37" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="Cell 14" ChannelOffset="40" ModeLink="Cell" X="1" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="Cell 15" ChannelOffset="43" ModeLink="Cell" X="2" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="Cell 16" ChannelOffset="46" ModeLink="Cell" X="3" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell17" Name="Cell 17" ChannelOffset="49" ModeLink="Cell" X="4" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell18" Name="Cell 18" ChannelOffset="52" ModeLink="Cell" X="5" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="3" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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1UUKtVwfmzSrROzCNI68REFe6kEU888SQMnrjAnYGH9zVMA006T63ZQCgUFCAtEoHJhGKq4qaf1eFTeanhyJEjPMFCSPfrIQLtdCAQuCISDv+bRCqJv7tyr/21hx565tSJE7/2F3/xF8U3uszfDHLRAzQ7oDmRO+fj8GaXEykSs1n09/fvRTuHbVt+SXGBdcCdiLeXZxzXdL2TzP0OiyfStawm58wmEOTJJBsiLaFl+WzF1lTVF/dpWg+RhCt+4/bbNzQadSIURQGm5XJFgClPpsB1dzmbwdjEBGr1mlhXq9bEjNoMwCzOJFROpkUHZC0BsMxseS5BZsZOUiPDmfDVk/KWt7HYtlzKKbIMAdor03WtZHzk3BuqO7uOT/O5M6so4hycRqFKz1Cw82KSWd7O1z154oSyceOm91x73TszX/7yl3+0uLj4wGc+85mH36BX96aQix6gea43OXvy2tlJOIpjw4YNH6Kfn3jj7rAtb7RwStpNmza9nxT5XvoM8GS7BLbMUmP0idIn4vf7Q7TkiXj9/mBA1326xnXr9t/854KtMuus1YitVivOnJEEnIV8ngCOZyxvCFCtEnAxoMpZyhv8XbDbGv7LN7/hTN3l+hBsd8by1rRlvMFeSfEpazIfI/N9y6nT+Djej9fxTOeqmJjBEpEWDKx8sOWyZSeHqO2m1VBEVjrxldPptqY0Wz0j0Nrp1hQ5UcSamYN4PU+VJediZAZ+4uQJnmPTt237tg9ef/31H3zkkUeWT58+ff+dd975BUv6IS8iuegBOhQKqZxGdO38efybG0q3nNiuLW8J+dSnPhVIp9MDckJfauy1oaGhIJv8bCwRWIUIZDfR50ra7+ZoNDpIAJckEBQTCvKEvQSSPEkvp4xV6LjwjTfeGBVmP9UHOVt3zQOmcvYa3sbrFE1FQ8yK7sxw3Wg2oJGZL0EUWEkiJPKE2w7qCsBSxMy8grW+6rRf7io5K89K/4l1wYlwZSoDsQ3ODCcSzMVkErw/X5brv4vsqrYynkQ+B4vmeyVk2Iq8rbUT8KoClDXNWfIM7Mra2cfl9Xmd7UwyzDOEnzh+QrhDurq6OvZeeeXnf/Dw39/1wAMPfOXUqVN3fulLX7poBo5d9ABNUudKsVYYrJn5tDPa/dPKPffcoxLIhVwAjXo6rZwOK0Xh75x0O8TreUm/Q7SeO7GC/OFpBhl8CagCH/vYx34zmUxqcsZzHhHKeVUYVHlyX17H4MrJsEZHRwV4MahKVwBvk8DondpMzozO0pqOTADOymw5UslbhgO4puW4ABiUDGKn7HIQx7j+Bg49ayV94yhiZq2yl+3C4z1+przaVGYX2k8Aq+KZA+VVdIGtrGx6zdtae23+zRNTqO5M3y4gtxSI4oK7exgDtfcMzPyXl5fw6I9/jP0vvRS69tp3/t4HPnjr7xJQ/79jY2OfuRj81Bc9QN9///3Tt9122whVmk1rp6niBs2ftry63HfffbvJCtnLQEkNyk9lqElA8wqtixNr3UKsdS+xokFirv5AIKB86EMfaoEofxj8JJgyI+UPC7ubKmJWjkZrtnM5a41cx7+/973vrbKGJFPz3o93Pklvknl5jrUsdK35LoUg94JlYrUYpRsXzJ1nigPoYr1DWAWrFOdV3SyKsFd8E7/E3CO2rTos+tV28DyH7MyTZaW4iqOV0dFaOYvVmgBWbpdltVKmwifNvmxxXselwcpOJfasNB39I85Fx1UqVSQTCYTCIbJASigVS4I1CyZtm68of/nunv3pM4hGor6Pfvgjv7d+/XrGrre96/GiB2gWauDfocUfsh/MG2bHFYOZGPsgSWu/7efW++xnP5u68sorn6KvKj2/anHPv2kq9BFLYpvcp6rwxDFUZgpZHulLL700yiyUQZIBlDtWZYcrAy1vk8yVy1REDdBvBmK5Tk5OK2ep4ffA673zMcrZ0OU63ocBgPsPLgSqktV6ma83xn0t6HqnJ/PK2t8/a+Zyd69/+Mv4JUURSmDFJeGVVygdVmIuoFumsUqJyX3FNrdsRVna1kqZ2hC/+T1ySZiWcy5+d5FoVOxTdRWs1yce8Aeg+XUsZpYdt1CtvjKXprLi/pGM2psGuESA/sgjj+CP//CPb0MboC8OIVB45ZQqcBpykdhdKpViEzv/Ot9WSxgV77rrrsv7+vr+bTyVvEKDws5HnU17qsFavd7gVqlRM9IsU4Aqh1SJ0CrLMlWjaahkYguQhQu+dKxCLEnh2FYPUCr7D7wkfI71ek10XvE2/i4am2tNiA4qAl6DQ61cRSYbse02Um5TliVnNeejlFavvvgl6Bg9RMAvQEV3+SazSIMbP+OH5nRA8T/26TLTFKzNFlOEQ9N9grV5Zil1l9JtADciQVtp6J778eSUd1nk2uma5PICYOde50Jz8MGzBq6fV/P4d1t7yE496Q++4FAPp4NOZLnwsFrbA5r2ykrnPfKzYMUVw51/tlu23jky+R3ycwdDQZRLZXd/t1yw4mmxxXmZBquIxWIoFPOiU1GUmbpy1xzVIVxDrLCzdXR0dAg3jyx7XuqkgONxOkchhyIpcMG4NfdFKKtLQFsTS83+b95apfq4eduWvlcU1dtQ2gANEVJXkiavFFmBmRESgCfxDwToWz/1qcDV6fTmUCi0WfX5NvR0d9+xfmjoCrqSRiCoOvGoVe7Jt8vFou3GoaoGff63L3zBx2FJZ4fPC8DkXnj+zTGo3Bg5NSoL97rXXXNfRgFwpWcgZf8nNw64bFWY29IX6mm4ustgBVt1Q6wE2eJOI97HdQ9cCEpEI3SPZXCV3Uy2ba+0eMmG3P0dliSZm2SnKwy1xWqVlfPLa6mab+Wd2R52qyotUBDrLNtzzVYXHST4Y9XVvQ/0M16qjFJoPefKmVaiFtxVmnpBoG/dtw2RTMgyVrtNZD1k60L6yeV6Oeu797wcCcLvLxwKgRMYtdwomjvju+p2zNF1eF8G9LSSEtEcK4/l+KcVeyU0T3SSViuIJqLChWOr7OKhuuH2EAq3ka4JZesL6MJtoRDwaj7NUTyiPJxZ5umuUaqUnWu02PGK0npFEXnYPAufY9++F57fu/vK134/bwNpAzRE5SpdyFzlSsm+TzKj01gzTY96zz3qF8LhPyLAuC7g96eoEQWpAmm1elUzm2aMACpGjSfUqDcChmn4tvk0ZWpmWsSvslnHgMnn5mswkLK5zgyBKx9/94mwIwdoRc+5vQKiMixJsBsRRqULZsmNxHQbE5uRpmvm+4hpqqYDhn5q6Hw9LRBouQH8PicaoBU+5YZm+VxAbzWQCwGMK681y7mzw5qvEjhWb1p9rHQjrLqusmohj1kVIWGvAK8Ed3lf3vtcc5qWrFXWUtYqcFswfef+5Lmb7BuX+8Bq+YQNl11K011132PT9aWL/ZkNm6t99/wuSuWyYKOQvnT3HNJy8ZaPDI/TE3EeJuvsz7do2E49gDPaj90bDJ4VAt26UPTyfTghcranYDTFh1AkggY9A+/LyjcQDDigTIBsuUCrekIAmWEzk2YrR/Ji6QYpEHiza2Rt4UvHjPIq1UyUD12HJ3SmdjV84b3eXtIGaIipr0qtAH13nWRf2VyOQXM9rTos92eXw7333Tv7N//5690VajzsBw0EgyLgXnHNeNFYqTI7Qfw+dzCA6Yy2wmqwECDqgqRBldonWKIiWKsc2SgZp7wvcb+uNF3z33R9iHyMiBhwgcZygcTndt4FqYLL/bxtRHVdAOI4uKCGtWb/hTvPJFOTx62d4VkCpOqeX5a1VDKtc7kxs9534L3eWh+w84yW08mlOYxVUSXLhoiz5fLhw1TZGWfZLnBeOCSNGr+4NwYhw1zxYcOjfBhYTQYgAjlWurxMJVPCmhGmuOJSUDimu+Veq16riU4y3a8jnUqJ68n3IJ7J59odbpE366YYfFIsFxEMhtjLANE353bWOaFsqtMZJx5YEffDbiI/g6jixiHDuQfLDcVjOstAJxUG11Hn9atuOblRHu67bBgNRGJRN/JEbd23eNeKG5HSqiMQ5eGMRHTr+wXNkwu5jixxn97O0hUFZopD4okY1/e3fZ8QSxugIeJJi1wJeCiq4frtTK6UPNqJGlxff/9G7/6f/OQnt33/Bz/ozmQyonEwU2CXBAM1M1SuwBz7KZmSYdRXET9vTzn7B72yAk6Of88b3L9aPACvrt5nlZ/Xs1QvsM+FzgsPqK69N2/0g/e8rfO569eOKPAOVFBc1iV2548L2Kr9ys63C313GKBzn44v2FVEDD58YaEIrZYPnCMFIuFIKx7Y8Ze/SowxCbu1dFKYKV9a+N+9ytCrcBwFpjmuAmKX4QgpPvEQ1oo/3ClRsZovx6NWGdz5XnjJrgtWIpLpyzJkRONVwSAPonJ9/gSS0WgEckfJoPljimdTxP62zR2wNdeVpTluKUVz/dAS2J00jZbigLcmlLJTLqbh3GzrHXmYP7uYLEV6223h6oALztIlIoCdSQLdh6E5z65azm23GLLoT3CiWlTLAXChxJQ1sH2BV8QdkIqtNi748t5m0gZoCEacY7bUZP+f4ph3XFnY57awtIit27a9w7t/tlC4nJO+cCVuGk49ccKHKgKwuZGEwmHhrhDAo73StBbfeTSX8O2udAK1NitOp9Habifx3WVPLb+sh8GubEfLPXEhF0JrwMCqrQ478roHpI/VaeTOBKCOOWy3XCJ8AAMN+1B9QkGtBv8V1quKhqm6wNoU1oLq+F+5E0qMYlMcoDXdTke3BNyYdDGkORAIIpFKoFyqQHZCCnZtOVEeNmQ5OrHMCwsL6O3tE8qTt5mmjOpYKYeWcGJ5jmjgd+NT4bN1qNJM9/hMW7vTucKxCL37sgA8f9DvjNxTpAJxDXwJcKxM6ZnzxSJMd6sE45UOQ3foNS05AxzPQWJS3dQIZMv1ClaUmOK6Bdj0t8TzG7YhQFOOFJSg6wxGUR2QVtBi1D4GdPprEoI6PmDLsWiw0m0AR18InVjTyHJQZZ+C477hnwHTAWEGdQZlS+d7oTZE9xJqOh+Dvlt0Ep+piPt1zkt31LRE9IYpvVn8fJJEKy191XrmMLUtJvG4CKQN0BCdDgUGlqZo3HC1uNOg8sUC4sn4Jd79FcsSMxPzsNhVnTQM2CaZ01W7ZbrrfqfBrpXVvlZ4WsPK9gu5E7zHqB53wMooSOkGsTzrXUC18Yr9VZfRwm20tr3i95bA7xAetQWWq5SCu2SWyVMacTmuZaZyqLMsU+HnJNDj+GfulEySqV/IlaiRrgwJdkMXWj5cuNEB7HJiSyUSj4nBHy0lIt0XiiwDZ8mDJOoE/uVqVUSM+P2rh/WvLVcG7ygpGmeGEHpuBlvPM78CoOm+QqSALQKchulYSqxcNGEleF01smOPjuGRdX5dgJUAUAnQ0l3A3WiqY1k1mhUYCpWdnxCJkJBKWUQ3KF4QE6/aQTFTsloHj53z2bYLzHx+tdU556gAx6lgqW45u0AvTrvWyKJjTJ8tXEjOO3b2M+mcpvuLQdhUIRg5P6tB56vRRkPgsVse4tVq0Djkjth6s07kxrDEffkNB/D5hxzAuPY2ooJBK20GfbEIVba8zFfAoUJuTRXbisUS+vr6dnj3p4YnEkVz8poLdi7SOZwRaTZ0AhXBpplZqjJG1REZDiXO6VZ4CSzOmAZJH1zzV37g+S7jRmG7LhEJvI4vk10oLRMazqls6QeWgAt3dBs3WmpIDTLrIwwgljP4gDfxoIyVUDq75b+VscnZTJYYrg9derfwgcLjZ5dKQGndKZvsnPgnL9hyhBioi/XCnNfcgRNib8tZss/WGTKtoVqvCkXI31U3n4PoPKV3KCNVpN84xNEHpbITsqe4HazSz7uq71EWrIEAh50RQLMFpbrgLy2NFTeLczD7bh3Xie2OGnSemzm4AMGWm0ARDNFyI2EQ8AmmyeKzHVByvQBOpxsfozigxYxb01aYviVcWrYbPsc3AcdXrDhuA1M+mHRjsNVAgG8LUFbcQTPiP6FEnLoDERKnaU5nMp/D4LrFoYysCFXnOFF2qmMZiPfPilpEHhwAACAASURBVDGoC8uDn8/wqyLgU7WdhEncGVml9qD4ycoK+Zxh47RfNBSBr+lDfXIZxkyWlKhJStsPPU93aMC58TXuDTnAqKe7m69dwkUgbYCGiNbIcz4O9iOvuBgcbORIi2gkFvPubzYaw+yaEBWwRX3dji6X/TFA1Bo11JuKaLjMpNn1IQdWSECQoWziksKvqrrM1Gn8mtsJBrd9yqgGVijsz/R2mq3tnGMlwfsm4xEsLiyKexAdjK7fe+3gDv7Osc4MaP39/c45CKS483OF5nv8r+4zMLOtVMvwm36Raa1Ozx0gQNU0vdWoJNuX7I3vIRQOioiSSrkk3EARt/MyyAMZZOdo6/5sYlc6ujo7sJzJ0HUq4vl14X5wOlX5zxBuKojzMvDweeLxuHA/8e0yyLNxLAdaeEPzWJx71RAhpdrq0JTlvsrXvpL/gt+FbfsFF2W9aKtKS8dbrk+VcYmfnUue2bbNg3HkeYlxC3XpeHsEA20o0p/rk/aP+wpc68wJchOsWHYYsi/fUKV/32HjTWLfdboeX1OEwbmsXTwLd167b1UN0nednlkoTwOheJTYMisam+qsjmgigVKlSjdvIJ7uQJQsmGq1hlgojM54ElUiK3yugb4+KKEASlQPtiT60B9J4WxlAbF4CDu7+zBXK+N0fgq3DexGyIriq999CE9/9xGYZQtdl2yH8eQZqJZrPSpuu3DVIyuY9evWIxaJPfnpT3/6zz/1qU+9Zrt+O0gboEn+5m/+JvfB235NmLfejijuzWaW3Gw2VtFkQ9OKYjQaV/ZWf5DbwLGi+CXjlMNYuTHLEDnpT2NmxKRPdfPlrgy7lW4J52yqF6Dh+G+Xl5db96QoK6PmvBEoCdItndSg3FnKnW3qiiKRLgrxzLbjsxUx1nTP7OszSwRArvKRERY+v88BbRdwdZ4eLJ93Or/oOB74EKfrctSBxHUJMjIxD4N6MpkkxbEgFBj76+WzVej6CnegYoWp+gN+0UfA964Q0AiWx4VvSLrlvAsnSoEHHznlW+XYYdVxqXBkA0O5Jn3E9sowYvencHOp9B58AX9Lidou0Mr+UwVOh6SlOMqZ2aelK8IpykzdUp0OYFUcp7i+VVsAr+12vkng5mOruqOQZWgbuwmqPqywW8VRIIoL4JbhRqCobuSKaw3x8YZPcVwcLmlglwZpPrq2RWUYcBgybyblmYp2ENMlxq0Rc44GEE6nCGgbwgWztX+96B9YrhYFY93QO4CJpVlRR7d3bUKHnsLLCydxeXortgTSOJIdQ8Ws4uaBPVRXfXj4zHP47a03ossXxd9nT8JP5fUrwR04jzyMhopr7UGE9BCe6+nHE0G60ypZREGVFIpsGxakKpISIoV8w7tvsJ8ce/IDF0tmuzZAQzRS83f+5ccxMjLi+NcUp/OC/YhVMtczS8ur9o/qep39YBxSJcFQUdSW31f2RKuKY27W2QTmXnsyyxkoGPgYBNc6R1R1JYMY11HhYuD42VZMhOXZ7pjrrECcrGYrHYKqC/61SpGewySgzhB7drrT2VXAIYG2JxxwxbdKzJxM74bZQJ6O5c6pzo4UYoHQCnN02aEAQjdettHU0WF1Ym5+Hg3bQJjAtq5weFgRcqCI4rJVHpHGVoPpxm0bBBylehlhMovNmiHidJ0Rh6vD7SrNmuCMdkBFtDNJ3wl86X8RNOF2tqlSDRDzqvD9sW+X0yuRee1jts6muuCdpgA7NsMVxX13/Ey0ribYLZv2tJ1Hy8FxKTR8DJyO39dnWk6Uj4+eh8uUz0obipxzi57H1FUCJCBsKAKUq37H1SE6Qtn6YXeFO7KQ79x02TnHDBvc0cr9Fhzip5LyIWbLb5etiiazdVJOoWBYVIUGlYUSCyEaDtH7IoufgL5naL1g9MVslspUx7suuRwF2rZYKWBT5zpsjXbjRPYcigS0tyT2IkgAfbw4jG2dfXiHvw+Hid2eWJzEv9n6bqQQxA8nDuKaDVeil6Dice0kRvPTuK1jD20L4ZGFDC6Jrcd6PYFyuYBCLYtdvgQWUUOUFHiaCp89+CHu2NP88COARs3C0mIO8x1EIOqzODx8AvXZWXpMelHsUhIjQ1UnTtp99673DUNDQ9h9+e7cvbfd185md7EJg6Zgk9I8dUPkePRWofzKpFkc0+x0hNirQNohpiuhcyLXLpyRdXEyE/m8MlWlFKcSKi0fsuiBd0F2dQjdakj3ug5CZGqyyc8MR7JzDnMSCiaXFddmxsosSvbusw/TbCVjt1vPkOpIo8gDGEg5VJt11hSih95wWaNlup1LmuICdEP4KRn0TWK0Nbqm4rI8ZrqG6LyCa1Y7I85M7gRiHygpBKL2wo9pNT0JjTwuFP5fsxxAdZSD0xHGFrAmepRMMaJN/DFDpZtt+DjEy2756lvHKStdDLKjDa57Q0QgcEgbPRcvDRm8qyiu+8GJOfbZPvGsFrNVdkOJy3BHW1MoHJWAs0rgXVVs8Rw27afF/dDDEdSoPBV/GKFIwh3dV0eILJJQPCLi03UOq6OL9YUSyBp1lKnst3T0YSDchcn5KaRp/RVdG9GsNXAsM4mN6zdjV6IPc4UMpqwyru3cgRjZCS9MHENXsgs3JzcjQ6rs4MIoru66BL2KjuftEE7XF/DexCbuqkOOvq8LxbEOYUyrAUzbOoJqUFgcJpx3J+wUjtYIBNkJQjyY6pbWRNHKYZbq2ZS1CNXfxIn8OUxbeZxVZ/Dg4k/pHSk4vnSGFGwZ39GfxdT8AiYzC3ju+DMomXUsnjuLDrqusViETsybe/6En/oCIZDc10B1722fwc4rbYB2ZWlx8SkCrhu98bzMRNjPVsjmVu1rEqo5fsdXZj0Tw5zduF5psnIuYDb7ubOwIpKxm6vy6r6Cya7qvLLdsKjVPkgWw2oKE5ejE4KhAIGv3gJnvg+eRkhEMBD71Bp+WEWyCiorE+RabrzwigJwTHYBrMSem4SKZWpEIqm763JglildHdzx5ayzBViFE1ECJ11YIZZ4PEUAp+qGG1ju83CzZ6AnuIOf7puVV5PW1nzSjw/X9WK1fI/SNSAA1HUbCL+/6t63Ige+OCFnfC5LdNi5kQ3u4AyV3oUcsKFwp2LQL9wtTX4nPNKOJxBWHDeDQkqDhy2L4dduZ5hOAGUUK8TKCVS7Ug6IN5pI0ruNJaPCQuDrdkST6CYQLhCzNKksN3T1IxGN4UxpAjrR8cvTO0WfwAnjPLaH+rEl2osqgfML08ext287dvq7MVrM4uWFYbx/yzXo0ZJ4CvsxkOrFVYl1KNVKyFXzuKpjC7bbMcyThWAUprBVTSJE7/RM04cYKZIuxEUEhW6qojOyyXZHg1g6sftCs0jWkiksGHZlHCflcao8jenGEp5ePkVl0sRPiV1PTteRaKp4aXEYFQLlc8UFVBtlTOUW0ZEfQZjq32h5CYG6ieP6GeTtMuZJwRtaQyjsoq+EVDSCNN2P6o+ga8NmrIt0wibL78mFMqa1WSARIYXmxmW3/OpOfef21N/Xjx07dyKTyRz4JZv4W1LaAO2KYVqcp/JG/u40dEUANINpLl9YtS8xVSsciQgXh90yxVZC1WTic9lZJBKx07mYacrUNt74W6/fW1xbXYldlu5txwfsEgupFNz17DfOmc1VHVliAAOfUXdYdoM4kNmoOVEVNnf8r6SM9MZoS9eCxsDk16iR2pAkU0QH8BfVjU9WXaBUHXal6kEBnjznRsMNE+P7qWvMRld8rOJaquNntEL+VkeV7OCyVzDaEfe5+Vomu0U4LphA2BTBua6nWnVHCrLLgq/nd1iviDMX56V9QwS43BHJZUPAxMOXIx2dUEgJ1wsFEbrX090pOob5hpLJBLpoO2flCxOj7Et3IBSLYGp5FslIDJt71iNN5v3pufNYlx7E5T2bUTMaeHTyGG7ZcAWu8q/DcH0Zzy6dxj8buIaYrYKfmqdRmqvgQ/3vga4E8Le5n2BvZD12+HowTmz6VPY0Lhvow276nSYwW65M4DItTcf6MRYg8PUH6Zsp/nwhn1BGOj1f02SlYWEWJSrrGqaCRWK2BoyqhtHKAk7XpnB8nkC0WsbRkZPI0nGH52eJMFQwnZ9GMKrCpPqZs52RlGeIgUeDESzQ/iPzYxhMdGEqs4RuKg8O++PQugF6/p3JAfQE4+iozqI/0oEdkW5kUcCp+Ul8tO/d8BErfjb7MjZE0rjC34Oj2TEcLE7jtnXXoGnYmOs/hTPYJ6wOhd5lkOunyFuiOFEqzNqJ3Pzm7XecnRmb+fV//fF/ffyXbuRvQWkDtCvRaDjBvlG1FT2w0tlGbMv377/4xU/80R/8wQNy/6DrKpBstCVrHcue1d5sZK8lcniG09fjjvpSVjoj7Vbnlet7VX2OT1XuK0LjLGHu83wDIuKEBw8oZmuwieWO5hPfVefDSGlbhgh3anA56NxpRpXETT7EmMvAKjqiXGbPSxH36hSa6PW3VRfHXTZc8ZO5r0K4HPi5fJazg1BgIgefE1ImXBLsnzVN16+hOb857kowYJ87Mk4R9xYgsFV0nwBlk8Ao5A8gFg6Jc5WsEtKpDmwY3Ih8KS/8sAMDG4gEB1AkFcIpLgfCafTEu7BUL2CJAO6Sjg3Yku7Fmdnz0Oghbhy4ikx9FY/N70OwZOCfb72FFI+Cn8y9jCTdwPsHrkSAbvSHeRtdgX68W9+Kiq+Js1jEJdogtphJejcBnFAXMAhijHYNwaZfKEubaLWhOmXGESxFAtUa3VfN18CiWsGEncO0mcGir4jzxGgDVATnS9MwggXMNJewVCng6PI45ogF72tqmFycwVgzj4cDT4nBU2Nzk6RMooinEqiQBZRrVNCd6kS3P4pFrQqbLIFwOoYo7ROM+dCbSiORTmGqvIAomT9Xp7cJn/6Z+RFc3r8Tfb4O7Js7iSQpjd2dm1Ghl//0mX34cOel6PXRc1YUdNPyal8/hps6zuem8A5Sdhxhc7wWRIwslTCrFkUni8JHIK/SO6qiVnNGQHLF9a14pFrtSOaFScQTyIay/bSqDdAXo7B/1outMoyMAXh+bg7XX3fd/0yrBUAHAgFDujhkvK44Rvqj4Q6ygMsa3ZFcmvIq6N0SqzW4QcSows30xt81OT0RnFwTLjg613Mdsm6vNw+QsRyo5ASkjheRMc/1T5uMaQL4NAGiTQLcpgZntBj3YwVtAhonQkC1nDhj7sgKNi1wYtOa7jJYzel0s5n5iAEqxJbZfaE5LFtzWT/3t5s63WfY71gOVZsUXBiRZIyAwkadwKlh1dDdFaffUVQrWQJIC7EIGeidnTD9VVTqRSSCPdicWo8GAV2JAJmjB8JkOs8aJRG7vbtzKzYFe1Go54gtHsd71l2LrcEhjDQmMLo8ho8M3ESAqmFfbQ7HiEV+dPP1GPB34FD5HH4wfxQfH3w/tiOKfYleHFo4gw/4d1L5VDAcPoNqLY8Ozj1BZdar6ojYAQQJpDniO68ZiJD2miWIrRELblhFAvw8hgmMRhrL9H0ZByqzVDJlHMiPiBGQNdNGnkD2meWDOBw6SgBnYKyUQYYA+vzBKejELsvEaMukMPdnR5DSIyiWy8hP2Vjf049mwxShigIC00kkIhqu9G/GYLQLESWImewktiQH6flSYtj3dDODnen1CCshuuYJdND6G2KbkKNzvjRxAu/e+E7hcvp++Tkk1CjeG9oJ7hKoGVnsDdBx9D6OU8XhOh5RwqgoZTSUBvy+GJbpPS/ZFYTsEKbsMobtIsopHS8bi6Jf4VSDGHxhDodLYzg8x+9iDlPjU5hYnMO+wweAuuV0Di/XwEGFzKANwxLkg+Pa52Zncfe9/27bvXf/+aN33HlH+Fv3f+uimUWjDdCuBIPB0toRf9L053A2+q7L9dVqtcH+QyeH8s8xI5bt5MqVSZBebRSb7KAUcbIMxqrr7pDuAXmc6ow+s9z0YaoMEdM4aoBD0FQ3flYRNFxxQjucGF0C7KputdJPSreIYNE8Kq5G9xrWiMnZ8DGrsRwfc0PjYbu2UCB6UBcJ1w2dfcmGAOmmXxHJeUI8pxyHuNEnyuHj/EyGiUA4TGyu28k9nMsiqYWwqX89QiEdi2SCm8Qer+m6AgEthkPFs9CqVfza4A1IE3MbMWZxbOIkbrv0V7EZXThaPYvnRk/g09s+ICIEnmiM44WjLxGj3YbBYIoYYicm66O4PLwFG+wowvQsZb1IYBYBJ0ENKX4kQ0m6R2KxBKgEBwjxYAo0XF83KRqO3HBdVsxWm6SMptWayEU8ZyyLMjeWLSyaDewjEz5VGsHBxYPCZ39ybhQH88fpyAAWChkslZfwcPAF6CFSfLUMfHUdY8llYXbkzTJdO4iBRBpDqSQ2kmK8LD6AtD+MGVJcTQLoK8LrSUkqOF2cwYb0ILZraYySwnh5aQS3DrwTQ0qCrjeKKl17V3wDikYdz83kMdTRje2BLuSVKorVJroVjr3wI94kRqsGhcuqQu+0pDsdoFxjxHum91lQeKiNDwWriSVUEaPKkyerJEAAf5yUzHQjg2lk8LXRx6gMSIkVphHM6QiRRTORncVsLo+fRo6LuPqMmYOSJOuG2HdtlrND+nG2MiV6O3xk0ajBMPq6elGqGu5AH1u4O5xBUE7oJ7sTv//97+H6a65//p577vnv77777pO/ZFN/S0kboF3x+/zjDLpO5rOVARnOvGjLHO3QAuivfOUr5V/5wPudZEjSp9zq3HrluZ0hvrZrycn9V7YrLfeFGybHERjsSuCOOmarmjOvG+sCThkpMrQRa2v4HP+3jH0QORDcJOocy8uzZDBr1jghj66JTkV2DdSJIasBhw0x2w4movBHw7AqdRjs04iFkE4x17REBxk/W28ygXg4Qo2oAp8/gHVdfcSag8hYdWQyWVzTux1bEoMYKc3j2Pww3rv+Euzp2kRN28J/Pf04rtlxDa4JbBeDb/52+jHsia7H1R3bRSjZE5P7qBGX8T/1Xk+sNEbXJFAoz+E9iV1I0W81q2KK2NdODCJNmmqKAC3UgAgD4+EhcTLJEzaxWi0gQrlqRp7O60OOAHeRWN5odQnjhXm8HBuHaag4QQAzNjdO+OxEmZwvDePgAndu2fDXbdp3HPPFJZzKjUJLaTg4fxJGXcHx5RyiAQ0LuQnhg+0KxogzW6JMSN8gTqAaJE23lZj/hq519DuJudQygWwZ7+3cA50U2kt0rSgpjes6LxMRH88Uj+KdyV3o11IYJfb5zKkXcUvvlUgpAbxYncd8dposg/XCHhqbncEQKb0NaoSYdQ1mpYYAPbfBsQ8c483uKBFxYwnl06S6UCFgHTGLWCAFeKqSERbEcQLQSKSCyUqOyiaD8eIcRs9ysi8VLy4eobrjx/7CJMyahTNzw3jcGCFgV5GpFug5dXruKPLlAuoiVSrDuA+9gRD6oh3oIaY/qAZQ6LbxzsQVZO00ME4Wy46OdeijZzzYNYagL4Jr0uswVangvqlFnB5bJIUfhK9UcYZ5w5mPkDPzcR3lkNaA7hczftP3K95zw43/H+3yrn+81v/mlTZAu7KwsPAYp1+UGc9k/gT2M/OAD8u2WjPLcpD8bR/5sNuXJQFXvSA4Oxuly8T9+RpLAfSciJ7dEAECaXYB+NitQHwsHHJm5iBpEtNqBhpOPK1w+DoxwoSi8IXCaNpNcUKdQCPe2UX3bwg2xu6WwWRcBP3zIA6L1m3tH0JvLI18qYjx/DIuG9iMG3u3YdEu4dmxk+hNdeFXuy5FiBrN09nzMIjV/NrgXjJ1QzicH8dTpw/h9y/7KPqUOJ4vjSM/l8Ot667HzmA3sTEDz/oOYnOsH3u0IbD6eQJR0ViH1LSIKugxQqIDNUbVkZ4QYaKuYdvRhxUq3zKxXC2uo2jXRAfkLPLI6gUctiZF6R/LncOktYDvLb4osq0NZ2dwZOI4AdE4AmSuL+RnMLMwjEc7noEvHsXM/BwqCwX85FwSVVJWQb0JtVTDy9kqegc3Ya6xTAoqgniIRxQGsIPYXdLfhT2pXUhQuZ0rnMKGyEZs8/egqDSJrZ7Azq7N2B1ZB5OU4E9G9uOGTbtBPBjD1WUcWTiOWxigCc6XmkWhVnYE48zXcYi+ryfA7UOYlAkBXs1EzNIQ1XQRzhf2MdNVQRxegDTpCYwQkE/Su8lE6jhiT5Nd4Meh+lnREXq6uIBpeocnSMn8qHaGtvDUUhkUSwX4A0GRcmBiekpE/nSH4qiSpRMncG3mS+jpTqA35EeUGO1gLAGlK4qOaACbOkkZaxEC83nsTGwgBZHAnJnHSGYOH+i5jJ5HxbPzJ7A9NUBl0oEDhWFSCnncltot+gL2ZQPYGxpClx3AlD2PoBLEZn8c7H7mAU+2rqLcrMNuOOGSzgQG7uw8pHQ4F/Zg/4CRjMabl77jUvPksZO/ht/8R2v6b2ppA7QrDzzwQP69N99Elq0SMD1DsRl48wTQBN5J7/6apnEgc9DZRyLsq5/fcvMZSFE8bHrVfjw8mRoJD0KoJglU42RqEmvRU1HEYnGEGXzB4W81rEulsKlrSLhElurLsHwGdm18BwZSQzhBLG+sPoV3dV6CK3q2It8s4fsnn0Oqpwe/s/69BK4BPL98EsfnTuKTO27HJq0DJyvT+IsXv4kPr7sB74tuEYAxNbZEYLIBH4jtEa6MJaLp89QwdxD4RAhOmz4TJ4yz6EGcmKEtnAipUIKYOCmkoF8k4tFEFIlNpnLNccX4bCz4GzhpZVFn87iewwJ9nisTa2voAlhnlqfw4PDDyNNzTmRHMTk+hpOTxwTzHyalMLO0hKcPPA3Fr6NSKgMNYnsT50VkBicWQrWGEgF5x6YBBLuC6OmLY3O8D+l0B8ZLS9Dp/nZ1b0Eq0oFcYZGUVx1XpLbT/XfgqfxRMfDif+y/iQDOwINTjyLRjOOj6T1U9vRHILjDSmJXoAc5IqtnjXH0WXF0gTMiqrDKNpIEuMzseWi0SWBbFt2oKhZrVUSCtARP0VNBniyIM7R1hsrpRJ2YvlbEM5UJBEhJnSovYLQ4iTPNRRTo/Z0fG8WB7DlUuROQWHCmlMNT0RfoHlXUy2Un8iSREP0JNSoCXfNja98m9KTj2DbQj8FEH9XjKBYvyaIn0on1wX5SGAWynEq4KrEZPK/bY+ceJ4U0hMvi2zBmFnA618B/F9mFkBrHVyZ/iMtTSVKsHQjRs5XLOey00iLPR1CJkFINUY0gS0wJw/Q16KmaaJAlUyHFPk+1p6DUMNJYImXXiQOVRRwgq2VucYHqSp3qu4FA03QjJp2JDziDHw/df9/NN+Oqy698+OO/9fEP/0Pa+FtR2gDtEQLhXD6f7+HvK2k5FdBKBAM8fMsjtj1Pmn7IO8LOC9Cyg5AjJZjkMlDJsDjn/BeK6HB80I2wjeL6AG78lffi5muvxHOTR/Di0hh+/6bfxqZwH8atRTz4k2/iX73nd3B9cDs10CC+PvdDVBfn8Ae7PkZAkcK+nln8p5Fv4V90XY3rAxtQCJRQiJDJHujEe5SNxGGBZWUJc7UJbDIjWEcsbpnYVsD2E0hFqXHpQhHonJ0P3AHG/M1A1ihT4zcxbVXpueo4Wp/EjLKMJ3MnwcMMjpVGiL2dwH87a+H5SBJLjUU8c/opvDDxPGKhlEgkNTU3hWaDuJ3OAzYCqNUKMAi4Xjp9DOFwF2Zq80gkIjgwe5pYXS/SnRGkghtJIW1EOpzGpcYuAu4mru/diaAawjFiyM1CGbcOXoU0/T5Piub41DDev+1GEQd8uDKOwzNH8T9svpYgVMUzwRkcP3uSrIDLkTB8OKYk8MzsGfSn+tBNz32mFsJItYS0RdYIgYrfF4VC323H6UPP70MtoWMadUwpVQw35xA1kgQmCmaIZY5GS/hR4SSiDTr3whjOlqZJKRBcmSWcnD8tomwe9r0gZkrJ1vP4b7FnwWPucmTBxAkAv3Eii6QvjAo9Y4iUcMaoI0Flt2GDjt5IAt3JLlRIoTRIuV0e3oQEAeLp3DC6iOVeGhtAwazi0NIZ7EpvQZ8vguHcEjKNMq7t2CE6jh9dOkRMt5sAupMYvomZuQVsSoSRo+dBLUxMtxOchNTHnduaDT9ZIU2qA4UwvTuljAJV7EONGUyHi3i8OoGCUcOz1SmMEVt+VhvFvvmzRBhKOEuqZ7K0jOnyspjLsJLJicT/uWIJnV1dZJnmRTgkt45oMoHq7AycTm5AzsHCbPqFF17A1Vde9aH/+MB//PLvfeL3/uU/Zpt/s0sboD1C5laWKkSP3fIXO2DKcaGhSFi78847Q/fff7+cOXWU/h/6uU6sOKacTE3qzSS3VjhErK7XoPSEcN2u3fj1wZvhJ91wrljATZG96CYzcVBL4UfE/Nbr3VhnRwTLj2tRqHqcGhWH/jUQsTUEyxrqxErKIQM8UJrHgOnc0ESuNWK1IiaPGCjZkcvUPLNKCZpuYsKa48BwjBXnMFHNIjt/DhP5RSKpBk5nJ7BEDeml2DNoBBWMEcubGx7GvuOPQ4sHoOgWCovLGJ48g97+fuh+AvhwA3qQDHGyAHqSScQ7o+gMbUBnhFRJOITlyhzCZHq/K7kTcTuJJwngDbuJDxCTT5CyOZE/gNHGOdy6/lcFMz1ensCzs2dxo7oVnIa+EQnipfH9SPcF0KkGiY36CcCcwSgcBhe0iAcrPtqX3SaqSN/hC4RREhMrBFAghttg1klby6RkamoVZa2ECVJgQQKtTDWHqcoCXipGkS1mcXD6BE4tnSfgDmIkO4OR+XHsnzmCOIEMM8KlWgkx+h5TUijmqqgTm1ym97Y+GUUgzB2UMfQGu0Vn65KZxZ7UFnSTRTNOYM0uoXclN6NLTePp0jA6/HHsjqwX9/Xkif24ZWAPYv4oRksZDC8PY9e6HhEPPlYPIU4KL0mKTzEV1LOEcgnusIXoOOZh+VUR28N5PizhKhFpCLi+aaYA50myOabULMYb08hUlnGkhGEDJQAAIABJREFUNIXJ8iIq5x8Xg50eLx8lZTgGjQ4+XyL+ryt4GofoGQvifClSHtFIVHSUhjlGPgSy+OLY0pfGUKxbhO/NFxYwGOvDxuQAXpw9h2/PfIOsogC6ersxeWrmFc2C28zwyAj+7N/9Gf76y3/18f/wH77w/B/+4f/ylV+qgb8FpQ3QHkkkE/kxMqVbqW5dYOUZOTLLy+wLu5zW7uN9yVQusL9aJOWHx38MtJh0K9ERAQFPW8SjqtgHyNNbOcl8gNa0SPIcqjMXIg/lZcUgEsf7NbGNvZBQQmKQguKzMVOfQo4YZZ22lIwsFmoLxGjPQSEb9+j8GManx/ADYmIHIufIHCaAmT6I8kgJT8SehOoLEJBUkZ3J4cDwiwSiBFy+qhim/e+JuSZ6+qESADeaeehLGuLhFJLxJPQOHZtC63FpdB18ehTDZg72wNW4qecdSJEpO25nyXQ9j1vWX4XtxNBUxcBDZ3+Evdveg8u0rSKO+dsTP8Tu1HbsITO6TH9PTL1ITLuMa6JbhYl8vDyPRVII66wEAXYYWasTk40JxIjZ67aPikwTU0cZdh1+haelKhLD1Em5NVG0y6jQMquWMK0UiE02cMokBksq6LGlEyg0avjp1CnMzk2S0hsR0Sdj2WksTE7gqZEfI0DnmciPi86tp869gEQXgTCBlE6KbKw2jHQijXltGf16H3rDBLSkLDvjUWwk0Fkf7gU2NbBE976teyMSOrtTMlioZvC+nncS22/iOwtPYX1ikKyaneJl//XSw7iNFFM3PfcL1jKeOX8cW3vWQRPJkf2oGlVSNxy+CDFSlCMYQ6R26sSSRdJ7ke/FpN9NVEJNnNWKWCbrZlar4mBlAlqmgZHFSRTrReybPYaM1cDL+UlSEgdE3Z3LLHFKRfxV5gDUVBQNUi4nppeQTIVF5Arnfw4GDQR0H3aSotgZ6EenEsciWRhK0IfLE0OiI+98fQk7o/2IEts+VBolZRHEe0IDZA0VyIJYFgmWYvSMPyg8jktJAW2J9iHTybO+cEy77iTIguKOwVJFnwnHQHPb4cyCnMbgz+/9c2xct/FjtEMboC9GIfCccUDVGUvISznvGicCUny+DrnvX335yx86ePDgzOzc7M+c/p2ZHM/Y3eAcGKGwGx0SaG33httxJ4m/SYxu2Y9j0yP4+3Uv4qdzh7HQWMb/c/obiKjUqBqLOJ0ZxewzD+G7BBCVehVTxHYaxRyeP/YUiMYQSNnEpDTMHJsjcI0SiFURS6hiKLRVK6MrHkeKwCYW2YoN1JA6ezuJSZZxMjOFvakd2BvfjkUtix+cewxbOjbjls7riE0aeKY0gVy1gI/2XknNLYync+fw9PI+XNm7FesVHUfMeQLAs+gMpLDZ3wseVxji9J2ail47KAax+BRndpCggB4DYcMPjcx4japjVYR2AXmLQZYUBq3nSJEFAtqjBKhsoh8qnSPAnsY3l/aL6cSOEaAOj5zFy4svUxlbmCYbYfLsMB45+jiinT3I1HKkeBZxSAsjEImhXG1CLdYxR0AW6+oUQ7A3bngH+sgqiaW7MVjbgHgoiBuTuxAKqfguMccN/kHc7L8UNa2JJwoH8M7YDmzUejBFQP7IuWdI2VyGHbFeFJtF/HihjHXseqDnqwcsLOSm0UUsnQeZ8xPz3JBBHijE/F8MKrKdgRt1J8yvTmyZIJfOxREgAQzXFzBlLOKYNY58sYmYGsNZev9zxLifHj2Pcr6I2aUF+DkOnRRMjWd9zxbp/cYQoU9+aQkdVK798TRZWQFsIQY/lO5HT7QTiz1kHdJ72xEfgE2gemh5FNd17sAgXeO8PY/l7DLe37lXkIOvjj6C93ZfTmw/joOk1HJUp64Krqe7baJADLuXLDjOqzFPFoufFGmArRaT4+chBvbwc2ZrFVTJWpk3CxjLTYlUBIplokZ1skGkJOT6oHWfX4xCNDQDOqeMjcUQ8AeRSMR/Znt7O0kboD1CROApAuSPiIldW3k2nOX83DznK07IfT/3uc/tiMVjHQTQjttCUVrDt4Xv2V5J+OKnRuHz1ZzZu5WqiIl20oy66UW9odScf4KT9XD42Zl9eLb0ErFCqsRUOX905Hl0kMnYVGvOYBMi1AlisZ3JNHxJHR0EentSmxCPd4sY2pP5aVyT3oLLUkPivE/N7Bd5fj+cvpLAI4xnyEQeXhzD7VtuQocvjmFi4IfHRnHJ4DbsCqzDEjXE/fUYkoaOIS0JtWkiTmZ/1SgiLLKU+UTaSZsjDRSuSn56NmK4wagwp+etgjCpF+tNTJfJJNdmRM6LuWoeh3wjyBLolomhH1g6jgyBjc/XRJNA/KnZw1gmxl9oZkQnW9bIYHRiBPsnX0Is1kXgXcf01BgWzo6TJRPDvFJEk66hNjSRm1gNBjC0JYyN8SH092zAHJ2nQEz/OmKqHI0wYSzDqNRwTfc7ECLQPk/31qwUsbdrBz1RED/OHBZK79rEbnpOE8+QRdEfTGBrR7/o6AqZfnSaYXRoAZQ4rlhPIqDqIjyyxEOU6fnLxPIVUjITjQVkdQNnqktomCWcq2WxVPajXCFlRMrl0OIUVPMggoZCypGeqZJDZbRIj10TQ6INAtsD0ZSYG3F8bhpjc2MIBkIoE9O1qQ51xzrQzcmXUp0YCnehu7MLVdMWeTp2pjcgQYp4urqMXno/W4jh28S+988dw+XdWzGgduPp/HnQyfCu8FbwMJGjpTPY1BXCkBrHslEiZZZHD71p7t6NhJMcRU7gG0Sd2kiJSMA8AWzWrFCZVqBV8gSwJRypzkIjkjFhljFHz7NQzuHMbBm1SgUvzpzB2cq8SNr1/JmXRS5wkzMc2qZwR4kBreyeMp1OQiZIv/Ebv2H5DPVBn98369f9Y68XHrwZpA3QHiFm8z3Tsr60kklrxSE2PT2Fndt3xOXvbDb7eydPnvRzb3OAcxkTSxSJcqhy8WAMkbuiIWflUZwsYGSy1Ykl8Yd9a7FYRORoXski7SQpN3X60JWuu+xaXLf7GuzPnsWZ5Xl84vIPYVdwHcoEf189+z3cvOk6fMB3mYiD/nr2OeQItH5350eQtCI4Rmb/52e+hV39/Xh3YEh08rxcO0oNTcU2AuwQUdlTvmWcKFURoMYREmk7fLBCTuJ44vuo0EdM0WTzsFwLJd0kAMkjpxLY2gtUTEUcKJ7DaGMKjy4fQcqwcKY8i2NTL6NaIoVGmqdODPTA+WN4/MQB9ITSoiy40ZYyefR19SAaC6LZLMMgBmbUORY3hWIjhw0b1yOuxdGf6CaQG8ZAZxJ7ui5Dd3AAZ4tTyF9Wwke7ryd4bOKx6hlUcnV8pOc6dKghHKqcwsvjJ3D7zg8Qaye2VxnF87NH8SvEcgN2BE/XT+M8Ad1gT7cI6ys26pgsZhHt8iNKZ0xRIVQJXEuO0Y0GMe5isIxlXxHExZFV6jitF7BEW0dKZM2UJ9AsKDhSn8NwZhojc+O0bhK+homzM+cxTQrmCd8Jev8VZIwceNKeLlKilhje3sTR+hl0Bjk0soEOTu8aiiIZGEAmHcd6UoyXRHtJKRsYXhrHNZ1XIKkmcLJ0HgbHV8evELH4j08ewp70RgLpBGaoHA+WT+Ld0U1kvQRwgJRXDzH1XeEUFnj4ScVAvxKmxl8nYKR3bDYFAGfo/4xexAxZUjxdyTHMY96fxY/K55Bt1rEvd4ZYfRNRYsUnl8iSomOfVl/CbGEJpWaDyEJAtIECKbt0NEFEIYEakRI/seGy2RCZEzcObsR6qgdaMIRzpJzG2I3Y2YHOvm4sW9POoCt3lh6RIZHuu1Qqqdddfe1tw+fO//af/NGf/Ph1AYM3ibQB2iMPPvjg+LYdOzyJ851pe3hgCA9W8fn9nXLfZDo9lkymzEw2o9UJiEPRiJiJIpfLiixlnHOZR9bJcD3O2awQH+OQM55ctVqtO9M1iZlZfK2JWMWccDx02h/CVZ3vwK93XIduYj6jc49gT2ADthHgZOg8SQIRHm7MoV2c2yHtTyBHx6hKlLMWQbV1MVqQ5xUp8Ug/7iBSm8KnnaNfFbpckRpYXWkQw8yLjsNzjWVMlSZwsnIO5UYBGV8BJwh8jo9MEegsknlv4ljhHCZnzuLp0JNQiY0uqA1kiguYnD2FmM7MqolMpUAMsCwS6/DY8J7+TvQGe7AuOogoMbqR7CguTQ5hU7Afms/GRG4cfr8P13VcCYPY2ben94kRaR8buEHEMb6YT+LI8FFct3EXgWdczNby9NwhDHaSHaCYWOfrxDABYqjOcRY1xAlk/XqEykWlX2T2s59W84lyair07LQsEatdIqAN8khBUnlLagVzxBgtm5RP4TwWmiU8W0ygnp/DsdmzOEuWxhkC/RKZLYfI8nhUeRqJGL2LfB6LS8vY35FEfLAfjVwZWtUEQhb64/3o7h1Ab3oTtkS3EFiayDXmMBTsw6DeJyyt/cTWP9i7F91qFC9kpzBBivhf9F4vuGQtR0xX78duXy/G7CVMFUdxeccAWQp+LJKiyRBoBm3NSSJlEUHgwSlKiFg8KxFDDE5h1b+ocIiniRmzhgWL15dxvr6AItWOw8VhWKU6FkaymCeGf6RwCuNLI1ANDZPlZVQJ3J+LHECpUUJVLWM+OINYIEblpCAZSyBNCiGcDlF9jWBjJI0Uqbjp6jx6wx3YylYYsWeQNbCzY4jqj47Hjj6Hj266BgEthMnCNA7Z+8WEhSopM920hYvPclMjsA+6Wqvjoa9/HcVCse/aPVf/289+9rMvff7zn8++MQjx+ksboF8htk0Aq7Qmg2UNT4AwOTXFDLvlg/78fffdf+jQgd89fKS0VeRXtuQcfKrI9czMQav6oBNDlucSk8jqPC1UveXbdkKuNdfl7fi9hYulYaBSyoqoCz+BXr1RoYaoCdDh9ExNAsBidQGL6pLwD2ZrE5ghJvtk4wRiBNxnyvMYz4/hR+erOB48LvywR+ZexmxmkRrcPuhhP+ZDFSxkJvHw4e8hmupDhQe+6GV84Sej6E5sRowaXt2XQyoYw7SSwWDHIAbTQ9i5aRC7iZUnCDhmzTpmS3O4uX83mdFBAvksgecJfGjjXmzXOsQgi//75e/gys1X4VdCl4oZoR9SH8dlei/2JNeL1KOP50uYKuSwvaeHGmaQWHASlWIJ8aYfMUUXrBfEplU7SWXlFxORmn4VGUKfvE0mdm0RdTuPBWK1GSrIieoc5pVFPF8/Sdig4sjMKZyaPoHJhTHUrCBOkJLJEaj+5PwR2FEdpWxWDEn+xvknEUwGMEsAFQsHSVGNY1s6CTWmozO9DsloF9IBHT4C7uuiG5FWI8gTK55YnsPewUvRFYhjvl7EQn4Rl3VvRgf9HVweEYNTPtx5HRpkcXxt8vvY3JvCNfagyPB3cGkfBny8Z5Te/CKUQJSsmQiVSxU+AkeOAMnTW89ZNRGSxspFp+qyRBbSrFLGC+Ys8o0ijtdnMTWTg58qx/nsrBgd+OOF4yj7gbmFOTqnhliQQL1cRCjox+Pjp6AlY6gHFZH6s4usPk7wv71zOy5TeumeOrFsFxAwNWyPbERdrYtO0qsjQ0QJwnicFPJAZy9u0tdhopnDsco8bqQ6w+6775OS2RnrwCYCcvA0ckRINmgxzAtC0ERVU8SIxsWZWZj5CprZHOqpFMIqtQ3bcCaisB0rUxF9pX7s378fywuLH7ztg7dNU/UPv1rrfbtJG6BfKTYBriKz1DHjZReGSEGpqmm501133XV1Ll/Y0CT2zBWIcwozQMdiUTFCjyM82IdmchpIzipH+3DiF3Z1MIAbYpjs6nzSPP2QRUyIBwE2ylUcWTiDH8w/i2PVUcyVT+H/OPd1dPsS1HTL+OnUYewbO4zvBB8RM7VMN2aRJVPzseceRVxNQU0RkyLGM3H2MDG9NAIRHXbERKgngQ6lG6k0sZ1oA5du2Iyd2hD6yaQu0/7HKqfxzuRVuD56BSpkVn/n7E/Qk+rCbV03iJF+Pyq+jFx1Frd0X0mQksLx0hTmF2fR709iAwF0TVdRytegN3UktJAAaD9ZB35CjiDPQiKS/tfFlE517jDj4e0ix7VF4FMjBkhLK4fFZganzUXxbC+Wh3EcM/je7EFoZCoPV87j5OIIMUCDADqPUxP7kV3K4r+OPA8egFghFtwYnUF33xZoHT2khKYJ7CpiIH2c/bLJBDan+7AzvhndyTgWK0s8zx3WkQLSySo4lx1Gklj4DanLwMFpD1QfwVXJPWLoeVmz8HfNp7AnsRX9CoOOgpHRH6PDTGDITouO2eXSMiLdMZe/0rNbnO1DERMO8HAVS+RlVoR/ni2mIoF8tVnBTHkas6Tgns2/jEa9ilNZes7cKB4lZTpOADg6P4On5s8IS22GrJZMsYCu7j4xDNoqVkU97evqREWrYqC7V/jNo5E47K5NIinUugS9Y6pcxXIGu1ObEKW69HDpJPqNOG5OXoIxI4Nvjj6OX996DaK2Dz/Jn4baVLDL1y1CEM/VxpGIROm9hxA1/YLl10XOb1Uw6oII2zPRIPjkkbCL9B6HMSeUjZU7j3OkNJ5fOo7ZkSpKxRyeObUfZq0hUiZyO1Ib7oTNPAFFMCQyRvJ6k56XZw6anZ1BqVz6OZLfvH2kDdBrRFFVyzJNZ8yfm0yINXqJAJq+t0YT3nvvvfu/+/3vVdl1WyH2FXQnGQ34A/DpupjSiRPrsI+awVhks3NnYxY997YzDdRKaFFrnmiRFc4gk+/o+DCmdTIt/TVYWgkHzx/C/8/ee0ZZdl3ngd8L9+X8XuXUVZ0zGg00MkgQYE6SZWuoPEuWZ8yx7BlJlDVakkaWR1paS7Y0Sh7NEqmhLMqSSFoUSQAkCIAgUqNzqKruyl355ZzjvXe+fV41THJx1swfE1wGbq0HdL164d5zz/n2t/fZ+9uD/hHVuUM+/4AwWvsA3KIM1/bAHtuP+4PHMOYaRkHT8XpuDu86dxD3hclsHAae2X0NhtOBfzbyj+Cmy3+xsoGLW5fwkSOPYEyLqhLn67u3sS8yqnbxxQX20n929LpcsFAbgxLGqHGNeExHX0FPPAGlxqCpPOOuLiXnNlT1JnbaeRTI/ncaNThT27A6ddSMDq6k17Bi7mLWs0Tm28RSdhVJutO3C6v0Ujy4VbqDDt3ieFF0iv3YpZfQLlfwXLGMEVeMY9GETbyQYpWutIaWbwLH3AfJWk8gQgOZNujcj5Rxevg0fO4YFlsJJNoJfEzKrcnELzSXoFfr+MjQA0rLY668iyoB/LRtXMljZlo7MFo6AmG5Ip/ajCXuwEn2XuP5yj20m5Ly5lISoSY9rCpZ7ma3gmSTD7Lo1UoWZRpp0fho9DgWeh0tPs7v3MLVSgHPEbok9XKhuoDdXAUehxSUpGHlZ5VoMBxWDblWVYnuh/gzzfP2e02cCh5QvR63OimEbA4cIbO3al7czm3gTGxa6YPs9jhnGnXcExjlPXOrPYxJguwB95TKd76aSyMaC0pRPbSOAZ8hYv595USfxrnEH8OsK2kAK3+P8x7mWxWkWw28UeY58rqui04JGf+qdQfpck5VHb6RXlL7LndowF8pbMGum2qD0GdzIubbQqKQVyJc+WwKdn6vgLOFr1E9memZdFVLsr5nqav9HEM1/P3ohz7SqxWrX+f6Op/NZN94S4DhLTreAejvOjgJdE6Q7xgXy17rK4tkC33bcezY8UYmmw2I+LuKWe+9VnXjFkkNza6akAqblocAtShziRuIvXZQ6mevqlC1sreZ6IraHIHn2NRRfPihD2GtvY2vb7+Anzr2UdwXOK5ijn999Qv4wIlH8S7nSaVD9vX6VSxtLuPjxz6gtIfXehVcTmziuGcGD/iP0PWv4bwlhjSZ1uhYUInfRE0PbFUCkeHkkqRhMd0EDextDHaVnGSTP2UOh5Rp58l84/zXtpnFdamjI3NaIJjNN1bw13FdgfhmM4c3Nm5gaeOS6k3Y8tiwurYG67UOhgIcPp8b8WYDkaYN48Eo3D4ndGuHwOoh0/fCo4Wxz93B1MAQDlunEPWO4WpnBS6O2anAMUTtYWw0trBM4/JjI0+qTcJvttbQyHfww6MPqkDBEv++2trA2fBhDNOm2nU7SqU89osx48+yzacySWSjVFxozermverfEwkp2WyiX20o/QvRCinbCDqOHLyWNaTaOSzUNlVFnLTtWiumsbhF0C3e5moKIJlKo1TIYXJ8nPfSgkw+p4BvamRYeVouAq+nY9J70ZR068MD9+Ggf5hs1oOh4bLqunPaMQqrTcOruSU84T+ACacXGzQ6a5kt/OPhx9V5vl65RYNh4JR/HE3DgZKewXFbFAMIQpq2JxplDHu1vQpXXqdd8vXtNDBFdNxAUcXiaTg6GbR57VXDjjvdOG5y3P488SrqNDAL5R107T58yXpbeWeFdhIBL8eq3u+yEwz4kdXcqPN+uoJehHl/uy4rDgZnMOIfRcRwI2fUMGD34mBoEiv8rh2O1w8Pn1XzPbmeQGkpAzs9BOnjqCpXLba+XK5h7KWjarj33nutawsrn/uVT/3KF78PEPADdbwD0N91aJpDv9sl5e6hmptKCMNm83/785xAhlU1+3TstWUy+rFoa1932SaJV3arSnUSt7TZrKt0KaXJvNeVWhqB2vZi3aJGKhrLxEtofgdODc3gI7H7Md8bwnMrL+Ehz2HcZ44rBbXzjgGYDRMjjpDqcCHAo7rA7N1S0fZVzVbJggp0pnN8LsfP7/hd2LFUVFZqghCUs1YxX9/GRrtMxltAqpHExfQ8NvMbKHuruFKeRzXZxPWVJTJAHdu9FDZ2lvBVMlOb3Q8bAbfermE3uQwfwcV02OH0knVzzGbGJ3gtGmJka2ejhzHjHoTucuDV0gqe9B/HQbJ24d1X8rNokKZ+bOBhnr0Xf5u5iG6pgg/P3EdDZ4dJ47iZXMXx8LhwPnTpTezSSIwgwnc34LG7UTT7hQ49oz8KebJVnYw3TxCq8RpNF8hZGwqAU2R7Cb2M652sGsutehIpPjYJIC0y4KXtNZXjez53A7Z2B+fv3ILmvIjhQFg1J9jOpTDnoZEbDKGpd+GlEfL7PIhEJ+GPRGls/Jj2DSLs9mKnTKZLgLrfv09VPV5KXsbZ0ZOg6eHZtPG1zYv4eOgeeiR2fLW+hmKpgbPDw3ROrLjR3ECI4DVIQ5rgpKg2mlKMD8mxkBKmniEiSnKNBkqcM5um5IvXsdyp8fX0MujByGb062S2q54aLtsTuJNdx2puAS+HZlGum4jT+FvJcD1uXptTGvo2cJHnEAm4lVZ31BdAiPdtYnQITs8RjDqDCHEwk7U0jgX2YYJLQuLdXo764eAICmS+r2du4b7gIUxaIxzDFXX+J3i9bq6TtkMySlxok5QEPf3lZNDr6nb2OgJ9W8hPAHpzYwP/8y/8L9bf/I3f+Ls/+qM/mvqF0i/8gfGbb4+O3nK8A9DfdYRCoV4mm9nTbt5Lmtc0Jdpi6vp3bE7Mzc+ajUZDbTANDA0RcNHv1r3X4ko6aEt2RlcKEPgjnZltBBM5RA5UoMRGwJJdn37LJwFofh+ZXavSQ6VUVFuCHk5mH//fsDZRsnbpTjeR02twdYpY7OXUZspWM4tkI4Xr2Ztkm27c7iRxp7iILzYy+NbW63T7q5jNLaNM4LvaeInfqylthWotg9dun+d1x2B30Fj4Onhp9xWErQPwDvs4IG7MTI5jv20GYYsXq90EPvLgY7jPuR8h6xDd3poqe37vvjOIEhC3CB5fX7+KH5o6g5P2mNrU+tPFZ3F/9AQes+5X5eUSl4y2NJxwDat0vmXDjzTPX6r2NNFGkxxizanG0EngEhbbtLRQIqOvEsgltzjbK2Nez6kY/2ZjG7uVJJ5zumAnE1ssL2N28xZulxNolLsocZzu5Fbxd66vwu8dRFYqBetNvDpyHeGBCJplCTHQxPn8BKQwejQ6o9Fx7IuNchwc8I+P4Eh0GicdM7weHdcai3g/2byUne+aLVxdvY4PTN+HQRrLGwSuTKuId/mPKmP5tVoJfrLjE4EYeqaO19tS/edQYSHxuFrOvgclgFsgO9dDHmxYqnASfIv8nLVOHiWzjmv1TX5vEn+WeV29/vr2LDq1GkIEzDu5LKrNGp4XkSp6XqIMJy7c+SgNGA1Ih0DX6HkxEuKYDoVxYvJ+HPNN8wx8uFmZxzHvFE45p5EiS79Tv4MfDj2sahdls3c6No1T9gnk6JFdq27RG9uPJsH0pXyaBiuIqJVGCEV6iq2+WK66X1CZRHGUsGPk0eM9cXaruNWM855s81utyJPhr+YTKpNFSL40MQjZ+uKQkjllGB3VXFnYtM7v+9xffc763ief+nefO/xX/z0//cT3ExPeyuMdgP6uw+l09GRS4G7rK/QV7QQEXW734K//+q8P/fZv/3Za/nbf2bPGi8WXcLdLtPxHNgZFGU3e49T78Wib2642G91uFwLBfip1nYtL3teim9oR3WYxBKrYwQkHfd9mWadLG8eLpWtItrbRaGXwufmnybRCMDUD1xO3YWzO43XHqyrJf9cooJbP4/KFC3QLPdBjLnR8XPRZLgh+rjvsgdvVw/jBSRzoHIHPF0LZReAzijgbOoJhMuKWWcEr+ct43+h7cNZ2CE26q3+z9iIZYBSfGHwPwjzf5ypzyNWSOBs4RMMRQoAgeau+otKrxixO1ITBdmRjTJSZRQuOxsphVZ1GKuSr8nvH1kGdM6+qzI9VCeSLLkRWshgI8LVODsVqHpfyS8iS2V8oziOe2cZWt8H3WlV2ylp2AxfIdMVoFYpraOcbeMF7hSBPZkp2bCu3yNLIagfHYe8B946exZQjghHnMDLmfnidHsUAhzQywHoWXpcfM55RLggngWmOXo2Gj3nOqIrH321vYMg2ghnrBA1kCxe78whYNAQhoR+n6nwiet02Xp3NohIaCU09SFChQ4+owYf0AGzyUdB62OWVl7uCbUkOAAAgAElEQVQtFKolrGS38LRxQfVyfGn7Gnp5ehjaZZUznKoW8eLGed4rN8pkx+liGfFKV+kjF7p1DIR98JKpnxgY4pzRcdo/Cc0VoBEjcNPIH6XHoVt7uFTdpkE9jElnjOw6gSSN94PaPiJhCHE9jjEzjIPWABy9DrZ0kTeVeSjeHXhe/W7ubauOltVUaZst2UfxSojGhjTvV4Yeim600CptYSOXwI3CGo1UGblmEavZHdWpXEr8M9UyCo0aLtgvoUWPNN0oEM+t8AT80NsNtXbsewrrTnmP1aI2IW1cS/HdXXzlK1/BT//ET72tMOttdbH/f45wKNzd3t75jucs/QZ7GBoeCpeLxU/yqX8jzw8ODhkS1hBt5X6aXX9iCUBJVketUlX9AO9menTpqjebDdTrdRWTliIVyZWWVDyJtYmwl8TedFOEjHTMpTeRfv4/gd4hig4ds9sLGPFNqlZRHpcbk4N0PV0DiLkjiJP91OtVPDxwlkxuEHVNx9MbL+G9Z8/h/uA+uMlO/j7+MppkM/9q5GOqkvG16hq+tvISHjtwD/bxPeleCa8mFhExhjDuCZMXlRGUQhyjx4nSUzFX8SZU6EZgyOyo5rA1p0XlVZdFiEmME68h2yphnkyuQD61kE2S8V/CrGVexRkvZJdwozGP/2zzkl11EK8mkSyn8c3l56H5InTPC/DoFi7gPDQ3wchRQWAgRMBoY4zXH6Rncig8hnvCJ2GjsVrobMDRtePx6BlENBd2OzvIVXN4aPAMgvYILpdXsNFK4hPDD6oinq9XbtBzqOOc7zShyIFS0wFbrYMor1nypmutDvyq4aKumG2RxlQ0sCVXW23+SpMCKRcie54lq01Zypgrr2OR53wxs4r1YhyvRm6hzfNd215RfRO/HB8gKHWwmtvG82tXMU5g7dL7avVq4M1RxtlN9hwjCx6xRWBxa1hwxPHU8HGEHS6sGAQ8gtiPBB+gsdfwcu0Wpp1h3Osew5Z0UCmu4IHISX6UDwv1bdiaHRywjRPYqzCaK/QQLAhInaTRL7+WHAzRDG+1u7CESAhoWHYbadVB5VppF/V2Eddo3OdqFTxrLCJFT6tqa+M5bV6VlhdbFTydmFUdyzudJsJON8L0QFpkvvaAR6VCDnsGEJjyYUR6Pzr8yNfLqkv6Ec8w1rpl/B+5/4gNRwFer0+xcvFaLXsb5Eavn9Fx4vgJHJw5MGc1LbuhUKCZzeV+7y2AhbfseAegv+vw+rwd0W5+c2jMveanPEqlksShbXdfu7q6aqoMDelKotmVsItkcQjwSsxZRNJlI1BKvAXADQl52KQLd7ffAosuvJ0sxGXXVLxN+vCZ0jHZrnPRuHDo4CH80/f8KBLdJP4m/Q38k8F34b2R+wjkNnw1/hIBI4B/PPIEfAT0m60VvLJxFfeNn8FBDCidiUuOFYwghgOuMTj5npA5gEqlDPeYo9+8VfZCOwasIkAkJRuGG0bbiZ6hqdhsy2ioR7PnQKYtSW06luhq7zQ34ZAEW4sLa7UEXstdxW53Q3XDyBp1bGxu4PXFl+Dl6jViBIz4GoHDisFQSKVPlVttTFkGuDCt8Idj8PjtOHv8GO6RHFsRfK+uY9jpxRNeAqgWxPnmLTg5ZvdGTpGnB1Qe81J+Cx8cOUMWTwPJc9ndSuLMxD4EbSLcSSbmAgbsAZUTHjAd0DpSmu6FZroJUB5YeX80FRVu0xi2aLB6SlmuxHtfMEoo89xfbW+TCfN6Ohl8NfkqrjtvI1vP4fXVi7gcuKy0qXeKIv6fx2z4KnxSqUejPKT56EnY4fC7sS88ikgojOnBCenWiOOTMzjuP4EJbQQtvYrl8i08OnoPPGTiL2zfxEAkisd9h1SjgnTxRbLiQxjV3DBbu2i3trCPRk2MvnSQ8RtOpX2RVUKvfY9FZGS7or5NQC4RuLf0ElK2Mq4bWWw1dZVGuVpYxZpWRC5Twa3NZczG51R38mwtj4xN1FBuq3zvXCENtyZhn5AK0UmT3enwMLr+rrqW8fAg/HY/NundHXWGMOwKqmyOYrmAR2OH1KbzK7lZnA6MY8YZwYIlhZyjgWOeMVjaor9iottrKQ9QkvutahehX7AlDZwlvW5iYhzTk/te+OVf/OVPfd/B4AfgeAegv+sIBILdb8NgqNyKvXS7XFZk1vHmH+lqKskN4+6ehRBt294GIcFX2kxJ9kd7Ly/artpQ9Ttrv9kcdk/DQ1pL9SsJCc58n9Vtx1RkBE+Fz5AdD+FvVr+GfUMDOGQXrV6ozcGitBpCGG66nH4BHpWZ2oU4qSKVLyIzLRHdkWIOvYkKF26eQHujnVR5uXe6WRS4oC5k5zFr3UGmV8ZKfhFf1u244PCg4yzhRpqgtFXHzd4VuP1BpK0lbO+sYMU/TxYfRdMh4Z8merY6PB4v/ATW/ZMHcMo9iP2eIfTcDkxOzeDs+FEc04YJhBreqC7hjHMaR5SYEnC+eAPlXhMfij5MEPWT/ZKFFxs4HuRCttqR7MWQLicIXkG1mRazOOGjsQuYopzRhVU0G1ySAtdFkyw10a1ih+AX6dRpzLpY5XVukkG/SNbZM1y4KhufhZKqINQdJpYzG+jki/DTM6nbdNxeW1YexvmtKwhFQ6gVC0jUm9A9WXjDAYwHBnE8NoVIMIDCxEGYjQ7OjRxDxBvDWrWAEQL0Sfe0Gvvr8UWEvWHcHyLoknH//eKzODc6gyE9RGPmwGq9B5oVBa4OGgW75lYeijSyklLnKg1HTaW5FZFqF7DNe6QT2LY6WeQsNZSbdawViyqsoDWrZMUtzGdvw9Kz4GlrQKUX7hSS8Pvm4CC4V+p5OLUeSrk0/ATUgaCXnkMAY94hzNjHUHHpOOjdD5e1R+OTxH2xkzw7Kxl0ASGLDwe8I0g1KpjPr9CAHoWDBKNRrGLa6sWY06c2vXWO+yA9lZbFToZuwNa1kWmb2OkUUKInudSqYZaMvNjimHJddJptdU2yjiSkpBYZPVa704GXX34F1XLll/7yc5/9+Mri6rm3UxWhHO8A9HcdXo8n6XK7Z3p7ra8EgAWw5bGxuYmZ6Zk3x2x6eqYrbNk070qO7onxixCStPJBv6dhMBhEuVwheFuUhKi8SkBbPtvl6e5pDuyp6Amb1cntGkAjX+ASbyrBfI/DQImudMYiiW9VxMn20gSjq8YWHGTnN9tbqtz5a7uv44Y1pjIyrqWuYHHnOp52R1CuFMi0StjJZvDatfPoeTVoLn5nrYil1SVedwSahxzG21IpW+hG4Qu6MTA6geORYTyoHaWr7ceikYLl3nfhYe8R+C2DWG5k8UZqHj8z/RjGCZwrZgVfXruAD46dxFFPVOlOx/md044pPG4eVBoX83oSrpYVYw4p5mjDzWuNSxx3oL+L7+BYV8kAc7aOSleMI68MwzJNkqjerbZXsdrcwjMZP9qWOlnadcTTJSyVNgkITaTbaazHN/g5AQxGJlCs0BCVt/BK8GV4QsNoW6uq6EbAJRoahdsXweGBaUQIWCZZ8TCfOzw4gxPeUbQIeM+tv4r3TD+IE9Yp5Ht1POe7gJ8ZewoRXtsVs4DzCzfwbvcJ+Hj9oi9tthoYdNuUsNBa01Sbr1Ky0xGtbjuZLUqqpVXczCJPyntdVD3o2s/pKdhpDLLWNAqVNBaLi/jz5RScugWL8TsoNAlsuKrm2G4zxftnVcZCb/RQNzq4OVlAmCzeF/FiIjSiKhQr9KEqHNNjBNNx2wg2ugnYOYfOaqNK7uqz88/h/dPncNQRwWxjg3Okg/drE6gYVTxf28F0zAGhBI1uHppVItAdlDkPC7YKX1tVMeOkh2NPQ7zNv9+q7CLOuZcrGsjVariWXsJcahW9WgNzSr+jDZfBMdBbJAt1RWikFVelWQFU/NlUFbXdXrfveRLgZ2/cxPjwyIEn3vXu+O/93u/+3L/+17/6N99XUHgLj3cA+ruOO2trH7ZaiAaq+3b/OcueLkc+l8P+mf1vVjJVK5W6VDiZClRc6jX1RkPFrL1e75ufKRuGktEhr1WobPbLV+UhO9aqk7foQIsEpZSN6wT8Br+vVMSssYHl4gIqtQRe2ngN89urqjhitbyJTKmEKzevwOVyotyhe14p4rXZawiEBxQj9cV8cHVMNIwG/G4NLs2Ce8YO4YDzOLzBCBq9Etr1DB4eeoAubpgudwlfT7yO908+hRPOGeh8/eeXvwFPx4f3D5yDo0kvwOFCqsKF64vRhfWgZQ/jUtcKJy/CT0fCZSWDMtqwu5TMkGQV85raik0WrNI4oIO2rYuGvUfg0PudOuw6agTehd423D0PNmtbSBVz+AK/T7qDSIw5ldnl9d+ClwYxX9xUwkHfsL0Bd9RNZlqDTXeiI+PucsPuteOxcw/Q/Y5hyD+NNA1X1P0uHHOOY1gbwuX6PMJ2N94XOKP0iy+XEgiQgR9wD6mO1n+7nYW/YsVhMt+6bPq16C1ZggR1PzpkhR3dVFWCHA1+Ny/a60JVBOr53o5J5mvtoiyv4PXVNBH/txF8N8lmq7iZ30DtTgf2Wg/L2W3cJtB+y3tVlcDvlNJwkTVed3jh1TS09TZSJR3D0UGMj41ginPyQOSQUuCrm3WMuf30qIZQ7LTITst4dOAY/FY33hA9Zn7G445p5Iwcvpxe4D0fwIwthHaHrJtsVvSai7IjwOvpaU5CrZTNd9QmrjQNqFo6PHeCsdlUHdeX6rvQAi4sNVLYKCdxbWtBNYPN5zO4nl5XYRyH5kCymEGH7D3kHVTVhS6fhx6hFf5xPyZHDuAh3wAGbH7MbS/hm4kMDFs/DbXYS6n6AXPPGxViI+UB0uNRyJEwaX6g+/Chw0/wz+8A9Nv1+PznP18+d+5cu2uaTku/rYraTZbY6W48jvtN880QR6FY3LXYbffWqgQIgqSwvR7ZcKPaQKVc7gsmEVBE8EcKECKxCAKBfu5nsbjnqUm/PmnmSgCv0N3GXvqduPY3d1bxyT/+14iMuGFEe/z+TfTCfAkBQVrXP3j4Xkx7xjAWHKFbn0CxXsJTQw9hhuwoRxD8wp1v4qngYTw5dAg6F9rTmStcXFn8rwd/SIVZblS38cXU13FqZhRH7KPYNkr4fO8S3WONLrGPvLUIt8R4pXCD75fNLKn2UnFyLmabbBK2RGBIpzvrRIqfuUGQz9oKWGiuI9mxI0HwuJxawWwhjr+1aEoIaoVg2y11EXR5YfosqPSq6NH4PU2j5iIj7IYsiHmDcJhpZWx8lhieGJnAmGUEAfcgXf1dVbjyaOx+eAj4rzTW0KRB+8DgfSqzYqEyR2DL4N1TjyvdiAv0IBbr27gveBwx3Yc1sv5OswOegLRDUPsEsrEp12O3uNAm4zVEnfBuPgPHOisdR/QCPZccdpoZfLN8gRZax8XcAmbjq7ianFcpY3dS63TdqwjGQmSAXdXmyUmwiU2Pw0KvwMN5UrIZCEV8GLKP45DvFI77p+Cwe3ErvYrTU4ewT4vR0wCeWfomfubIBzDMc/hmeR5xRxs/435IqRc+U13AhDeK+6xD2LS0cJt/95pRcAThNrL8PA/appMegANdjVfiNAi8bdTtdWSsOSzy2hbLadVstrbZhKtrUSlweQL9X9EASMbNbjaB/3PpWThEDKxng4eehicaQotEIxIK0vuz44BvHKNjMTLwKQw4o0jwnnn5nQ9wrKtkyv+wfgEfm74fUzYfntm4hMnhI9hv8+KZholL9lfIxg21oS6CSdK02Cuqj0JgaEAMGvTjJ+/B2MhoNxoKW0ZGRlf++T//+X/2FsDCW3a8A9Df46D1Nmx7sWRjrxu3/FttElosb0qOeryuz5I9f8zn67NlAXTp/CDpQi3J1ihX0dAacNN9l2avUqRSKOTVBJSYtHRhlqwIaY8kvfo02RIn+PUkjkywOnj4BH7+h34U9W4Bf7T6NH70+HvwweGH6Ji68HfxF9Um3Y+NSlsoDXPtbTxTfh0j3mEc7o0gbCGLJSO3Gho8hpsAZOeE9yLXyajsBEldEneyYxOlhB4atg5BuEOQ6aBrJXsi665xSZf1ClLVKha0XWTo9t4y1nF78xrmwitKnS9D1/elhat4dvVrsImRITMuZOL4ev1ZTPmj0Pw+JGt1BMmcQkP7lASlbtdwcnoEEx6CcMCD7UYcByMjOOU5yM/049nCLHxkqR8WoXiC+o3yBsqFHXxg5gGVJ32DTGsuuYzoUJSvbsOvEVAaBAaCrMOqq5S1lq2friXBp36jK/5funSYPaWCISw3bVZR6JV5TXGEOy5s9rI0KBVczs5jubOF1+rXUePvlzZu4OX4JThouKw0onfiC3iDhiLsGBDIg8fJMbYbiPoGMRoK4GCA1xYaJHM2kawWFDM/TENa4Pld2rmGJ/bdL71hsJ7fxdX4Bh6bOqF6HS6ur9Eo+THAKdayGaqYyW6FKv3XJfRlmGhbHXtdr20StVYtq7JmEQ1XG0vNJJl1G5fzN9Ej855zDmORY7mUW8ZL/oto1DpIZndhc1tgpwHuVHsqg6LWq2PcHUPA5sZkdBj7vRHVlcYyfR+ODEzCb3Fjg+8T/Y4xewjXadhLtQIeHT5GEO7ha6mbOOM/iHFnjH8Tb6Im27Fq089Pp1FCGg3ej5ZdSuc15XnstMpKLMrN8epIR28aMylhl3RWiUV3dM7BSgU//mM/ju317U/98i/98h+/JWDwFh/vAPT3OILBoF0KUPqHqcIQmmZHmaz4gx/84M/yyX8qf3E63O+XCaXZ+wUpAuLimnkJ2NLWXhLtpc2Val0lOZ5SZcfnpeil1WrCyte63G4ldqOJ6H/PUPFpcTEtZheDZJGnPYdRNziZO99A0IxgwjKksoejdFdTvQYcBDBiA6w6l0NPV/rGFlF7M9uq2CBHUN3mQ+drpQNHjrD7QmYBNi72xU4Ca7U4vrz2AoJchDtmGauVW/ji7QZesEXRc7QIzruo8jqS61tkYU7UQz2Uilm4SvTsyfRaHisODhzEqYFp1blFNECSIzk86BnHPeEJmE4Pvp68jHumTuMe634Fmi9ULuEMGftx97CqwHyNDkQ1VcLY/gEuX3LAngdNgro/6lN50nYZWxXtdKkopXRkkXZcbSU31EKpV0LRqGC1kVTlH7cqcaxVdtFJibdiwUJpHXfKd5As7fBXL8F9VgnzzEXn0SCrjXdr8Dfp9tudqvt4vVGBT+45meA470FtaBqHotOYdA7C9NJLOHgUj/vvRcAMYtWWQ6tex3tip1UrqstV0b0IYco9ANEZzO0UESJjlGavphjAmrmXb2HjddiVhguUZFST3kUXNb2OQteFeItM3cjgW0WCNsfofOGGUs4rVso8v7oSUvJ7HBigcUpmcsjy/q7H5glsVsTzccSk6NXbQrdZxRTPe8I3TdYeRSqWxkxsFMMOiU8Dy8U03j15L42CSxUyjfsmcZBAmWiWsEWv54x1hufqQaJNb4oGyksOIb0FG3xopqbabUmYp0KDmm43sVMrIm8vcU7Se2oVsaDH0clfVUTnWnweryWuw+6i0Y2vKMVxT0Cyamyc+yYJBL1Vfa9Yhe6om2vjM3/xGTz04EN/9Cd/8sf7/uW//Fe/+FbgwVt5vAPQ3+OIhCPWdDrd/8XsS4jKZobkL9dqtTdfRzb8cQFvAW7Fgm29vkSiKOARzPoViD31vjYB2RA263ErgJZD8j5Fr0OlvBFkZTNIBIgqZL8tgoR0qraq7aUWF4OEpQ3kpR8hp3aNbm1Sz2LWTMDJBbxgbGK7ncQ/bD2PQNvNf/NvpSXcrNzENzSfkidNdLME3BIu119DlMBpuA0SsRYulCoIEVAMv5VurA8hTxRH7AdALxmbAb9Sw3vEc5KvCeF8YxHm/iqe8kvK2wCW6hl8Y/sqfvbIezHGRb5EkP+H1gU8MHiSxmVQBQkutm6oct8ZI6jK0oMduxIgCrh9Kq9YM1zo0EC0VXa1Tve+g7qjhyTHs8prv2MhWPW2YW3eQq1RwlL2Jlazm9jJpgCd7D53R20Svuqf4/l7cae4BKPdwHXvHMai+1DplGgoyB6b9D3sJgZjUYy7wjjpP0qg92LNUsGMJ4ZJa0ipzD23/CruGTyC+8NTSjnwz8pfxcen3oMTehC7NJZfLlfwuOcQAoaf7M+C3VobU7G9ZjsELavFpTqXSEy6SYYpTHqTn5whs8yHDVxFHFqvi5XqMs81geRmhfOjhBtbszhfuoGIw4sC3f31ThJzO+sYDIbRaCZg6XThH+triPucwHgohBEnPRNvFMcIevdGDsBjCWKxsqP6Hp6wDCOrJzBXWMVjA2fpbbg5J9YwRXZ/yAjgZqeKEonICYt0M+d11K1weHTVqmtbNunkXig9cR0pzpMNVw3k6LjW3USa47BVpFHI7GIps4Ul9y6alSYS1TgsPoNGleDd7MLncCJT2oXm1lQfTbvVgN/roJfTVLVgEh4biA3Qu7ijVP7uprQKqRHd9Lm5Wdy+dRt/+O//4Be++tV/+PgP/dCPHDSMd0q939YHGfB39BY2zX6qnRSclMsl9dyv/dqvHZubn1f90SS+LECsdKFxt/2VRf0uG4EC1EowaU+h667EqJIb1fvCMOIOKnymMehyEnfp9iWzabyWXeBiSKPbyuIbi1/Dwsasyre+lV1SGgivvPwKJ7wHLWuF4NfB7NxNuvkeOKJ+9Fwmog4NoYAXXlcEYbrOx+mOH42dw4grwMWZRzy3hvfsexeGyWgbRht/tvMVPDnybjzlPUp+2sHfLD2HdtOOMwOHyG1tSHuq2OJ3j/hCcFs8qGkBWA2ramBqU3yX16nX0ONCr6lWp/wUzUCR57ZjbSj5IdHHgJGHs+mVukFcKC4jVZOGAPQc6jZclaYABYLT3HV03CbKzhLy29t4Zf4KwkNDZPRpVEoZaB03Qj4HfIEgHpo4gUNDR+B1iyrcPhwiY51xjCFii2GeQNjjGD8RewQuGoovJV7GkN2PD0ZOQ7M48JXsPGYsIRzzjqJMg+Fr+2FvORBWXRdpaO1utZnZVSmXdtX3sGyR3nqmCvFkyBhv99JKB+QOWXyil0Wg4yVYZTG3O4+ryTlYg14UiyWspzcQDgfh5byoScis3kbcKJKZOhAZjak0RQkzTHM0J9tTOEVDN2RzIVFaJSgH8G4y9x5/LubmcXJgBvusA7hQ2MQmGe+9+hi9ADJ+GqRxXs8w71i2Z0Wlqeo596oDe2oDM23l99orqDhq2DSyqHaBeCOFdF1ajKVxI72GpdQW5pu7SOZzmN9aJrBH0DLoFehN5fUNB4NKh0X2TKy8x1MHJzFo8HsjQUxpo1wvvP/0VE6HZgjIVryRvI6PjD4IJ4G5WO7i2RvrdIBMeocd5dGpLGgRduJD4tKSkuom0fHTM/vt3/lt/G+//uszbydwluMdgP4eB0G1JtKid+eCsGIpQMm12tjd3VXPlavlT66vrysxfzlcrn7nYdGNrtZrSvvZ5fb0WbLN1pcgrVWUbocAs7xWDoto4dab6DnsaHtJi9yEOBuZt82ihNd//2ufgT1Ad95VJxPLkr84CbiDZFmD2Oc7hvuCB8j+hujiF+n2buGJ8UdxzDKKXQLfX298De8N78OT0ROwEUz/duc1LJfj+Lnwk3BZbFg1U/hiPoWJfTEc0CJczD24uwTcnoVL265S4OxSpmzvqRZI0gJL5CrzdLUTZg1uXkfBrKJpbWGpmsG2xcR8dxvz+dvoXE4iwnMtWHWcjy/jCze+qWQnHR4nyhyfXrGGobFhWH0WNGolBN0u6Gkbgs4hOPwOPDxzFjPOSfhpABYbtzFx4BGcDp+CRXoKNuIoVfP48dEnyc87+PvSRbr9LXw8cp/aqF0gO+zQ1b6XYyNRzySKKOhtRMjSXWS3cPhgdZItWx0E2jbqrh4amohKNZERYSlnCwkrmTm9kBIZ+g6B68XcHK4TdDdzO5gt3Mbs0jwCjghu5gn+Xiue3b5MsDdQz5URHRuDwyvgbkdkKISx0AiiZK1NvYUP6efIdvfBwbHYqO3CSWR8YOooR8qJLy++gYcPPIgZzUWgz+HZhUv46L5T8BNUX+hUYPVEaHDCqJl12C1+0k2P8lAMhw3ilMUlJGXoSNJYm80UKrxbb5SXcLtK3rv9OolAF5fuzMPCuejzerGV3iFw6nh19yIGvCFUKzU4W0H4NKdqAuEbicI7FMH+AT/GRmJ4MnYaPosPC90chvndD7qHlFrdt+hVfShwD8fXi9cqKxgMRHCveFftPC5WNzEyEIIEDCsEf7clClHH7uQrqCfT0BpdVO0D9KgMFcTS7BYlxesR+V6+x2ZY+nFpPu6mvr6djncA+nscrVbrNgH6Efl3vxVVf5NQ8pWvXb+O7a3tVCqVDqiJ0+nnL2tOXU0k2VFUehytlmIBItAv4Q4JbYgrF41FVJy6UCj0NxUlDU36rglDI7pYCNRS0GK6LBibnMRv/HefRKtdwf9NsH3f2D346MBDiMGHZws3sVIp4oeHH8cAGexSO4k77RQGtDDGe36V9udxkEV3pJiD3Nd0E/S9yIu2sXBBS19foe4k+ApIcQlJ7Ftc7RrBPtXJ8PkGskYF8UIFL/Yuo0qwuqWv4fbGdSzvLEPvaoSAGuaS63j+5jNw04i1Qg7V/aXcSGDSHYaVrv8QGe6Mf0Jlm0hsPk3wOeoexYGhadV/cbewBc1qwyPR+5WAz7PxS9DaJj46eE6lfUl4psPxmhwYQtjKa7F2MctzsSltt75sa1eTcmVTtbCSxgeS2laHTY1vT9pddfutrqR5bLWVp4dSwyudLjJGAZezi3i+3UDI5VYZFnOpO3CmbBjyBeAi+G03MthaaGKIQGvXLDSYAUz5JjHi4PmMRsjifTjlnkGUoL/cyuCwbwQDBDDZDLuxOY+z0YNK66PE+XEnuYwz4SkFgJLm2DCbPEe/ip0b7Z6qOG3yelpW2eiUAnu5DhNVTTyzFm4bGZSaNcxzfH45hGYAACAASURBVFM5muuuiYuJOeySrV8YnUWRJGB7Z4sGSINGY9go1+B3BxCv7sJwO9HxW3DKP4xB0R7xEvCdHhwIjsFDUD2/fQuPTp7FNL2L2eI256GOE/5JGq4OXsvM4px7v5JobXGaS7l4yBZExbAqI9FVBp3Qy/lP/0jF3zc6WTSd0jyYHlCniERlC1/afpn3oomFpSvw8vzC45Po1Xr9LUWrqeR4e92eAuN+PqsVLo+XpCTAddnd+X9bs/+tHu8A9Pc4yHAvE0QfMfckQeWw7nXs/svPfla6owxJXFkAWVU82W0qxCGSicKWxfrLBqE8p/dqqqxbysdVwYvdqv6mClVkU5HPSYjEIDhLuyKz3iFbt8JhOhF1+XDSNQzTGcanCbSdigWBAcnHtap+hE26j30FYzlHGw1IR4Fvx9JFnQy3Q9YV53nPtaQ7tE1p/6Y6OXxh5VUlQL9m5HClsITclTgCho0s3MBaZwM72RV8yQzD6dfQsotEKsGt0oTPFUDD28FoOIZ9drIrdxQFAuyofwqPDRzCgN2NBNn2jew6nogdxmnfGI2OHV9cfxEP7D+Dey0zICHC85UrOGAbxSFXv/y5a20g0ygiHNX6PUhaHVVpadNlg5bei86FbyMQ0PWVqsicrYKi1iRYZWFrVrBG8IkTmFp1gyBmYqmxinQ5hc9vfxMavZiNTJwDa+C19MtkjA5k6nEyURe2PWM0EDQqvDeDrigBN4hphwNj4yHsD4xgyh2Ehyf0insB902cxZg9TC+DnkptDR+KnuN9COCbxZuQOuX7/QfImH3YaXfgN9wYtUbIxjtod/tdZHx9AVjoDmlbJhucOg1ei9fTUCpvzZ4U8KSQjl+Ag2AsbcQSlQR+bzYO3W5ijUasy9s8EZ1BTcJsWhe+hrSp8qFJQJsOjGPSOoJubAwH+e9T4WkM230ot+t89HB65BC9Dw2LhTtK+lXizLezW6jT+J+JHFegeqE1h2HTg5BIdhGArRxzh1Jh6aDrtqBi6aHOiZOhgRM9bIfRwmxlG9fbW8g0TaXauFZch9/LNaDbEK/kYWo2zFdu9Y02GfxsfpXfZKhCFcl0anTbZOwB/t1Qc6GvBa0rcTGJQ8sej6yRn/yJn+wtLLxyFPjZtwgV3prjHYD+HgeBtCiWXB6qlpsgLBPnbqqdsReTlqMfN/u2ohaLRcWd5f+KDRCcJf7cL07RFDjLRqOSUrSIfr0XkXBYgcTdRpmOlgX+Ft28pixsOypmhWy1qcR3ilwUDU5kqeJKW/O41tuBREi3e7tYba7jPy5+CWH+bNVTBKoVvJzP4csEi14LaLg6yJRzWCndRMwfAok2THcPTcOJiGsAk3T9NbsDU+EJHHUdpSGyYrGyBjsNyIeDD8BndeBqbxOlWhwfDT0AjyWMtVoaz65fwmPDJzGhNgnr2OUYTXhHMO4IK7EhybHVpDMIF78ySiYNFRe7E/3CFdFjaNsNstm6ivSmpITCbcOr5g6aegOX2yvI5RO4WUmrMvg72VtYj6/j6dhrcOltMrQCGgSIm71lxIJBgEZkgPfAQ7YbCngQsI1hMjSEgx7pA0gQ1XcVSzzlmuGtDeBCbRNHJTUOIcUE/+72szhkJ8j5B1XjglnzDvbTSM4QkHf4fVtk99ISyy0F9aYAmKHK7HuSV0LA1Y2Iuk9r0ug1QpDGLty9LDbycdzcXsJL1VUCYx1LO+vQ6m14/F6IqZX54shswheil+C2Ihz0YMjrhtvrQZiGZjgwiaOeo6qBa1EvYCY6zjPScKe8q/SjHwhNqVDUjcwyvZGjGObftuoZLLZS6nqltjHbEdEkAV6dIMtvdbrUxmjBpGdhr2LHzPDcXbjYWUGTADlnz2C1ksGt5CrW2rso1ErqIUbUx/eWeC4OmxvVYkuJOGkc81FLEKOhUUSiXQy7wjhsDRDcm5hL3MGPTr+Pr9Oxs7iIynZOrYWYO9bP4ri7rix9RQ4ZjzZJSMBHtj+9r/c//twn628ZKLxFxzsA/V3Hpz71qSe2trb+7dqdNfi8PqU0p3Sd9yaO+f/x/rutsgSkxfKLbGSDTEH1XLP242k91avQUABtUUL/fWCGRW4HlzrZrNazIVMq4Ct33kDZkkW2sYNnFjaxsHODLNyFjXaBILWD8998HgGPG1Y3l5nRxkZrCSHvABwxn0pPOzo8g8OR/fDaQ8hbC2SiXTwy/BQiDjeSXLy3UrN4377HMGUbJrBY8Kd3voJ7A/fgicBJxfjK+QryjS5ORsbJaHvI2huok9kFgy44yGijdm+/+YDKNnYQoEpodaoE/QrKplu559Ixe13Pw2XbocHSsVzfRaaTxJojjrxZxe30MtKFDL61fp4z0o/byWW0e208Y3wDA5EY2mErzGINKX7G/ulDiPijGDoSw+GRYwg7rdimJxCmgTnjOkRWq2GpuUSG7MRBx4QKHszlVmAQAJ7wHecYB/DVZA0hzYsxaxiGiFu1CVptIOQACpZ+z0CVA8/PqvH3is1Ekc8leC1bNJIJQu6VLvmxWcDVxi6NH41nQ1LkSri6vYKvNFtwanYkW0Uy4Qq8DgJsOIQqx0UjKw1xTon29LFDB3DAG8N4aAwtgmG1UcGDA6fI2l1YbSewnVzDT+x7ClLK+NrOLMFuBmfcoyjaWpjP9XAIg4oJ55o5aBYngTGCdTJ8Eb+qEfLzcs56DQVbg8aigK6kunV2Ua47VWHIfGMbhWqeHsEGPa4qtmpJfPrql2Bz8jM7Bc5BnefuRUnTEQ75ECEAh6OTGB4cxiSN14Q7ggoBul5rqfN2ENhv5ufxEP89QpLwlfQthJsu3D8wRRNVxHJ1DSMWnyI1XivnTakNi0eHaevBakCFEOWQTXbZq5HQXywWhYPn8+m/+AvXxTcuffQ3fuPfPP1fFwF+sI53AJrHb/7mb54cGxv7dzIpeoZxajeZUBV+LbHgehe2jqbyoBVAf3vTh2+LT8shE0pWtyhxWfdaX4kmh5TvCmAXigVOvH7o4+4h7m+D7qJ8tiaTlJO3SqzjV6JGV/I/XPx7DA7SQfZq/Aw3RoIxRLk4nOYAHjh+Dk9FTsKruVDplrCYXsIHxx/BUcs48pYO/jr1PI5zoTw1dK+K7T5XmsPFnTk8PjGmMopX6a4uFXsIjzkwavOjIGlhZr+U2aFafTbVRlNRccA6XeQeMmZNbaIt6Tn0ulUsd1K4ZdnC3+9epotvYrsTx5XV61i5fUlV0OVpEFbJfHH5G2TpbkQjEaQbNQzqHgzGBomXTjIq4OzB0xhx07A4Q5jaP40JXwSPuA7zvG14sbyIQS7sxwOHVe7t9coO1rMJfGLgQaU4/fXqLdQLDZwbjar84kY3gia/Ixx18qpd/AwPyjz3tsWhFKnLDnorPgtuOCWVrIl1raqqJ1f1IjZ4TVd7CSSzdbxRcfP1Oi6K7vbmKgLWIGxkiOs0IHORBTjIdEucM8OeGDbIYN00lOGpcZwZOoiow4V6r67y3e/xHkWQ790gc0crg/u9BzmiNrx856ZSGzzrOICaw6J0VCajHoToqdS7LlTp2UiEVxU22U307D0kLCmVr16wlrFFg1WjUb7S3ORYO5DIF5BqVTAf38B5zgUb51m8nIHeaCDA+y6g3eZYr5bzGPCElGb1RGyYxtqPaHAYVpsH75l8FHaLjWBKr8ERwFHnIHa7dbwSv4Gfn3yccz6IF4sr2OcYwUlrTHkXlzhe+2kqpBO3yL62ValVG3VrBU4fsGDJYbmxRQaewAvJWyj2qlhYX4CRqcBQzY0rcOgy+XUl9yVZT3YfyQ0Z+uAA54Rdw76pKdPucEa/39jwVh9vK4D+rd/6rWPBYPDdTqfzrMvlOl2qlMfju3FbvdmIzM7PWePxOFLpNAr5PIQLC7i2yWywp+d8d8NQpd3tFabc/R17qnayQdjrdVXszOPpZ3iYdx/S2aJRfxPgRWvA7PagS8cVqVwkU+9xIcrGSs9hYmpwFL/6sZ8nY+7gDxa+gndNn8BPjbyLS9qN54uLuJndxn3DBxAi8GwSQlfbS2RPGpxdsnd+hrRjapk6F5yH52VBhywrr4tehK5itZJXXeP31AjmUtpbkpJtAn2dTHC7tYukmcVKYx2pZhV/mf8yXeI21i1JzK5cxrdC59E2HchqDexUNjFnzCLqDXJh8Zp53bZQACPRIYy6nBjrlXHStx/7XDG4CFzXandw1r8PR937VJPQaxtzaqzfN3gKVt2Jz+ZpFAsmjgwPqZSruU4atrauYuIW2Ygl8Ng0SWnsqc22ts1C4LERam1KnKklqYoWKH0JkZvaonGRFlhG5Qby9S5eT15RlYZugo0U9KQqOZLUjtJPyXVa0vcM2W4Fg4Ewgr4gpvfNYNg+hJg9BptLx6OHD+NhzxiiTj+ulrZVbP64d0J1Enm5toZH7ARonse2NY/b+Q1MugPwWelNGH4U23kaW4vSxW47rEpLu6VETy1ocDVWLIbKc082EygSgJdbK7wfHdwuryLZ4+dZ7bhdStB41+EsXFcdanL5kmqzJuPda7T2xPRN/j4Ie9RPMA1j1B2j9wTsVlO4f/AIIpofF+IrGHf5cDo8hbRVxzOlPO4dG1ax/kQ3BcNGoDRdSowLhmx6etT4dpVuDJRuSZnfU9K6uEO4T3XpUZTWUHC0Ucrl8WpuUUnoumi41lKbqvP6ZRolCz2xVHwblm6XHmq4X9Uqa0E3+yTH2m+QMRCL4RM/+omVVDz15163d+tXf+VX//P3GzPe6uNtAdB/+Id/mNrY2BhKpVLI5XLIZrPKhRJNAYOTTwBVQg5ySMxYNickLU7ixMKSxfW6Kzn67X3T+mGPb/siqQa09iebCCN1up29dDu3Au9whAtlbFT9u1Qqq7c6OCmFaXdcNrRdGrqOHkyCAL1F+D1eHPGPwcsP9PZ8cNfciJlBDJEnDtqC6pwFwCTHV8TXJTOhjQZqdgHbMhdvFds8l1cbS2jVTMw27mCLbu2/v/x52LoGgauAuewCrt25CLdBUCJo1T1lLK9dwjP6EHyDATR9XTUWBa2OIQIWyTYmok/ilHM/cTiGhLWF7cIafnLyfRimoVgjuD+3toCPT5xRJc9lLuLPrf8DTg7twznrIcWQdmspeMmIfRa/2jqTi63wfKR0WWLUrW5LhU0kX1dq7jSOj+zWpSxN1ZlluRnHbquIr6XnYPRaeIHGartcwYvrS6poJ1eLo1QvwxuNoUvvRRonDBN8V4IeaNaA6iK9z8NrcY7CSXBv9Go46qdTLiBK9nrtzjU8PnoSw74oSpwP53eu4AOTD2GQALXRzuFifhkzsTFIVHe2nUZXs5Gpu1WVo6uuQ3Pb+vns8uA9bYqKIX9SNBm77TJaUrrOOXW1tAGtvovZzBoq1SrSzTIulFegeRwqRly2dLG4UUDE41MVj1abgVFhk9ERtTdxjEbBxbGJBzMI+8IY51xpdugRFHdxbPgIPBYNN1MrcPG+3BM+hCrnQj1bwFFN0vcNaA0d3oBX6Y90Cbcdp5VGwq4KVPKWlmoM6yQS38hsY45G4U/aL+FOZR132ltw0ii5rS5kynEUyNCfiwzCJmE9nl8uW0GAwB8ajeGUZxxDdh82J2dg5T3+UOw0WmT9/2L1l7C1XuTnONTmucqllo144y7R6YnWDRKpxCGC88Cv/dqv/f73HTh+AI63BUB/+tOfjpEtq4mAPVVPmQRqUwJ95SzBACkAkeolWdTmngZHv+VVP3asFLb2QPk7APvbDokzC9vudEy1OSiNVu9GROQ7s31NaYJ/uy8zqnRvNbi6XODVHhw2KWPmEmlaUCGwCMOE2ePkrqHQziAhmrq6A0uNXay0l/HVzHlVhLDb2sBCaRPzFz+rFo60E8r1SqjkqzQCboJ9EIZGt7NVJdcpYNIfQ0NrYf/wBO4dmCGTGoXu8uJK7TYejRzFY67jZPUans5eRMFl4KdD78EIGfgboq6X5GuGzsJBgE0SsHJkRzEuwlHpLs2FrUl8XbWAMlXYwyoMjL85pBuuKPZxyDpoqa7SddOKvLfN8y3j+eoCGqYF8+U1ssY6mX1djeNSOYFMJqOYnZ9srF2tIU9Wf2F4ECHTRq+khqnQJKbdI8RxOyoE4iOBAeyP7uPXOrFGEAnQ1z7jm1Jpa+czN8goQzgTOKC8iFeKt8juxxAmLMqIL3cIkPQOnAS4gJSW6/0MDFHJcvFaXF0oRUEpXinxGqQgQzSnhc9v0AAmykXodhrAYgqpVA63MptKbGurnUS9XkOY7FXneVbtOnz0uAI9JwKaVzH2iC+EiD+CnWoObp8XZ1wEYdOOS+lbODhwAAecAWzXi0hV8zgWOEjwtWObbNVlehGyOjm8utqQFQkA2RR08MxDdodKhKsYdbT5nSIH2uL8XkcGKRqyOTOJpeYuFsoE3xtZRUo2q5s0lA3VradV7UjmEnrdOqw0PvujM9jvG8G0dxiJWhohzyTu90yjqjexVNzCu4bv5X1u4/nMLTw4cBDjFi8u0RPI8DxP2w6iShLiDEWV96PLOhDfQ0T7v2MpWdQ9/8xnPoOf+smf/JX/8Gd/OvIvPvnzP/NfGSp+4I63BUBbaJrFst8F5n6Fn6YAWVnvu5t0e8xYXivCRgqQlZKdF81G878A8t7GnjDfu5WB/b6E/Rl2t4JQdQOXDUE+5P0S06jXbSr8IdkgQh7tbhfCXo+6EVqPD13S8JwwOlzA5TL+bu45An0F+VoCb+Q2EE8t8zVO7FgKZMNJZBY2EOAialhrsHLxDdv8dLk9iBKwEh0PBqJBnBQZSi2MFTOOjF7Ej0x8BAMEW9lcen33Dbx332M4oE2iRmC9VYwjqEcwQXbZIqsKte1KunQg5IGTQ+S3+pTgjdt0K2bmsbhRI6jKJpqTBidjkL3bK1ho06XtVZSYz2o1gfoWAcuaVkbx9fwtXNTnEPWGCBgmdgtppIsFXEoFyHBdKDdFL9nB59cwGBYdiTBmAiJOFEbM60e9U1G5zcdjkyojYa24jSFtkAA8rerlLlRuK2Ny0j2mztViVlCl8RsK+FRoQbSoAwStsEHvRgwkr6PDa6jz/hVoUNO2HrbMJprikbRqSkDpdYKXT/MhXk2rasFssqOaDyyV4qoF1kZTdJYt2M3tIlj18B7TMJltzEiIhGwz5Cf48nsGXSGMOAZpGHje5SQOhkdx1j6kSqovbd/EucETNLAe6DU7GoUyRkf9/FwNno4LEYPsnz8e6XcoHpLR4fjqSOqSOdKkUa8g3iooCdNE2YWO3sZCdoUemB1jtR2CfhZbyS3cpiGX/oii+OdNWhGLRpSC36DTjYP+IdVObSjmxCjP81BgDLVOAyVe4yPBA0r9ZLmZxlEaw1G48GrzFiwdL8YDAVRMJ3bp3fgtNqWp4qGh8+h2VRmbpWGSuXGtmsJ2J48CvQWZ/0J8Os2W+E79dWT016B4srJ+IpEoXn3lVRyY3v/TZNGf+p3f+Z3sWwIib9HxtgBoumoqD66rd1UWgXtPBlRCGY1aVcWCpUWVuHRKS4M/UmAieCsbftIppF6XWqi7LXmgNgMF3PsA/V1fuNdZReMEs2smF3lLAb487/F53iz1FgMgovEusinZxVZxbclBNWggVDPSBl7eugyLg6ze3sGBfZM4SBAa0QawzyjimFbDe8MPYMY9gUS3iFcTF/C+iXN40H4QTTKSLyReQIRL5SNjj6oc3S9X5vEtUR7DAER/zyOCSmVR0bOQZdmUIJHf4VPdqJuqlzYdc7LuKn92LFW18bmup7GpFfG8LMyGHUv1HbyWvUEGXIS73lPpWmupXbxKd1i0mXt08UvtOkFiCYcGx+EPBlEk+z1GdjsSiMHlIfCQPc6cfS+GHUNK5e1GYUP9/4ORE2qT75XqGqwdA6ej+wVucSWzgLrRw1MYVooXLTMHo9ZAxGtV7rld7QfI9p+w9C6q9BQqHOBV5BXrzbpbaNkKaLQMNPg5i+UNrBY3VbVoulFBopLBDh+DPrrxNATlWgWXlq7CPzioCmIMnrPV7uJ9c2MwNoKRyACm7CE1N5Y8UTwVPkkwJgvtprCe3sH7x86pCsYbnW2EWzqOaKPI8l5XCJj7/T4M8juSFtmw7CowltTDorWKOql6hkY31ytgwZEnQ92Ap6ZhmUYgQ8NwvraMht7BhaU5iAs4GIqg3m6iQcAbiGzA6w+gSmIwGRtFh3NsaGAUo1HpUD5OAuHDbGYJD0cPYMTmwi7n09W1Bfz4zJOqweuLhcs47d2Po44oVloJ3GjSmATdKiVvV5fWxn2hpLpTwmsVzo86tiwprDkyaJfnUKWndoEM+mb9NsxOC/PJOyhVW3imdx6pJj2A9K7qguNwe9CtdKQeUnlXdgnlSOEX56OXf9NoBCWLSmLTbrd9ktP2HYD+b+2IxmLmbiJhEfYmzFYKSQQcRbHurpqclF47RDNjr8egPKSYpFwR9lV5M7f5v4Q1vjOD4+6h0rMUG4dK9Bf0ls0nFZfu9ltfAXtZHGrzpV8Mo1tl84UMwsaHla6f9J0jIPxP7/0fEOXE/d2b/xciziH8yIEPY78xhNnmFr6w8SzOjh4gkwmR2Tpxw3Rx4bjhNdxkSDV+po2LWti9S23uuCweSJfPlug48zPz/J6CQ0eqVyZjzSDH806341gsidpDAxVbBVcJAkvlNJI7ebF00EMGNgigV6w3+LuGmlNHhYwyT/Y0QkYcoQt+NnQGhyLjGObvTruHjG4DJ30zOOvYp1jnM8VLeJDu+ZQjBmlHe606B3vWhjNS+k0jutLjdfB6vKamWHqvx8XaNZRSn5jPHsFNChwqqrUXXXeCW43jtWq0VE5y1mwhX8+jSGAu8lqvbN9SEqSz1VUaaENtCoobrzpIG/0NXo/Hp4qDJDRzZGIC4/RKBrWAatVUzWcxHZuAjyC8Q/YnoPfkwFHIaH85fgNTZhSnMSTBEKxVthCityH3LGkV7wKqv6CAWcsG1OwWlMl68zzPtKOFHQIxuQESegu3GwlYqrOoNmu4nN5Akkbvyvp1tHotjnkSLr+3v19Bj0zjnB2yxBAOBHHq9D0Y8w1iTCU5mCQcHRxyj8Njc+Pi2jUcHTtEFh9THdfnN2/hwZFJNQNXqlYalwCiphVpsmy75lEtp8SIWbkuqpI1wrPfsLSwy7FcbJeR6eVxq76B3e4u2tUqXtuc53y34DXP68hU88jTwLmDPhXqM3itPXo+Ma8Do8MDuPfoBA67D9AgbuI/Ld+i91QjCPvQLjb7RSp6PwNKbZ7zXM+cPo1P/Mg/6WWT2eubie1/9Pv/++/Hv5+48YNwvC0A+tGHHj5Srte+cOPmzdM7O9tqg1CxV4KuSBq2yThkA7G919xVKv8Uk1ZpdXthC9teuELlau4pbpFxS7jirl60dQ+c5fNFgtRpcyplO5msYggKxY5KsetJ1obqnNKvnFJCS24nuk6rEsXveToKUB1cOJOuKMaE2ToH+ZlRQnEIHotd7XyLNGWR7q2fDLTMfzeNOrKtNOJ8T8WsIa/HUW+08dWkA3q+h1tcVKvFNfziyhJdbB1VZxv5VgZvrLyutCGKTgfw/7D3JrCSndd54HerblXd2vd6r97+em82e+HSpEhJpjbLkWzHBgx7xk6MwciJMY5hAx55gFiAYszYkG1EGVsw4siY0cR2DCeKbUWLrY0ixb3ZbPbrvd++v1f7vlfdqnvnO391M7InmQnAkUiAvMRjd79Xr+ref/nOd85/zndi3JSOOHYFtOllSPXZ6cUHcFI/ihNaBFW9hOGR07jgPY4oASJLMHxh9xJ+fv6HMUVA2LIr+PryEt4fP4eT/rRSp2vWC5gnszxqplQIYsIZFNE+6TGt5JR6DpeqTBPTJX0Uuya5u8ukwRiQuzewYx1C7/B5imV1iLSW3UJu0Mbd0gYZ5xCbdd4TGeG3Mmvjqk7+jjE0Ee1W4CfwmvSA0tFJnPRNKH3oSrSCWQLajBLGl0O1XTycPKMyuaVE+crqVXwkfQIB3leZc3mpfoC52aRqMjsQ48dxVi651APy+SUFTrqRyENZPgcORy1UuU5utjJYIaCjuKK8NYnxFip5OD0+fs4AeTLJwArd+EAYRXoZEoPO73YQCoXgCwXx5OQiznrSEMis9xs4GZ1HWPdjR9IWTRtnExLS0fHNtUt4OHgWs0YAe3yfw8ouHgjHVPFLjF6BXyoCNSkZb6DnttCkdzW0JcOlo1LoymQP13mvN7l2+tsvk+nWcLV6Wxlyt+7FYaPK8XXiGe1FjiXZM9duOhBFmOz/xJFTmHGHMeefVY0nOq0KnkidQ4/zcmn3Ov7h4uOKa3/p4AoCkTg+GngA61wLL4QmaFAPx5WDck4j2Rv2ONZv3wt3rK9vyJxrjUbjt9+J4CzXOwKgP/vZz67xjwuf+tSnPlqq1770lS9/2S85q4lEAjs7Oxj0+mqR3K8C9Hj8KgYmtFcYtYRFBLiHo+EbDWLHaXPf8yH2uBLq/iWvE91elQctwkj3BGBmZmdU/DuXy9M4GCrOJpA/kDxXjwu24VBhBbd8TlsUOlpw2lEMuSH3CKZXOnewa/lxpb1MF/oAf77+dfgdAeSsMjaqq3hh7zIMW7SoW+jbXbqPXTzf+i6i/gR6IQsDMuZg8CiS0RQmvMDcKEEwfQCLvhmM3F48V76C94ZP4rHAeVXm+/Xaq9hxDPBTwfcgNdKwrpdxI3ODADetGHmLgCxVkCPJ+ZbYozyMeAIO1chLKagNOb4mvz8gUEhHlg4N2+Eop6rfagSqHfMQh2Tp+0ZB5cOu1/dRbZO9719S+hFeyW4hW2tXBpgOp1TrLr9L2kL5EHbpCNCVT/rSOO6dhYNe0OpoH2ddKTzgErnQPq5Xd+Ag0JzxpdTcfKd2iwYziAl3hIw2iHV/g08qbRDGZwmmzInmVAeKXdrMGt34qiqqH2C3X8ahs4NXW3tKVe5y6RYuddfhdQdRsZq4a6kk5wAAIABJREFUu7uBv3J9Bzrnr9lv0WNyYCWUp3fmoUfTwfHJNKbIZoe8bzGuTwTnVZx3n++1WyvgvdGjNMEePLt5DTEriPeHTyM/qOOV3HXOWURlb+ThU/KzEmiQLoG6WoySt87P1DrqILAoBSqSFumuodbYxvXhHtbI7veqebzSXVUVfBvFHD/nMkJcnxrJgYRt7vbprRg+HFs4iilfBCmy8nq7iZgvxHs5htqwi4NGAY/EThLkR3hh/xrOGzOYoTFe79dw0O8g5Yyo3Hk/vSc54HTJ2FmaalDRoLHZbxRRK1dgSjNlGkDxKqUR8n9u1awpLY7d3R189vf/lfNT//yff+W3fue3Pvzp3/j0d7+vQPE2vN4RAH3/+sxnPvPtixcvRp94/D2f39nd+YQoekmcS2KlptLNGN4DWfsNBS1J91KHiPa41Fv+E60A1d/VdrwR8rif56xS51zj/GezNxh3TrlXIWVzgUqanzBuya/uDXrq/aRyy0Ugkk1tDwgVZlhkvFCvl/HHl/4K/qGGXGuVgF/HH2buqso0Ef3pOIZKWS3lniDzthF2eDCXnMGcPgEnGc9Wdw8zegoXI2cQIyjctHJ4rbaCf7z4o2S/BoqDKr6y/yyOxo/ivGsabVvDJQKV1bMRCBjqdF3v8LkdfcSDvEcCqgCZFDRIoYWHm08aEUieykGvjrbVws4wh5xdx4u1ZVxv7CjtkZuNPeys9/CyvaH60+32tuDmuAR966qJapNgIXrYZrcPw3TxOXxITydxwj1HECa7pFsdiJC1EYSDriAOqvskkCM8mTyhUtterK0ipAVwMTCrupWXmxUlomTLqatwTImZWtL/xT2W3RTQkOaufN7WiAyaTDs0iKiKtpVeDjebh6hvX1XFH1LpKHrK12+WFWMUN77HcV8lYNG/QNvskanznumRBHjfsZmjeE9wAUHHmEnLAepjiQtkom7s0SilaeROkhWTk+LZvZt4MDCDSTuoPKI6gTik5J6gwji6y63GWYVI3JpquJq1TFzr5mB2urhNdt4adHEzfwdLwwLHFsi0a+gP6D1kyNoJ1GWzhJTuUVrQtmnRy/HjpJOeTDSNCBn3++KnkCRR2OwW0OPofGTiEZXydqO7hVPeCUwijKvDLVXGHRcTxn2QH7nUeYWU0Tg4rtLZvW6bKnc6SyN1lR7HYaeq0h/3RTjMrGNp/xbMTSf+xnsVu+VDFMnSJUwjWd/3pXrVoTvXhajZmYMhPG5DjcGf/8W/1379f/7kd37nd37no7/xG7/xzFsEH2/J9Y4CaLmuXLlifvKTn/wDl9v1CcmkkDi0lGGPRmORlu+Vm9XuVw6K28WFKa6nyIlKCEQl1tvfK0177wRa9TAct8uSsIYAtIROlMaG6rIyFl2SLt/y3h6Dm4dsysl/OIdjfWjd6UbHGh/S1ciIvFE/Ac3CzOQRPDZxDgvGPA4HJez3DvDjcx/GomMaZauCl0tLeDB8BO/znICoWnwp/yKBx4H3Tz4MHzdVk+zo5nAX8wSEhCaZGGQ57bFIk0cqF0VFjcDRckH92Ra1Zk8PLQLvtlaESQa8Rcf4amcXmcMePCMvKoMKlktkwI1n4BHBG0cL+WYJK7lNRIKScxyQRuUIEaiTfP5AULSWkzgemEdUD6uNv1XbU62XHgjOEg4MfCN3VYnlfDTxmNSV4VL9LhnjACeNKYIsx3TUQKvXwLRljNuGDaXprqWMnUR7RRVtyHEtSD4v4W1Xr6oY9Dbhrtlv41LlBl4o30HC4UelK41c1/Fdwo8roKPNcZ30xrFXyHL+DHS9A5yenuVPA5gNT6IenYDF+TnLexXAf81/R8XbT7mS6oDyhfKy0pkO875ea+1gt1sjm4+NO7nz2UIjGjuCbk+ySXzSqMBWVZ/Sm6/p6mJdiZ4OcMObwa1+EZcO91Fo5LC2eQffzN6g8Ruiy7VjcL2EpBMPnyvkEbHSAY1oDJbPiRS9h5OeOXpkGjZG23gPvZ0kosiZDTTyRfyDmXOqQrJ7cBkfTpxAWNpR9TooDXs4aXuVkNPq0FKSs4Y0wRU1QXpXhxzLfa6JFb2EGo1etdPAc8Vr8NSkQ4+BUvsQjWoDIe8dAnBZCfc3KqZqB+blOjgaJ9x7QlwPI9zhenB6DNUgQgy7APR9aQTZK0KeJCwk6ajZbA5b61v5drt99weLFm/99Y4DaLl+//d//86P/8MfX2k2mqfuhzacksUwwhsZFn/3Gn9P4tUdlS43UCGL/9Jr7XvFKvfzoSUzoKO1x0BNQyD60RIndTrH+cAOx/ew8Hu51xbfv+sy4Y2l8AuP/3c4jhg+q39BCujw01M/gqN2mm7qOoqlDOa53ecIuJLCtWT64Rn64ZPYsQoueLjxW0oPOeGMKrnQlllD3hKZfB1ZMt2mbmKzVaAR0VDg4xQ6TbycuYkMAcJ0dbBn51EaDfCnh3UCsoFhSieLzNCA1KFrITg0HYl4AlP+ebruAY5NBxm6sI/PnCFbi6m0tmvFJTwUP4nTzhmIw/t0tYsj7ggWPJNkjgaqZG+ipjYd8MJP0Hf1yM4MlwIhW/F4blR3j9DVU22asq42mlYP16wqPZwh7hBUh0MX8vQ06nYNK40NVIpZeMnAui0CT7mkAMkxGYPfRw+h3UfCCGEyFcNkJIQn5oJ4kF5GXJeD4B7KBOfHySS9/E8Egqpk1B9IPqTi19JW67DdwUPBKOHWjXWy55geQsw20OPcVeo9FKOaqvCrcA2UXRp2RJjI7mGrX4dNA5HjGOyZTbx4uIytZhEjssXDcgGZSl71N5RCF7ljCV1FXAHEkxGcPr6Iueg0dG8YHT7zUU8CR11xNc+rhWVcTB2n5xHE9W4Z/XIdH+e/WwT96u4OwTqCAO+xrdMYmFl+uq7KvHvWUIVFpCflrt5HwdnHZRpcYeVLzSw2hhV4u2Tsq7dVaEK0Bg86NaXjEaTnCa+LXtcI0+4phIJhhJIeJI/5cDJyBA4J45FRP+V5BFIr+Tdrz+B9ixdxzBHD05YfzxOAu/Uu94d7vL/uFYCpQi8SHdEm+dn//mcxPZHej0YiZq1Y+Ve//du/nf0+wsLb8npHArR0ZfjEJz6xdOXq1VNSVno/J0MikM57Q6LS5/4em+5wY76hYacOBR1/N7ceSglPFbuIuyZ1MTrZcTgcUQZAOnmLTKnnXiGMitLea5J5P+atft9FDkOW4bMdiPDbUxJrRQQ1s00m6SAomaogQcSODvtV+L0hboYSCtxcVktX5bktk2ynn0G1nsFuPQvNdCNrFlHqFvE73/w/VMFB1xhw03awVdwn4yMDJIt16wPMJuYQc8cRi/pgtAOY9jjwQf/DSNkB5LQK8qEpPBE6r3SmywTk7+y/gI9NXMC0Ln0Na3imMsSRQRDHfTEFjLdbNtqRHgZOpfemTvdFTrTP8auQpxeDBAvnACs2vRMaM8ls0Aha3yjfRsfZxfXiLRQJuF9xvAKN91isFxXoBlRGjgGTY+tzh5HxNeH1G2TCAXx45r2qb6OheZX06IQnhhOBSZUXvZS/g8XkNBadCdUo99nyNfyoZ0GpAm5I10YCx0zSreYvzzmp9XrKSIhq8QHddcl+2VMcuI0Do40eQXt/VEZ52MKNOr2Lgw6sRgO7xV0U+118Wb/EqR2hw9/VPWS4iWlougeWywEfATcZjyI1M4/3kJWe903CS6P3QvY6HosfxRnvHFY5jwelHXwsdZYrxovvVLeQ7rjwUDRM49vDCj0jrxZQorNdxwB9r1Rdjr2HGln5basMq1PHte4BMr19ZPf5DFxLV3dXcXt9Sa21jNvkHHhwhzzZF/QpzyliejBFcE+fPouL4Qkc0yNoELy1XhdPRk+hTWP2au4WLqZPKgXFl/orCPeAD3sWaQAs/NUgg1lDV3+X7CRReG7y/8K8uYgx7A1JeHoqa0Ou+52LlPdJdn379i1cePCs6z+++h+O/+3n/rb/fYaFt+X1jgRouSq16kK333ujoESu+2EOQU4BzOG9lLsxeEMxXus/o/l/8RKhF6kWE2JgWePhFcbsI/tucNMOyVok5HG/4EUl6ovSnVtX/QlJS9F3j9m0oz9UrLtFwJZ4XbOWw0vl62RrflUIUiC8fWnnWbKsOHKdPLJkws3OdXzDs8Tfa8EIWnDQdc1YTXj8MdXiOugK4+HUaUQDYfRcAxyODvFk8CxZ1gKa3EQvZK/gLEHhQ9GzqqP0Vxtd3KmWccE/hbDlVh0vDmr7dFn9KqtBFO3kBNBNtuhSY0T2KKXNDk3pHkuUXbQyOnxZgc/eGpHRk4VlSyW43BvIk7+tFndQaVTxFf/zHFYv6s2K0n/4ru1DcjoJm0AwG5+gwfQgEE1iMhzE3MnHcNo7CYMgulY/RJrge95/nPfsxkuNGzjjpFPviip50UuDDhmkHynVkF3ElHQMVUqiZJFwDcghpzqOHRFAbHT5nqJ7LNxdKgVLZL432zvItZq4XdxQ2iTPE+SHrhFWDqSrjhtBGidrMFJfVRoZyZ5Ip1M4740j7ZqgMQmg6q1hgXN10j2NinTfrq7hR2MXlH70Ko1TieN8OjTDO+rymaXjjog1SXpwAEINmhgfKHcdFhnt+OCyxq+imwzYrPK5GricXUGm1cBr+U2U+2Ws5FbwtN8Hjdam2G6onOLdfgwerx8zC/M4pkURMwyUrAZioUl6ObMkED5sD/N4gMxYDiqfz97AEWsBD3Lt7IvGeP+QBsGtcrZtUV5UvSShGLrtslCgkShZJloiudrPqo40G02uz7UXlULetdWb6NXbsLj/JLwozY41e3xEeB+kRQHypZdeIvnwTv7kx37q8qc//emf+K3f+q3d7yMkvC2vdyxAuwzjMYkpq0M/xWbJXgVh7oUtrHsn+oLFAqL3C1hE1c40nSrlzvp79FkVtoiIP9lzt91WWh4CrOFwWOV3xuNxxfCc9xrQykfJhrGdDgzcDphevrfPraq6pLlqsd/Eb7/wF2SCBhrOPbrwXfybG0XEXRGMyEbh9KJLphw3UkhF03AS5M8tHMFJ1yzZMLDUWEZq6MVHEhcJUEFcGxbxLAH4x+c/jrTDi8Kojq/uPY+JxCQW3TFINuo1gmK1VccwDgUHqtu4bBgp3XaQCWvCgLn5yB6l6i/Djb1BcHmuuA2jb2HbzmGptoqblVvqOavWAPvVLILbIYJYXLW8avRymPEEkQon4KA3MRtM4OHYAiYCCYKmE6utLCbodTxhLMDQdVxu72KeYLoQTJNhu7FUXCMwe/De4AwBto+tTkEd2AqkjSxTFafYuo/Gw6u6xHTIkkPWUOVN13mv+70iXE0PuXIJ2VEFL+Rv47lSlXNFcOnnUK618XQxB7fhguUdqFzra7kWgv4gNN7/cV8QE74IIgTlR51xzE3OKDVAnQvi9fI+PpQ+jzjH63prH22XhqeM0yoU8d3OTUwQzmYIvAN7KKeiHF8nLIeTT2GpYhNR4SjbLWTsOjZ6FZUFcruxi7u1Xex0W8gN+tioHqhxivhCqIy69LiA18qbNL4u6DRG0+4gpum9LHIMj6VCOOGfRVwPYJdGPKC78Vj4NOfTj6cb1/BjoUeQ1Jz4avZlOMjqjxsx1dFlr9OnVyId1C0FvpIfXhe1QgfvwcMxGVZQbtVwo7KNA95ngfd1s7qpWql90XOF90UPg+P5qr3NfUH27NFVeX/UCKHHf6uzg6gf8WQCgzsFVagll6SoyiWkJRgMYmNzE1/92lfO/9jHf/Tr/PaZHww6vH2udyxA12u1dVLn0wqO78nN3ddylut+yo/lGGdfCJpq93SCnQQN1Zn778Wgxw0vNdXiSmLMEhLpmm0V8vB2fPDSHRcVNgFx1URWila6mlKxk40/IPgpYi1t6MMe2EEvJqcn6ZpP4Fahj2A8jJ+cegKnnFPY6Tfw7e2X8XMnPoSzxhGURk184+Ay5vxpPBE6ophsuy8NbkeYpXvv7evcXB6V0WAosXk5ACID7o+zUnqqf7UI9AxUVslGv6R6aeSddZXC95/aS6orS9mqYu3wDp4mcxwRZKUd1WZtGy+bW4gRsD3GkONlIh2ZQNIXxqLXgyMEivOpBzHtTKkD0KvVa3g4ehTH3fPKyN0qrquY5SPhRZVuJeI7fhqWI+6EikHHR36Vf+HXJLNEh89yYVxzKct3KEnqBOUR8qOecqMP7R7f4y6Sjgj2hpLTu4z+YZ/j6YdjYELkZCN7N2hgdNVYt98qY4FjmybLPhmeRDgRxrHAAlxkiPsoqlDHSc88P9+Llcyykud8NHFMZa883aHH4TuOOfhU3vDd7gEBzwspGfFz8QzkAFZ14aNh6w/oWQxoFBpkqCVkPHV8u7unDMiN9joqmRr+dvVFDH19rNT3sdRfRUyPQg850K4XoAWG8Eu/v8Q85zSK6UgKdXpFVQL9Q/45RDg+S/0bSFpxXAycRcWq4Zv5p/FYZB4RqR0VT43jLcakJ2U2qvckCYEtvSZ7XBM+NGkQNkYlrNPwolNC3VzFi+VlPNu6yzXfw1YlK3mICLujqPeq8LhNTNS98HpDOBmdwVHO+3xwiux5oFoInzfmUBnWcau8jodmHhwXwjSbWAm8IpH5cZeh0b29xb3mk9i2plTR1Z7qELDX1tfRarUrPwBYeNtd71iAdmqOrxNOT1v3MzH+XthCwh6qonA4ekMcyb4vKI5xY0u55EBDNV3R7xWr8PcEoCXOLNkcUswirxy3wDLfUMaTPNSxSJMOr3tc8i1sSs4f+yK7yIXsJbD9xJn3011Po9nvYrfXxEXjBB52TPL1BfxNc4TwyIek8C5HEEl3mO66Wz2HTGxEN5A3y6qMN+z0ozaoE4ZbuN3JYIefJylY22TVVYLXZYcPbT7ILTI1fWDh0voNMtCeKm5oOjXk+0VM+uZgxKUVlx9RPYlgLA2fPsID/QQuTF1AQvOgNWxgtbKPJ2KncESPKSD96s7TOErGeZ7us3gmRbrKyYEHSXoXQ+5Kg/fcsxzjlEPet98IqPQrYd99zk9jZKHi6KPaLcMko7tNJjjg97JmT4kWLdW3OFcOvIItOGgAd1o7GJFJTnmjaPb6tFEDzPqj9GRSKnXrWCqN48FpzBhxFQ8/6O+rw6woP3NtsI2tvW28d3Keo2rgUnOIYjWPozNhpU1dQkABtXT7lnhqW2Kplk4wNFUj3YoxIkgW4OF9LnWyKA26KDdGaA6buFVaJlqb8LuiKDVryHAebjm3EXAGUB1WMUdgS/n53okQolNhnHAuEOwmUCdr1fodnPNOiwgB7nCOFsncT9GDyNgdXCHXkMIUMQTLtkYWC9ViS/Q+dBe9Pa650qiPA2kzRapqdwqq48vNlkh++vjzDi6T/Q5VvvQ2sr06Ks0MlsjIXSaUIQrRe0hFY3ClZzDrI2kIzaHj4XNxDX3Qd4yfF8KN0ham/AmVnifl/VvtPI7T6GVoFHe7DiwihprdgNO0oayeZE2NhtyLYxiSilqViSOZTPzsn/mZn0Gr2lwamea/W87c+cIPDBzeRtc7FqBPHDv2e+FI+J+4DU/Yup/rTEAW10ousexS5r26vqbkPCElv9XaWIHOuseoVTK09YZCh1Qb3s/gEBAOhYJ8WVCBsaTzyXs7+04F4PcNgCxSCSHo0n9vwPvgYnb4PbBMbsUm3bzOADNkfkGbrJF0zEFLICljlojxBCwcajWyoJAKVxyKa9zscXOM0CB7Xh1uIJvfx3Mbd4lRTuS7eZXStPQqwVdkHn38DJ8TUT8BwYjC6/EjGYniTHKObDJCluTEYXMXptuND/suQsokMnYJm8UVPJQ4DZ8jxPdr4uX9Dp6yY0gR0g7JkGvtIkI+B6IBp1JUc/Lea9YQbeeIrryJruFA3i2a2R1UyCxvGnXU+31kG/QgzD6uZNbRJlu7srdMQ0hW32sT5GowOV6TU2kVl+emRSXSpBvsx+zEhLr/CdckAi4DFXOWABbGgiOtMhRu8n5PhqYx54mrxrEvHt7EucARTHPcWraJXqtAtu6Hl/e4TbBoSpWlpMERmEyOtxVyYg9N1dH8rrPAuXFipcY5tfp4pnwbV3o7QKurup03WmTFt19CjHMvendeTwiWF0rNzhsO4fTsIqZcvC8alwaN4/u8ZzmqAbzWXEVcC+JCYAblURFfzr2GDybmcJQM+tYwi0K3gTmOm7Q761hddFyWCtkU+f+Wb4jbqKoy+GudIjyDJrbqAxz2sriSvYnVYAmVbg/79RJGfRNBTwC634ARJKATxGPhAJKBMGZjc1j0LaBOD0TUE096U/RWPLh5eAsX0ieQ0r14tbWLYE/Do4FjNPx13KjUcJrGV/yE6wTeodOlQiE5Vwc5zu9VLYetfg5XCP6lnREKNHbfufY8+txbDlkTQlTuHbarfSgFhZZqr6L25LnTZw5/8Z/+0z94C6HiLb3esQD9uc99rvipT33qUb/ff4FAqSIalqY5Hfb4tEK+1+p1gol47A+y+bw6Rdzb3oGI+lvW3w1t3M/1+H/2JvSovwtT9gf8dNfa48rE4fCNtDp13QuvOK3xe6kiBdHQaHXVYUmTLq/tEQnSLl4s3cbdnoHVwSHZSAn//u7XYDU1Fdcrdgga7QEZWQgjt41RoE93myzKF0Z8ZhquURAeguSj3uNIkN2apOs77W28J3kGZ1wTSlP6y5kbSJdtfGDhuApxXBrUcKtawPxCBNrIxICsfBfjLAxxYS2HB22yxRp3llSqi/aEVN+JkHveHusqVMmyWz3pPzdSZfVXS3fxjUIBvmAEVb6uQMY2oHfhDATgdbjgscZx+wHZ7iSZm8FN/Pipc5jSE3B5vGR4OYKFH2f8Es0dYaO5j5AdUH0EpVz4Rf580uFGyudGlWzXLYdstuQejzuoyxTT2Yf0Va+pBq4OlPl9ncDcopHNDdt4rbGj5vlq5joOC9v4hvEKLBrOWpPGpNOGIx5GQES0PH0CbxjpaBoBGpek/wyOk92KBvIBgUnSz87ri2TUHjyTexVntVkcwwI2hiW8Xi7hxHQSQ9NCyBnkuvCoQ1Lp/NJ1ibqerQ4txViUHSMciDGxh9g0KzikAb7V2cXt3Ca2a9Kr0YUhJ0BS9TQa45R03eHzDwNB9ENepNNpLGgnOC5+HHdPoM91UOPcPhU+i7ZZw9PLL+Hx5CwecE5hlcy/QmIw543QIAyUqFR/pKOrD2GSqPQ9LhSk/NwWwf4B1iwaCa6N12tbcPYO4B5a2G7kVTstF8es3G+hUWlgJb+lPKJKr6XOZDzRKAK8v4qduxctvB9nHIc2/vjzf4xf/7Vf+/in/tdPHfvMb35m4/sGBm/j6x0L0HJ95jNq0v9fJ/6f/OIvnjScrl++X4AiB4D2aKAqwySFbiCVTwRUyef06C7lmuUJPnIFCDgCNFLqLaUEsvjqZIKq2/doHC4R5Thh5NLAc8QNpnu4qdwObgYbXS7s3336z2HoPgQm3dgrFnGYyWHKTbD08M1SXiRDaRybm0KSDDDXruEImeI5siA5cHq9fhe62cRHE48qlv2qeYC/OXxBFSfECRiNYZ/MNAu3pSEsvfcEeGkYsmSsLgKFZku5uKTAkRGRi4bIjsqiIaF1yOibcBJUNyu7WOVm3DJfwahnIterYLmRg7X+HNzibksao+R0G36k/VOIe31wuDz44bOPIuj0cQDcSmAnForiZGBeFQW9fLiMhVAKTwTn1Ah9Vb+ORUdQlUTbHMdrgzY9EYDkWQn6i7axU6l+OFWi5EDmyBNBQ7SmaYTy0pSW49AkAy00yvhueRvPZDZguLzY7pZRrJfxp8Er4EAgpPVVO6jncyuqWMKbCOGpqfdyfDwIeMLINYuYNxKqqKZMaJcu1U/Gz0ACIFl6MZdzG/jw9AO8q67KOZf78RFw7zPEIQ2HjGFbPPywgRqNQtvRRLlbRKndRa1bwXpjE9+p3CRzzqi4cn5U41eZ68BQYwevruL7aV8QoWQUH5mcwTHvJJKuIG63dnCM43bWPY/ysIHbzQ28N3pchWee2buDFL2Nhz2zBP0unu40Vcx/xHnVggEaVo1j1lEHq33DQkkaE49auNsvoZC7iUanhqXMXVi6BwZZeGVQRZ1fycAV+PnZss5nXQkapSSORAL4mPYwkp4gMkOamWEX70+exp41wL94+U9xuVTEw088DqxXke8vq/MQVSgmXdB7A5Xp5PUY+OIXv+j84FMfWP/Df/2Hn/+VX/6VX/q+AsLb8HpHA/R/yzUcDH4zHAj+crPVVAUgj1y4oEC4XqsjRJd1fXODDGgIn2g6S6mqcKB7KXXVagVN/hmNxdSJdIhfyVRC/b4cIA7NAZmVDvJ2MhpbSXPahgcjFxkE6bTtc+H9px/BU4sP49uZFzE7O4efnn4vHvLMYZsu6F+uPYufnngKD7pmVUrYd7vXETMNuvdBpdEQ1FxoyhmaSPsMBiotzmE5VX6KbEw/AcxHd12zvXSV3di322g6pMlAD98urZM1tbBU28FyM4/D9lfJHHuwE05sHSzD574Fw5eALWySIDNNJj1N1vhAeBKTwRAemjlOxuuHj0ZNmN6x0DE8aE+SeZt4tnoN5wIJJPUI2SJd48Ea3CMfJhFSvbHDQ4lLQ2VliEehqvCcUClmkk3b63cxJPjnrB56HMNVAli/38ROz0VHv4tvNS4hZtyBi8wv32rgkPOQDITgI7D4HC5VPDPjDeNUaAKntUm4z/hwKjzPMbGw1t6B2e7hA6mHlDLg8+0biPJ3Tnnnxtp59RFcAw/vNAjpARMwDSW9KdHzEcfb1GQN6GTrwjh1dIYjrFg1NHo93LKq2CvcgIP3ftAp47W9a/hS8DINcRf1XhnRUBzGwEWj68LZyTmk7TTmwmmYniFiJANH6EEMCdivE4QveKax4ArjoNfAXrOApwInpdkXtppyiKeJ3VN5+l2uK8mLkMYJuk9aqlmo2jVs02vZGzWUp1ASwzI6wOVKEU4IunZWAAAgAElEQVQOdq5SUWL5IS9ZvU7gpFc21Q7RC/RicoZj5pvDcV8ajqBbNVV4xHVMzcdr+TU8nDoKqfeU0nHJ2V/wk0zQA8v3Drne3PDT29IdOmYXj+HMmQewdPM7KndV9UzWxmqTmq2pTkRO6a5Dj2t5eRlnTpyaeCtx4K263gXo/4/rT/7kT8q//uu//mu1Wu3B+bn5wNTMTJ8Lp9nr9ztew3DFErFfunv7rse+55pJ/DkWi5JNeFAslhRbrnDBS/zZ5/cqTWpZhBKTlqa0EgJw87UOuo1a1yKDGGEUdKsN7ybQPzJzCk9FT2OnvoEblT3MT4dUmlZDJysluHp644OgcSIKN+RopFz5llJDHuJw0MTNdgmeoRPrdLkLzRr+ev911S1EQGO1sIsXq4fwiu6Dy+b3OjB4H7n2C0qUqE8WnfaGkBoZOBVP08038dC8gWOxY/AbSaKmdNHYxoeSFzBJ8CgQ5F8trNBoJAggEVXPuN7egDvQQ8DuKxU/h5L61FVlmuRKi7vbt4Yq9mlzfEqDDlqdCt1eXaWfbddLWDMzeMW5I0InyLSKaA16eK22jQGNQ6VfJYMN0rh0QU8cCRqLRTuApJ8AE5lHLd3BkUAaaWF5BNu1ygHOx48rIBGx/VezyzgWDkg+A8oeKWxpq0YAEjF3k/2KToYw0AFsFdqROPauWUfJ7GKjV0OJz6sRdPbJxncKByjIgbDO11T3lcGOexPotFpoD8uYoIeU5NhM05P44PxpLPiOqY7r64NDLMZmyXwnyLxLeLG1gR+OPoRZRxR3B/u0UF0c53hWCXo658ej04gRtD1OL9HXUGGQjtVBloaqZbvQ5XzvDSq4MtrH6qChTrF3aWj18ggxGqpMuwKLxCCr7UPTNbgHJlJcV7FAFIvRAPzJU1jwpjAkWSh1GzgbmaXB9+Dl7jpOIo2L3iPImBWs9duIS3s4UecYaaqpr1OKqQi4LZKMAL2sHc7XTpP+RmEd2zQge8urqNEbFKkFKd5SXql9f/84VEgwnkrhwtlzFaet3U3Fk4VcrvB7bxUGvJXXuwD933B99rOf/a8eUvzyr/zKz9/FXc/9YhcBailWkdCGZGi0mi20yL5lMfbNPoy+RwG0/FvWpLDpkEdXLGzci82Eg8DrGxDaugOMBn0JNiBs6epEfWA5UCeUSPsArn7VmHTIV1StBpZGWVQaPbxY3kNzUMd+Zw+VchHfdt7FSARunAOY3Kz5wwxZfUp9tlRSzkbimPJF4fH5CKY5LBpxnCWjjHMjXynfVipl/2jqRxDncqnYVWxl7uBJY4FMyIOy1kKp58Q0N2VCmiJoTgRJ2QK9EUIup2os6lSxeMnl9qjS4hzB65rWhHPEcaE7u9E6QDXXwjcPbpMdmyhWy0q35Ov8e8RL4CSQSAy/N6whkUgiTjY8TyB7OLgIkXLLWQXMe9I4QsgVodZX+zdx0b3A+/GjwVG+RQOy6KDb7QwocZ9m4xATcV01dq1KAYhjoNL05Li3w/Eo0lAdyN95t2vDAhr9Fv9soEODem3nLhw9E5rHrZrv1pttde4QjMfVv+d9EXho2II0rl7XFKbI0udEZY/vvt/YwLnwNA1ZCuv1A471Nn5y8j3Ko/lWqYdjNj0PO4ItrackaQ3ea0jCanT9KzQkeYg+cw+7egUmQe12v4C14gHBr4gXcA01svLl0gFcfG7pPiNKfq4I16XRhBGIIOryY5qMdsIbxRzfL+EOE4QTqNNjulu6hQ/GzhG8NWzWc7x3P077J9DgHN3m3DwoBoxzuyZiTvZIGauGNkDFbWKd5iFLg3VjdEhvpQu721dGUJoqREgEDopZ1BoVJUpWrVcJzvQsswUSl/K4m71kdNDTG5Fdq9RTe5wPferkKW+5XP8f/rff/M2tH8hGfxte7wL0m7wq5ZJdIwuIxGMqRm3DekOPQzQqJI5ZKBAECNSDfn+s+aGNFbxU7qd087bUb6lO1Ja0y7LGHY67XXFZS7jayCLTr6NCZvnn2y8ipEVQHBRxO/86Xrr7GvzOqGqsmrG60IwQYmSTUW4GyXCYIaAlfFNIBdMSHEDHLOMJ/wIm+Tty1nm1tILTkRmc8cSVSM5ftWpwc5OdiUfhJqPdJUNbscpklG4aETJce4hqlwxX+iSSMVW4t5rE+T2NngLHQ+5hn9Dg65awS0BtOkd48WAVl3N7cHbI8IcDHIwKaBP0Ah4/XG4fBnxWv9NAOhRCOJZELDmJI6lpxAk0IRqB/XYGJ3wJzOsxjo+GJTLWmNtPIyFdv0e41KghSlc+ScYmBkLEk4RdGjR6LQ5y1xYNZA1lEQzlfW7rBC6zhRyBsNhvYHVUprfzsmr7Ku2z8vUaVg92VOFPtpdXKZQ1TwE6x9QRl4a9cRybpHGQpEAaouO+WRoRHWUayXr+EB+feQgS6HglcxN+y4eHHDH0yG5bNGQzYZEtCmFf9/Emo+qwsseRb+hd5JxdrGs1bJpVlEcd3GyVsOIoYrWyTg9qF0+7LqNCJp4h2AWCYTJvD4F8RMNKFh0iK4+kEVtIY1bmVxOD0YKHXssFz6wSZbq1t4bzoUXMeWggeiXUuL4W3fR6OF7LPYcK4TgIqCPOSYfGO8c1WeF3D2jAfARgCeVdl0a3thuvlTaxWt7FQadIj8BP4K1zbZkIcA4NfwgWScesMYmjE9NIz6YQ4zye8y3SGyriX/6nz6O1n8Frr76CuEli0h8plcHv1aTJZrP4vX/5e94/+8K/Xf2jz//R768ur376c5/73Duu3PtdgH6TV7fXs6QqsNPrYmZ2Tln/ckWE4n3KbRP3LT01hRjBWeLSvUFXFbmofof2uLdKh269Z6QrEXVhE5K019cJKmRO/+Hlv8WLU3fgDtqoS0ikU8VJbs5wOIqzoXN4MLqI0555+BxuLDdz8JFxXvQtENzc2GhyE3XyeGriEcwTtrfpkv7HzLcxF/RhUfepw7WlwfjA0q3pUjcIl2RlEDBkc0p8vERAq1kDrBKopEyEHB232gTf/cuo08hI9+xSqYBv3boCyYXpujWyrgEm+f4pb5DMzYN+xIPp+AwWkaRx8WC7t4uTIpivJ2A7DFwrb3CTB/BEaE6Fdr60fwuxoRePB6eVNkqFYB8ga00EbJXCRf8ePbLzijoWdCKjDVQ+NDktP5tGZdSA3j1QHsd2u4zrmS1Y/H3D5UNxOC7dDu9ex+zkBOq8fynVtsl64zQYEwSYczNHsaDPwEOjcaezjIsEtJOuOKo0oC/l11W38qOG6HjouFy8iVMRL/y8j126+5sqcKOp7iodvxttwwWlHM3bPnAO8RrH0W0VcaO8g9U6De9hUeUdr1tZjGwnIgMPDGOIHjH32d51BD30xFwWjs0exaSHLNgZRo0ezYM0ChOOEA4HVaUncsE3qY5Jn87ewtloGqccaRwMS7g73KORcyhPZmCQiRucVxreQ3pCNc6tPnJzPKqqDdVz7dtKBnc3s49yrYqwL4BSp46a6MKUluGmd6fHXZgLTcGggZwMzuMR4wIe1BI09iMUywU8Mn1GdTO/VlrDB8IPIkKgf7p3m97SCI95JuHy8xnjE9jrXlcZHK5CTwlumfekD6RWoC+eI18vYP87v/u7+s//o3/8vywuLua5Vd5xnb3fBeg3eV146IK9ubmJze3tsQwp15kAtgiSSxlrJBJV5eFycCg/7/Y76PW6b0iZSuLn/RZbksFg8t99gz9zavAYPnzkoffhJx/4IIHgGrLdBn565gm8x39UdeT4y1vfwsXwUVz0Hoc97Cudi17bxjwZjBQPu6RTiWhLiEiNbY5Ly0U4nx9bB1Q3E2Htbb5mjb+b67XIzNsolPOoaK+iQDAp2mXs99q4s/MX8BDYfQTcboVg3a7ADnhVNshEIoWzqSMqT9Ykoz0Y1HEuPosjrgh0Mt6vHV4hA57F49qMyPejb5aw4Agi7RSRTC+IRxhaPbq4mvJAoKBGXil1g+MOGzWy9Aq99T6tWqXbwla9jIqrhRqf+9XSdfSGFiZj82gToDerG3SnQ/Ca+ri7uI8GIhzHvCtJT8FNtmtj0YhhMUCQpZFZ7RfxVOg0fPy879au05CaeHTiqIrp57QDOMkYRwQRFSYl0sqBmKTmSX++geh2qJVAw9TvKQmlV+oZ3lcbLxdW0aTb/oJojjRK2O9m+dma0u3o0TDKQZjP7YQ/GsFpMtnT/nklBWvpBHqC6/vjFzBBvn2ns06g9uGUnkbHduAb+SuIeuld0IAUHGH03fKpLs6zho4cOGtQIlVtGq6y1scafYdsvYCr9VVc6dBw0ZRtdQ9R6TcVIZBDO8neCRZKiDh8CHhdNP5HkKbXYum2Stc75ZumcXXiJY7Po96zvN8F3Ois0Xtq44J+BPv0EIrOAQ19TIRM1cy1NX0cu5fQF0dv02rhToXgXyrx8zjHdOFa3Cve+4JlDu2NGLRTnVXQ+GYyWF9fE8Gxg7doi7+l17sA/SavWrVq1+neJQjGckmoIRVPcBHSbc4XUK+QiUSjCIvr5/FgampalYHfL/ceSmY+AVzEkmzdCdvjQt3luBfLduPB5Aye9M6h4smiVKljzhFRwuktOV6zxMMeKlH3oRS+cLNJBoYIEAmclKw+Mt06Xixtkabb2B/m6D4XsXLn2xjpojk9QrPTQIg/97oMwO1QPf0SIR+sQQ8LRgQp3siJYBpn/CeRJDuvOvuo+Yu4GD9GcHGpmPJzh3fI0k9hiuw7a7XROryLhG0gIYI/9hBGz1IC+g5JMxPA5TP27ZEySE10CKpdkDThZpPP2GvitfIa9GEAVyqbqtIv2yrDarThJ0hJ5kyVrFfqgntOaS3mwUIkSSAL4YifDNxwYynqo+E6qTScexzr27VNnI7M4bieRItjspaVyrsZ/lyyEHpYaZrq/oSNS6WhSwqCNKjybAGKirS16o/1JtY7ZTL0Lgz7ABWC0rXCJr4mfQg5NqP2uLeeMcgqbWOLLH9OD6vWWg+lJ5Ftx3AhtYiU04s9Mvu6x8b7A8fpqRB0aWSOk/mecyRw0MnhTn2PwG0j6rDo+/hUhoiEoCqiBufVsMuRl8PIu/Ui9smAlx1+5DoFXClt4LnyIXxDNxpmA2ZkiIDPC3dnqIpjZvQA0kYQQaQwHz2GdCCJAsekYtbxRPQU4k4/btYPVSl52khhz66hUMngKI3+SLqJS9aR1JHIvDrH3laL97Raz+FaI0NTYKPA+7jbz+LZbpGfa/J59tHRTISLy8js7SNTyMA2R6rUXtJL7ys7SrqpnIs4Ccwf/cgPi4jSNb/h24/HEo1GrfHCW7vT35rrXYB+k9fhwaEtHb+lMk8LBBRLFREmYQLFYlFlb1QrFVUxFQgFYPi96pCw0RgL/wtMiWCQlBXDHvc3FFAYkNracmDS7qlcBxc38YAsOzcyESCwbtltZIItvO44QN50Koa0Vt7DbrmIv969wd/t8z0aqBOgXfoGrKEOIyBMpQufEUXSHVTZJqY1idlQCtPuKHy6H6/UlpEcefGRiQe5iW1cra3hejuPH0pIrq9Jd72Dm3SP064AGZWAl0n31VJtl+Qw0+cQuVNNGYqOUrOjZ0DWnTHbBJkqX9/BpfImrvRHdNf93MwtrJUyqkNIJBjGuD2CE1NBybBoqbLv08k0JtNhMkYvfC4vDmpZxP1RnPVPSU8PvEZwOxqdxYI2oVhtwTogwwsjqQUgaiTZLhAN0IuhARSWqeljwfwq76Wregr2sDcso2H3cdPMI0dGnS30VXuu5eomel3+1pAeDY1Br9NTf06EYiqN7bH4HOZTCwjoPgzChCvuKOmSImGqzdaeOpA75UzzvUy8YnZxITCtDlu1/gA5q4uY5lEqgN4BmapICTjGeecDrpVNGu/sqIo7vQyqg7byiLa4pu4U9vBd6SpuObk8uD50FyJuKfl34lg4RU8ijZg7goFDDln9Kh2v2auj1Knh0fgJJAj4V4rrmHAHcDI4QaNTwd1WH4ua5MK4sTN08nk06a1DAmGqZgIV3tqu3cBVGvg9J41QYx3bxV3s1bOckyBKrbZa05MEch8Nky8QQpJreD4xhZjpQNIXwwl3Glc9K9i8NW7iK8fqlmolJ00WnHDc21MydlNTU3yO1OEv/o+/8BNv2eZ+G1zvAvSbvBYWFjanp6fT27vb8Pn8iuHJJSGNiYkJEXmB5FD3yL6GtSHd7oH6Wb1eG0sr0p0z3ONpEHAXjQ+3nGjzq2cOca10gED2DpYaO9ipl/Bvbn2dnxPmhqkj39zH69vrCBNQpTWQ6eHG8oYwGRj3rnM4U2TVI5ydPIsZzzRKZhkrlTv4B4mHcETE9Pkhz+RvYJ7b8qIxwc1Il96OoN+sYSJFABCdDIJCV0IjqqP2WFekI/FGkQ7l93I2mRxBbmlQwppFcBzUcbWyh41GAZZ9DSbtzu7eJuyetM7ywek30BzVMBUlL/Q5FXNfnFvAXHQCF8JH1DhslfeR9idxnPcknbdvVpdx0jeJKT2sALgzKCJGkJ33i0EULY4uvBEnHQCHyqH1OeWeNQKwrbIesk5JZ2xgl6ytQfZ7p72P5XwVVl/S+Ro4rOTwmnYFjUEHPT+f2fBDc42QTEyovpVTZJMJb4SMkffebuJIcBazHDNRpNsq7+Ch0GnFwPfJFCuc5wscf2mBW2yPEPDoCDtpkAm8Q+lvyDGWe9vRhqpDiZPP0un3cLtdxHZ+gFcth9Kv3mrkcUtbR4BeSKvfgBYc9wqUg8GzM3M4FppC3B1Cg5807Z3GLMHVRYN2q7KFc4kHyLr92GrvwRi68KArhqLmxm2uxcl4UAWQBgTGCslAmRPaICs+JOhetRo05BZe47qKNfMwaho2zBLWyXhfdC+h3mvx+dpI+AIIE/hHugNHUvNIxCbpKJmIe7w47p1QXXC2a4f4WOQivCQdzxSvcI2F8Lgxi6GvwjXqR3s4gONeV3slvfuGKvv4+vznP4/3PfnkjzUrtZ/75Cc/+Rc/4G39trneBeg3efW6vRWnpr1vZmpaAe7wXucU0duQJrHyJaCdzefIvtqKjTnvdVH5XoFy+RrdE2fSXOMDREm5e7WwSsYygi9CphUK4mhyni79FGxujoP6ARYjKfyQd1EB8pX6PlnqCB8JnVJFHhsEzRu1DTzhmsQ0AWWHILHbGGAyrNGVtdB02Eo0fiQturipelIYQPZT8pE5ax1uoAE2RV9CN/E3udfRHXZQpFO7ubKGqyu3lV5GQxupjta3dzdVIY/D8JCpuuCVRq4EYVuq3mJhnI0u4KhjClI2c7lxBw/7JzDlDBOidLySv4PoKID3IqIAtkgA1T0WGaF+LzbpVJ6GxNPbNArlgI2Wq8snomcy6vC5aARre7iFOordMq7tL+Gb2i0yQDeaotRG4A2Rubn9Pt6foSRMJwl2kUhcjWPSPIonDRnDEW7WtqCTnT4eOK0+83LrDi64E5h2BVRZ+CvNKkKBEZmvrWLP3X5faXSEyUobnLe82cQyTVdz1May3sZaM4clu4x8LYP17A6+eXCLhnGEQrOucoyPGnE4pMlA2AN4NBguP2aDc5i1pnEhKp3TA1jvZsiEg0oxTyerfqWwgg9EHiQT9uJaa1flHc9zoKTF12ikmn6pvOSq2ybLtrDJ+9u267hhV3BYuq0OBVdreZgEyQA9A9EjqXMuX1m9rdQTqxyzoxyNtCeMhdQizi6cU+vHx/dcLm3iPfGjSNy7rzDBP0bvYau0rwzNWW+KRrGJteFQKRDy7fkvUUUc4PLgEJfI3DuVKvjhKBVLcsquQNyh9oDjXqciqBDR6toaHjv/iPGWbvC3+HoXoN/k1Wq1Pra7u6vS7KRaULQeqlyAovMcjUbhIlhJ0QpZNhqSitRtqzLW+5cCoPvC0xgreg3p4nYInFrAhw+dfhQ/deJjuN5cw+sHq3iKQPeB4HEysQH+bH0Tc3K4RDfawU22SvaV7TXhCNpqY0iudM851sYQ4Xc5fuNbq0MkbhFVvp032+iOcmg2ySQJwEvNPTR5j88drEtLVLrzA1WJttLcQDgQhR72I5xOYtEdVaAhLKqkdfFk+DimyZBb0niVrPI4Ge9CIKUEg77WzsEfdpDlyWGbQxVkDwj+0qRVSU7dE5/qq2M5GyaNR1u3CLeWCmGI2P/r1R0Eydykh+Dr2RWU+Oezbi/afI9aoYCAi15DdIrGhk8Z9WE6mCaokqUTbDuDFs5EZ1VYpylpY8UDPBE8ibBNQCX7v9TYwxEjqQB6fXhAJi26IA5VnSmHjENpYqqCQxwR7pg6J+xQyT5ZKHO87/D3GzS8O2S962S/L+c20CEgbZeysGnwPLxv2ht6VDGkfCGCmijImYh4/PRc5gAC6VJ+DY9GpU2YDzudDF7nPCxIV0DTwr5Jr8rrUGp1snKkE40YCylnUqmZ/LPCcdsatrDfq2JQ20S508LtwhYB2lYFJIfDBjLtKsKRsMoxd0eDmKLhPuoIqYNZee8HvWkYHgdulA/wochJxOiJ7A/bMOlCyc+k9PtGow8jbijdaiVhY0sfGlljvCenA2UxoFLIUy3g6/3rKDfqePbwVfQdIyXwv765iVapDJv7Y2JiEoe3SzSIHhXqUGmn9liLXUKE6mBdThPfwde7AP0mLzLkr87Pz//S1s62al8l+hvyZ71CFlVvIBKOIBqPkhlxO4VCirXcB2g5rXaTdQo4ddtdeAKiU+HGQBeGPVaknhwauKhPoKtX8PpwBUkn3UsyprYIEdHNF6GiktTbaUN1WGPqGna1FrrmAHd7GWyWs8gfELT7ToJPju5+Cd/Jb2Podqr0PmlWGzMCSAQjSkvERcPwnsgRlXMcoWE56B+ibvXwVOIRzGkRvjdBvLCGH0o+gEmHV0lufnn/Kje7l+DiVgJJVn8McG7o6mBJ8zgVSxdgEW2PjtZHWU7haFRyQ2nFVMCwvItbjX2U6UKvFPZg7Tjwl3x9mOMZcPtUhxO9H8CiL4LT4UlEJo/jtDGhtLozM0UcCc2DTj8B1YVnapfxvsg5BOm6i/rbtf1lzJMBT0gn81EX5RaZ44QDhi19D00V32+p3BYaDkNXXsHtQRFdMu/Xc+u4TgRyEQkbtG4r1Sw829dg+dyqyCfk9CBebCJF5hvm3H3w6DnM6iF43R40UlUshtMIOAw0yFDXawc4nzpGtu3GOp/X1t045U3Sa5KuNfQIkhoCBDlpNDBSqoVklrqNKr2YJq1q02pjqbqLy/tr+G5+hx6PiUPRieZ9GPQOumTgSYOslxY57opiIpnCWf8s5yVAlkxi0GvgfHwRLs7b07tLeP/EAzRiQbLwHA6bWZyhQR3QcCybe0pvRryN0VBAt428sHCrpnopPlfdVlWol0tr0rkK+sBGVnUwH9I2vkIPoUcPyAOTBt0TsnGCxvB0YAIxmsCvOJ7HV1e2ASEz99rKSYm3Q6XIvNFQDgN6kuNMDtd/pXfRO+N6F6Df5DUYDP73SCTyS6K3YZJ5ySl0ihtDdDikxLs8KiuJ0lA4rEpqZ8ikPVz4UuZdq1W5AXU4PLrSmRChfE06SYtMpZR8t4dKd0IyHaQXnGQI3G0KV/LhwGpg1dXBZnMdt3o5VX2XER3fRg1fdLysmPyIzNNPY5GyuGlji4gaQVXl9uT0WUx7E0pgfrdTwlHvJE67JQtFx9PFO9DaLTw1dZ6fAlwuDHC1foCZ1BT53AherQeXNZZYlYwMYZZSqNLRxml7ktctUu0Fs4FOU9pI9XC7m8fVTAXfwBp6NApbnR2O1S1EHUG4aWTqrQZSZLphsrEJfxjBqQVMRJKY8aUQJPBfIwM/7+f39KBSq7vWuaM6gp8NzqskvEqpquLPUc2jXHtbG7NLj1Kq09Tmt+8xdMlSaXuGWGpllG7GplXBrc46rh1uYkjWuV/OESFceNkOIBQIoufo0Ch6VefsZDCMmUgCDyRmMeEM0wvpoSZl0IF5pb+8WTlQn3cmuKDSyq7XKnDSqwnp0oOyB//QVkL0MnpiSMVTynN2BwS0mtfG1XYB0lpkvZvj7+7hKoHTx9/fJxuV0+Oo7lNMNOT14Xg4jkQ4inZ0GqcSM/BIVeeoo/LxH41IgMKNS4e3OIYRTNJzaHRcymMKOl0qt1wYvWiCWBinNopov7DsrWEJG0YdpnmIVnlF5WpvN8uIc/2KCFin08cVekia203SYeAhXxqpcAgth4lYJIIT/Heevs9q5xA/F3oPx2OAp2u3cCo8jRNaHHcmtugZ0gBlK2NdaKWMKF177L/TRU701EXy16XrR96Cbf22ud4F6Dd5feELX9iam5tT1VzCnoUDeMg8Y7G4iqmJUL8AdZOg5/f70ZN4o2gXkOGKYJKo04gOh+Hzkb0Qpvl9F/9tEotII3D9YAv/NvYyDnplFFt1fHHjOUT8IRXHlJifuKZuRxMh/r7mCWMxHcPp0LTS922RVZcGJeU6LzgmULRreDV7BQ97pzHpCilNCVVWTdCdFmU+sjY5FGwOTdxrAqZc0ZZjiAY3cNUaYt/u4oDge61+yFsnwx7WsNwiv+oO1eav8+ebmW1E+DMBX8vtQImvEVF6ycBIR2M0RD0s6GnMGyl4fX4ctPMKfE954wgSgL+1e1W9/rQhMWsbq44KArbEpIXpWjAIoH6HX3WGkRZXo4GFhtlXDVTLww5ZXgPPk407+TtSZLNe28bqoEx3h4yarzvIZeAtb8NpuMeud3+AhHQUN6JITBuYCKZx3DMDt0sO1jbwnuBxRMQ7MNtYrx7yZymkLQ+K8GKNRjEcdKh4ty5KtYPhWNDJHql7cfdbqsBoZ1imB1PCWtlSMdZdMtYhGeeEx0sj3Ffl1pvZG2TkNC1unYw/Qs8mjGl/HMdCNFaRaaUl0iRTlayhc6FZMnEPbrbv4ISeQIzjtTbK47DbRigirbOcNAwG8d5URTK5fpvMuIZmq6AOh6/La4s2vPQiisMqijQKK2YWzUEflcNCPygAACAASURBVGYTLX8NNsG4ZXdwJpbCgi+OxlQMQ3pZF2JHaOh92Kgc4v2SmucI4LnMTaQ1zpkehcb32Kr14QtZyqA2en3k3E14Rxq2shmMOjThddKQsqx3lyIeDhV/1u6R6LE+ez5fQCDo/xd/9Pk/mv1n/9M/+8RbutHfoutdgH6Tl3QIP3XqFHK5HCbTaRW2kEvifKmJlCrpPswcSsWhWnSD0TiLQxrWDro9FaaQNCs9SBYtLII+o69vcSOS8Vk6CvUqDglgUpk4EYnjTHIBZyOLSnpyKXsLx2JT+IB/UaVHXabrWW4U8HG6rhGnH5vDJl4mqMxyA82rftYe+Ehxg6YFv0vYrg6drviADK9CcK4SWMouC1lHF8+0t9HtNLHX2CWYFPCvb36N4DaCHdaQ29nAirUGTzCGjttSHau1eAhOPlfYEyewGjgZmMSsX1i5jZutdcz5J3FGm1Rtqp7v3cGD+gQWtCgBUofVKiPiBtJet4qZiui+VPcNtHFz1J7TVJ20JQosB3LLeol0vYbNfBZtq4srBzdgHy4jQC+g3WuhahZwYOThlVgv3zMYDSHoiJARx9DWTCTDvBfVBspAkYavQa/jw6kHIDp33yrfhc/txxPGpMq13h5uIkacSTk9qJMliu6xNJet8H7yNFpZjwRxauhwnrf6GfSaLbxOj6balfTBffiMVbhpvMp8Bqffi5SAtmdcuTjrm8C8L4YR/15oVPFY+DgmJJe8NfaGHklwniXVb6DhiCuBlM310B/Si6oS/MbdZzoOycbQVahpRWtg1+igbB7Q+Pdws7QCb8FW4ZbVYgbZRhnTSan6M+HgXNk9G0HDByvswNH4EZzyTUG3XLhR3cIHYydpRCO4VFpGMprEQ84U1swiXthfw0OTaTJ0HwqtPRhht2pVJaGjEcHYYzdws3aIa7vrGPK5q60WXtq+oSoJHa0h1ja2MTio0Mjy9+o2XAPnvf6ftjogvs+jxw00RvjC//V/4md/5mcff8s2+Ft8vQvQ/z9c58+fR/PSKyq2LCxacp9lgQlYy5cchhSKBSWaZDvGmRt/16HDvWR91fRwfHBoWYrhXTx+Br965keRpfv7Zxsv4XHfDD5gzKnqv1vlDgxjhAmfUxIA+KUp4XsBwS5Bs0oQaTotlPl3P9l0gYDSUJV+LTQcTuSsDtYbOdxsbuLV4S0yqQ72+xX0Ox1sZEQwx4mg16F0eUkMcXRmHpbPwsloFA8bx+jiBiSPAsv5LfzI1HmlydDgpy9t38Y0N/o5fwpyxLhSM+H2uVRBhspydkIVXbScI5UrXVNC8H1kbFMFTg4kZ7rZVeB7MGyRkW/R/V8iAyeK+3XsNoroERClOaoR8MOKeBB0x3E0doLM24X+MIfz3iPK7S/wPXLlHC5OHFfiSVUavrsFKVxJEowsVVU4pNH0kUnKjPRpMEeSyaKN6xkrziH2CD5VwuGmTQbdLNF43lJ6KYVBGzv5AxomD9oSyyZDDLkJwrR+A7L1IyeO00jFMUkwq3FsLYeFhwPHlTufrWcR1704YywgZ0oxURGzZPEJGuU27yVrSSDCQF/roOYWPe6h6t944OhhR+vC3WvyWRp4tbGHZn5VmiBjp5Sht2MhSFbuMsTwAjNk3ZNGBKeiQTxOw3POM4m2s4Ol3AZ+If0UPRE3XqYxbnVreG9wAk3Lgdf7m7wPHxIqi8ZBA2DRWxhhs1vG/qCOrUETOpn8tdImiq4uHL0h/nr5EurthtJFz5XyaNFrfMZzGWarrSovJYwSdAcwrLahNU1EghF4TXp/ShtprMWoWn9+z56QEIdoaCsBpXfo9S5Av8nrV3/1V//d0tKSqhSUlDpJo5OQhsiJSh60hDWkMGVmZgZ9un4HmQP1M8nWkNioQJZzOCIoilSmBp0bbRBwoedzYCAxZCnakOIPX0gl8ksRiEyaZEc4ggZaLikg6BLQNWRc3ETeAb7a2UK326db/X+39x1AkuXlfb/3Xr/OuXtmdmZ2Zzbd7t1egANxIMuKUJRUKidVyciyrWDJtgIIUcKiJEpWScBJyIUKhHCVAVuiirKEQgGSQCfCwXH59m5zmt3Zyamnc3z9sr/ve69ndxFYYfdOwPV31dezHV+/8Pv/vvT72ji7dQWfI8aaI/ezO6zLjMFHtUtQtTiStJjEUjHMlYqYjRVxOBLDIbpQy66Ob5s4gSJdvKy4dqqxjh+f/z4U3QTWIx08vf08jqSK9JlJbBF7uxbRpPMuLhzXRyxBbJ32BScvOxiiFwM6TtDkwoNMl1tbWDE3yOWNYGPQxrVBTbR/83F24Qm6U8SknQhKxCLTxPCmpw/gXn2GXOk4NPqiHaOGUjKDE8SYeZ88vnEOd08fp+2flYnej9R2cDibFi2RKLvYdH2zBkhcZsT04MWBtm9LM/ma28YybeXT/XV0bQKdxjKxvgHOaYvwaHFbHm7iy8ZpYoolRDNZadUu0vFMxzIo0u+/b3I/TsSn+UBimRjzkdQE9mf20SfatBAs4JWxo8hEdCybHVyqLWMyw55MhL4/IjUrnNjlRXOY0giUDVS5CobDDbTPqwqr/fVxobZCC+6zyBLwslpfP0KLsxF4Vf2cjmP7DmJWy+GV0wfJc0rgaGJGZF1PrZ3Hd03fi/10rJ/rkBfn9fH6xH5co2X1qe5ZKDOKaK+wN9cwe2iQd7BK+/xC5Tq+oEWRMFx8Zu00Nun8KtI5sbBzHc1uHZ869wX4UQLuWh2R53jqt4dkMS/Hyqfj19rdJABnYahZdJ0oWoMeErStBY+reBJo0gLUa/SgLLWQchXJvzCL1v1AMpf/xWV2rusFk4Yi2ss2UTgG6Ns0Yssur/DtbgcTE5Myl5AThdzKvb6xgQyBYL5YRDwRF6BOp9ISZ2OmOyqv45i0CJUTc2Nt3ya5jWbWlxKvvm1ixzdxpV+BS8B3trNFTJ1YMF1sTzm7sDc38Fc7Z+FYtlQKdMil/Jx3Grl8Qboby4kMjqSncCS7n5geD1RdxgNTR3CXNgWdLsIna5ewPz2BVxDIcHLvCXsFw3Yd0/viBNA6XZw6mnSB8alCWLc3mouz91zKp0sRlI+OR9BhNrFKi8KZwTLO91egthPYibRxae0aAe4LSGlZ+Y0dv05/6ziQKMrYqBPZWRzJTWMmUpDk3gItJLOFGdynlqX9+nP1yzga50aVtFzAZm2ANC048ViB2JkrFQ+cEOXdyZszpLPakISgL/MFd4hpnu+uyqTpLfrspcYWnu1ewZCO226zhd5wiMdpcdJiGpLZKGYzBQL7CcSI0eb8NL69cBgzShYVBrB2Fd9bOI4oeQOLqKPeq6Ggx2Su3g5tB4dABgi0J/gAc1iVl4IOgX9n2CMQ7shxeq6/JFUPqd4idqwGtutVfHHzlKgfRshjYbAakteUi6Xx4MQ8jhXmJazFqniu7eJVmTn6bA2f3TqJ12aOY4oWo9O7PfIGTORTSdED54k2TAJsLgu0mjDdPm1xB8uDTZFg/ZPN56ERC3hi+xT9rhV8dvVpbLfaWK1s4fMvfBGK48GyHVEGjGZogW+1REeknMzDJCIy6NPCl8sgQvu+c32DvlNFoTSJCV6qbWLEG03kBw5iBMZOfROqRb+p0ZEOVIc+O2lzDb5Kx0v5uteXylO/Ne2luJS/IW0M0LdpH/7wh//TT/7kT77xM5/97DTXEvNIoUI+H7R67+6iXq9jQADAesaJZAJ5eo7vXXLd+t2uaEarzECjukhp8uMJOqn9AT3fd/HktXMw00l4iQgxxw6eal/ERmoHQ4XneYDc1wKOJCYwkcihbvWkdO2+3AwKsZQ0IKwRoH9H7n5iURm0WfPN2MW0G8cMubscUIjZdAE4o05Bj1xeHSZdEDxtuxnqLCCm40wvmNTRUNt4vr6KRZMA2Y+hQy5vw2zjam8HMVqcbAJMriRgJpclAJphpj4xh4OpWcxFZ2RO48JwkbbxACYIcLnq4QKx1gkC74dSB8BLwFa7Q66vhpToSHtBIw0L1fuagI1FbjwPaGV3u+EMcNqu4fquhymvjqFq46nGFWwR8KoEYE3NJgDuoF7tSNVBn/bhtJ4UuVXu/GynhrRAxnEsNUn3Gp6rLmB+8gAe1HjclorP1DoiYDTFcw21PgaWTOlDwU/IVBpeqbhypeNxGVoHEcvCRstH3W7jcmMRzxPb1xwGyDZ5NQNarDogGk5/95GPpGSO42yyjBJ5E6/MHqD1OYl1mz7H0/BQ4SAxUh0Xdq/i1amD0lX5TG0hcPkzLEOkw7ZcKZWUckOjK+qCsXwJ6+1dPLt5EWdbK0hoEZxcv4QmLS6PzD5Dr2vierOCpc1VAtg8Gr0mBrRf+Dd0Gi1EHUfax3m6it8foJguy+gyHksVaXgYNLfE44vQzaPjEDd9RPoOXI6DqeuIGbxYO+iaa7D6Q9H3433A2oNcWePSORLxZAaobLfmB6V1AV/xpexOQTDlnYmLrr18S+3GAH2b9u53v/sDpmlOc0JQOgHJLeOTqlggNkjMmNW4+kQ1ePgrlw7lyBVksaRmpw3LMIWVci20TsyZQdrlzgNyYRVLFcnKeDZLLuwBqMkorOoaXj9zLx5KHoZFL/vrjWdxiJjmD2SOSVnVSXLT17rbeCBGiwSBWosuuBpdGFn6nKIfSDrq9HiEgIsThNzIYqSj2NBZLKiHAWtRuFVsmdu4uvkMeQFD9LoN7HZaWNj6DGKWjqlymkDewNBvI5OkhSGXwySxy/ks/R3NYkDfcbq2iH82cRyHCQRZg/qxjVOS3LxXnZWLrtpfxYyXxBRSIh8atzWJywaK05a0gDQVE5sKC0GZWNKaaBLzKrIKnOsQYC2iZRlIkhttE8LVrRpy3jb2x2eQyqWQSaRov8zTIpFGQzHQS/bxutJR2kcxYqtN0Se5L8dtIDGsGBVsE1jdUy7LDJULVgAYPMSKFyyLjpuVt2Vx21UG2Eqb+LJawaQbxaXGOq5sr5GXdB19AqqdRgWxnkr7pAiDld2igf5HksNWdFyLtFA9kD0Mj646Xjj3kQcxF81hm5j1QuUcXrf/CIgIY1inX03nEU84MRjIho6EATi8sez10CdanKDfte1u4vME3mu+QUDYwwvbV9DpNFHaPo1Wt4lKrYJunRaIoQ3TseDQZ29EDLQqO+TlxREhcK4SW+4TkfAIxNttE8lIUvSeeWhEtk+LYzMBa4sWPlqQ/R5TYB2G6fEoOGnvpjsM2JUKm428sKyRU38slKWzvkw4boi9mzDaLMp1bgi7moy7gnhBQSdhMDxWKqIYoPUxgx7bP9KWl5fv+/SnPw2N3ECu4uCaZx7pJFNViC3HEwnsVquiEW3aFgFeV9rAu8yepSbWF4COEVvktmMOwQmT5iL9dAYPzN+FN02/mgBrgIXdDUwR03pAy4EllJ4nkFAHA5TTCrEdh1xanr7soMcNDnSl17UhNqMOzpFbW6cLfptc6ateF4uVsyjGt9BlrY+dq+gQA05ZmrC2JjHQLLG4IV005XQaRXL3S8UyDhYP4q7YDCxiiZXGdTxUehB5NSvdZY9tnMV3RA9hRk9hjcB10VhFom9jIhsThmyLxCkPdyV31h/Cy6awyUL/rN/sWVgjcIv1TTT9K7SodPFC5QrMxgK+xIsJbXdVsWjRcJFWY8hl8yiWCsQ6D+Cu3Cx8WuxqxhZekTiKWa4KoaXnme5ZvCF9D1KOimW/i4vb13AgQ4yeAD5Jn/HsoA0tF5NxWj1aDHt0FVQYjHkgLgGr4fTgOjX07QGuD+v4o+UvS9XBtm3gUnUTp4h5TyVzsEwbOh27VCaFXDyP8kQRJ/RZmVJicIljcx2vzdPiqWTwVO2qDAx+bWmfAJTVb4gHUY5msAsDDh3/CnlFHNLZ8IMOT40Wj61OFWdqV3BRadKi1McTy5dFYpXbqNlbqdWrePrSc0CaFrd2m5jrEH0C7xh5Zg7t1yEBMGxNZD9TsTi89S55ELSftruYsInV0vmUxwScRh8RIsCd5i5td0sGEfR65FHR84y9PA0lSidFlKtpvEDQyveUoOlKFd57S4aPQ1GeokqOZTRXUh4Pa9I59qPcHNnwbzwvaXIvSB7ydaRqkTGDHts/zrLZ7H94/etff+aLX3q0vLO9LeL8PM6Ku7uymay0enOyMJPNiGgSX6Rtfl7EyV2hDhYBtwA7u4KcOHSDNm2VXEalZUD3bKSI4Th0IdQIADfpxjoQ/VxUBOq/RADlE1O+3tnBpcoqrtQ2YbgWMdU6AbuNL/uXkLajiOYiBN5tTBLbVWNFyaTfpx/CbLaAI7FpYtppXOlsoFrbwr89+lpwMdUL3TV8sXoF/ypOjJNYeEsjZj6EiBRxLUacgYJ8/V3VkJBLn4XzE8TGIi6uum00nQ5WlA7Wds/geT8rnsRCexH9bhAG4dFRXQKcXCQu9d1x2k+T8/M4kOUyvDQmaKF5ghaR100elY64iEIAu3wes+o07o5MSgz6C/1tYvPADG0BewYXXGJxBHaeHpHmlF7Ww1KkKzMRt6weFl2CxDYtEDYn7pawQ17CV1aepQUyCFUkGztYIBATVcJUAvuLM+SRpDBHuHHfzF14dfYQcuQ1XCVPIOY40tnYo2/+3NoZHM8lMZ/MiN5221+XgagtWih7dGC3tAGu0rLUoO99vLlAx2QHB50ZXGgtYrlfwRefvYR6s0F/19A0DWGeLvN4Yqoc82b9CvbSpmZn0LNtqF3i1CsVOCxPq3qIDXjwApEDoyMJ61k7i337X0GMVke/1oHX7MM9WYXbGyJK517L394LJcQ4kkXewwTthDK93qMFKUBFVRLaXs8RkHU8K1SdC5hyRNPlX6MqJPem+iTuhuUEIgOxvwfAXJapBDXPe52DCAMcCICb/+UF9eJcxcF5nZerjQH6Nq1YLN57//33l85fvBDMGeTYMrFa1t1wp1y5UCJRXao52K3rDXpykY2MX+9yFceQmCUBtSri/izZSWBNFw13Bm4S2K4ZVanDPdlax06ri/VuHZetCqyhgc+pZ4M4nuNJ8i1LLv5svoxsIYMkXSTHk/txDwGskRgSOz2NY5OH8W3RYyKy8xXzDHJOAvclslIOtUkuaVNR97TFOE5oaUHSi8WKWNODdUL6LIvKFcB+H22nj5O1a7juaGgTwD1buYxneZAtT+Im/7VDzC9GLLKb3icXW3aihIdm9uFgvIQYeRjX6xvEiIt4Ve6g+BR/s34J9xQm8aBboMXJwQsqa1nEECf2a3F4hhYJi/YlN2dzRIiTgtzF2CGXmluadwmgnsRF2LRIXh7s4NruKl4gRs6KgoZoYPdQLhbpmKRhxkH7ah6vVMrIJGJY6W7jvn334LBSIi/Cwhc3TuP1+t0oaDGcHe7i0qCFmVxK9LZjtJ+Nflu0KDiezwMHeDp7nyBsFU2cocXOjMdRN3p4fH0BK/U1PFtbpAVpgN1mTUIonKgtq3FpGlqrbIumx4ABmdis3e/TOWGLtKFFi45PXkScZyF6UaRyGSgEyMzA3VRcCIFmcjKuA3enQb+1Bm9gwez2oNB7+VhHHF8aWHSOo3iB5rg6gkYZmR6MXvPDsrhA0MuRxY4prReeFJ4SZGSDcEV4HivB57CmhuDv6BklYNYjUA/CHD5uhtybtWj2HmMPku7vPn6cZRBO3bkr9pvLxgB9m2ZZ1vvf+973Kr1Bn8FaHmPRJG773tjYkLhzeXJSFO0kNl0sSgJRJq90ugJQDOB0pUqrtxfV0M1ERGWOfcvnt67h4Rf+DHo6iZrmIJqMIKPqmM7lELdUlPalyY0+TO5ykgCSGOuwi+/JHyG2mZBwwdPVJTxIAHRcL2OHmOx1xJB3uGpE44GI5EKy2I0qEzm45dYT0X4fG66BmtfH9e4uGv0uPrb4tICPHfVwaeMqPkufq9F2RBWp70A7PcRATUDnLjjyIo4RGE9xEowA+Qqx8P3ZOdqGA8LYTllXcTwygQNaXjyBrlJH3ouQo60HjI5AySZgHqosV8SJPhc7rODMA3NNC9eHLaywahyB6SZ9wqnaJcSXL2FffF+gX6w1MEXbniBQtYnh3lU+gKOpKUwqSWwTt025Ku7JzhAIxHG+v4Uuuen/snRCugH/oFZHSoljQo2KAFDDHtD2OZKg23K6EvJYJxbM48Iea1zF2uY6nkiXaH+1pLY4cvVZZOlzWW7Uon342NYiBsSGOb5ab9ewtnIdRw/ME1vlae9N7DSb2LRcGdbghIBZinA0PgqVFnfbtCVXEefFlxZ2Z6OD+MoOuIjR69O3DK0AW5lxciyJtZUlBKFIYjXGQqjKKP0WmO2F//ZGEBuyVj4vOY+iBHM1me1G9WDaihfGI5SbOv2EXNBtMBzQOR/I7HKicMR895Q1/ACYubVc4Zg0vz8kKXpYocHzDjl/I/2r9Fghl8e995ywC7nCW37mZ37mf734V/I3po0B+jbNdV2f42Q8b5DnD7JaGLNmkQ8l5sOxZh6Ayc/ni3kZc5Sjk4+F++t6VU5cQjopqfPDJhWPT9YhC8lEcGz2EH70nu+CH9PwyM5lfN/E3Xhj5h4pIntk9wLBk4NXJefI5WadZgvN/i4tBjGRHx0iGNMkTqxIm3I4UkFVsbFIbjY3eyz5HVTNPi74XQnBXGtVpJzq6ep1xIl5sXQoTwZZJJCYLE4gTgz91TPHcKgwi5KeFa9gobGBV00cwjwBW8sf4omdBRyJlHEsGQiGbrR3ECfWVlaSknor2SotMkBSU2Rh4Nb2vmKi4fZFNL8a6WJncA0X6fUqDyptLuOprcuI0cWdiRL49QcsvInZRI5cmBROlGZxd2IGh+IzxK4ho5i+s3Q/svSqJbuNrdYOvj13l+yTPLH5ncYq9mtFiY8rJjNTqbyVMAWP/crTdrCOcsXp4SliwW7jNCzbxOnGOq5vreLZlYvokHtj0nY4zQG0TEJixjw01eTJLwTuKT2GyWQazi7tV3OAg8eOoDGooLe2jYWmgWgsLiOfpgpTsOk9XNUQ4Yxgn7h4fwi3VoNNnphqc2u7JiEOroFXCbC5hJPHmGleoASoB0Liwl7Zr/H9GyFbT6hqyFxDlrrHevde5YdhCE+aaRi4+T+uFkll0jDIG9TCsVTSjR2WVnrS7efBZMnQGNfVp4iYBE1afL6pShDK0MI2biU8v3l7bG8oj0fViNRI5wsFTE1OeJlMrjJ34EAkl83uXjp38bt/7Z2/Vn9RL+BvcBsD9O2bnK6lcvlGByExABHsn56WErr+wECHwK/TayOdSQsN2a1XMWQtDjrxGaATdHLL1FU6JNGhyuNJpNStTMz4VcQMOdn4nLeIct/H/kyMXGJVtBa6vhFKi3Jyy0TTMbBscYbfwpZXxzm/hWprEWe9ChrEqM/1tuAQa4wPL0srbsdr0ftd5CM5GdsUo+2fnz+ME5lZlLU4agQ8S0YNPzj9SgK8GDoEDQuri3hNYg6TrJJGMLc63MCUE464IqBI0DbqMbr8k750DHIdcMviZCCBGG3vFbOB68RM85EWufsWzlavQaXF7GpvQ3QpNlt1+N0oWpwUZKW9RBKHSvMoxcit16Oo9BoyuPUefULCHI+tP4GHykcx5xdFtOm52lkc4hAGsVCe3N1sdekAQeYltglol/otFIYdWkxMPEPbXmnW0FO4HK+HLzcW8fSFTZQtTeLBnLA7vXARZkSRzjyvZ2CdvCPQZx3KT6GwbwJ1ep+104bT7kGnY+rHsxjSb7ULtHEmxyps1M6vQ+9YuCd+CDHaP93tDj1MzNndRq9el/CUbvtSysaaFSmuI3aDZBxX/fhSnubBpgV+wBN3eFQagekeELL6oRK2SYcnphIyWcnJBbUTorTIDJUlCL6eMUDz8yYtyl7Og0VeC5MQPq/5u4T9esFwCZcYPDN3lxYOJe6LgqEviW8dqUQqkAy1nC79CsPzPT0RS2ilUlkjT9LOZtKDdDLdyWSzTXrdsL5b/Z13vOMdj7y4l+s3l40B+jaNGIT0oXJlRjwelzieRRckn8TJVAqzsf1oE4vudAnaiBHxczxU1vFcuWfNCW7L5fcykPHFlPCCAn7WIjAsky5GTQaoMsOrqFyV0SZXfYDTaGKr34BjniQ0H2C9Xcdas4onVy4jo9PnuSYGuoet5CQ2YyXoSVUunldNHCGX/7AkeK73VzGhJXF/4oC41afaS9jaWscPzh5Bji7os8MarlZXcYTgjuPBCXLfr0rFA/fk9US/o5MwsaEO0CUauOV2sRYz0Ogu48xwkxixgQtbV2F2z2KCWK6r+WhG6ohmcphMlBGhBSxCi9Ph7ASOp/ZJ59+V3SUcm9gvzTQc8/7TrWfxvdmDmIuk0aJF65G1DQJ3H5M58hJY39owRIuizQBMrz9j7OCS0oFF++RpYt9Pbp/DrtahBWmIpV4Nyxsr+OjFz6NB28ZDUdmrOd26ispOFT2D2Dntu7vKM/AHQ2QIJNeqPDmbjunQFn3mDB0rXpDt9Rq2tlvI0cJ2l5FAj9hv1E8g2lFhEwseXFuRUBfrq9TpfXToYFoEuS4tyDyc3AtCE8zsJbarjgIOnoQtFKn/9uRc8ZRAKdAk8DQIeV0laMsRbOYpPFy1IUlnSd/diPG6wUBifo3HsWxaALn+m8MWiqJ8rfNZ8iED2qd8vhbyBWLHCfkegxYfRUrogtQif2chnUMulcHkxAQeuP8B7gHwzJ55KpFKtEqlktLvdD/xS7/0yx95SS7Gb0EbA/RtmmEYy3T3IP/N7Jljnuwa8t+c8ItEdKkGYABnedFuty2lScysEbwJo/eOaj85O84XJCcTV1q7+OvuJUT6GlaMJnabJ/Gpi0/BKSSx6w7gGha2tS0UCCS4g7E8OYFDuSkcS+wD8+rqoIW7Cwdxb+wgDNXE89UXcEwv45WRAzAJdJr2BpJ0XU8lIgILRT2BNdp+7sTjiLAdhik5peUTALZom7Y1E9fsKiOj6DM8uXEBF7cWMPgGowAAGkRJREFU6PlIIChEj+dc1vFIQ88loZWSeODgHA5FD5LrHydWuoS76O9pvUgA7OD8ziKmnTweUqaFoV3qX4NejiHrRwSsnKguE72zSpCk7DnEislF3vIMtHiEFS0g0XIJZ+0VnNteEZnN1aVVWYy4uYd1rxfMTVHO4zjnULNQ7bRg0gI2lcjg4P59IizvNOi2U5e63sqkhelcCZ3dJg5nyoFrrhBb1H3EuKJmlxaFehc6K7NZFVqAOE7M4QaCrqGHFN3zFGyJxyqaTLn2w9Iy2jUiBxvEhtVwYEHIdvk/NTj+DKCeH8hxuiFA22rQxSkRXk4cygRXL0jQ+UF4ghNsHDPWQnW4YHo8hBywh6JzA1AYS+YNUkcJv5CNc8knIbU8rtO2W+SRxYlIlAslHJidxfyBA9g3tc/PZ7J2t9072Ww0/oKWhGYqneoO2tt/8/DDH2q+dFfgt7aNAfo2rVqt/jdyB39IxCgASQCy5kZlawfRZBz7ZqalWoABmsGTE0bcacfG7dksG0pUVipAPI0uKpEezcgFqdCFt9XYxWNbFwksJmRk01ypjAdSB5CLZrHQXZF62DdNvhpp1sSw6liqruO7J+/HtBZHn3jlV6yrOKAQCCkJ1AmQozaBj2WhlrDlIveVmHQMVgjwOEnWYEF7AqIv7F6GRS772qCGi70d/Obwz6Q1mdufe50OnmsuEYMtQI1qSNPvek1mHvv1HAxdoUVlAw9kDuAwV2kQzP/l9uO4u3wIr1buogtexyfbq+TKA/uVrCQozw4WZfzWgF7NGiPXaSGJKwZKBMANp4fnV65gZXsbrEbS8QfopHx8cmUBzUYVk6kc4okoLpx9FCYx3p3dHRy5+wiBiimhpVp9FwNaFP1uEYlIRra91m6JuFCZjonSG6DSXCFGPEHUsASHJ6DQIqusk0dwsQanM5Cp5NGwy0KYpx/oRpQE0MITwQ/qfT1CV98PpqM7vh/uY2LAnoJRdZkAJte6cymg6svzknAL1YJExJ7YeiyqC2CLsH34HoVPFy9AXNfxhKEb3NGXdKQrVcK+rhuu+2F9mxekCH3bkQ7Acr4or+3SvgjCGYEYUS6bw76JSRRzOaeYLfSJILTn5w9WM/Hkput7S0Tlr5m2ebHX6p1659t+pfuSXmgvUxsD9G3axz/+8aXjx4/7qnpDUCCRSEpMud/vYn1tjUB6RlxFHsiZywUTvy2LdYwtRBNxqeJgtq0nE+RyK+gQgbF4mhAB932zh/FzR9+AyXQBf7j8OL5D34d/nb9f6n+HRgMbVoeAS0Oe9X+JmnldctEniLlrckXDpPsWVxDQxd+kK3Wgedg1O+g2V9Gwh3hheBW7/Qr+2D2NAQFww+wT+y5jt7KAtB9FPJPE4fwc7ueYNIEhhzE2Wjt4qHAXDqpp6W775NoLeG3yCOZ44jZx3BUCYEXzpXmDnGr0DJNYqcnteRIa2SW2mtWnseL2sDPs4GRnFZ2Bh6fsbbS9Nh5deB5/fu0pmXTdJ1eb4+omsb/ZXBFThQKWL68TkPoEtl3sYgf7k0WYrS6q7QZaBMbDoSn7VUrPugaSPJ7JUqTmOka/aZ4WhviA9tH2AE6tRwulg6Z1TeKuUZf1RYgPukFJGlfScAUGa0LAD+K4AVJzLBbSASlk1g8qH9QwIacot8aCRxYw1b3/yS2o+Q0SfdLyQX8PibXatimj03hOpXyOGlRicIOIJJPpfHK45Z5ukXgCERdh+Vv4meG0KEkS8wgpjX5ROotJWuS505VuflyLbubzRW96apI8vZyzsbbxq7/69nd84kW+bMb297QxQN8Bo4vLJtc5Ki4pglZvbv1uNnUR6mdNDhbuZyH/0TBZMbqAXLkYTZnKLTFBAoSkBFYBwizoBCppNYEJYsApLoXjcVIsyslqePT6LoFs0zWkS2/ZbuOq0kO8cU0EbrbdBs70NxAd1FHwr9H31FHv7kDXY0h5FWjEsk11gCPJEu5NzMo0ay4li7oOXjdxDEVi10v9Gr6yfh6vmT+MSU66EcCuNK4ikfUxISOvXO5e4LEB9INiMOi/GgHqqtmG0t2Umt8XdjexxLrQ8ZYA6Mmts/DWL2IyW4bi+KgQsK71G9g915AhB0anL25/VNWgGhZUy5XYdb3nYLjTFFeen8tZuiSwmq02YuRylPwciok0vF0HWQJdnrIyGEQD7QqnDdusQ6PP8mjBGHJtMCfm6J4rCbhTEL4uiTkGZwkXaKrkbTk27CohMPthWZoSJO2YrXJttzuq/1VulK0Jbw1rfDmfwEL5qq4Hw4Ud56Zqi+BzJd5Mr+HBw31aaOOc14jGg5knEnJQpFLICwHd5woPLpHk30KLWSab2BtSnCc27Jq2ofrqCpECJZvNanE9OqCNaRDoV2J6tEJfeu4db3/H//knuGTG9ve0MUDfGSNv1ouGXEUuIAbiyckpRNpRaVqpVqvEarlaI8lxa8mk28T0uLSOGxZ4OrImugU+4nSxeSbdDGLJ5IJzaCJJwNglinRF7+Ev3FUMbAOP9VZxrb5DbLgl4RJWuONW72uVDcznyF1XCRASEZTpO+ciZeiRIraTcRws7cfRGAEyT+QYrhK4mfie1F2SJDzbXceFdRYMShMzV1Ah/O2QJ6D6QySlTM5ClRh4k0BjGQNpyDjVWYHX0CSBdrWzi+eWLkglApdmsdhSLJ/GuYUX6LdfRbVSQb/Xpu10sW/fPsylywKane0t9LZ3JK6qaDEpVctqOnQC8BR3HNJjOS9FrFrBoNWD1+6Le96ixU2xenRziCUHixdDWmTAE9IdGQDAY6FZzlQLgZVL+7hvk5kxc0yXgM/xgvbjqBtMW+d2+6HK7NmX96reSLUYQV0vHWObJ8/wYsEa0sBe8wZreUs+gcvLwnpjo9+XMWcZHn3GgG87EucVGFcCls33vDggrIoA10NHaBHiUIbN5XWWNBPFaIFlBlwuljE7PePnsjmFRagyyXRtZ2v7PZlsJp3P5JPPrD31rj9+3/81/smuirHdto0B+g4YXfS+5wdZdXE/1YDxMBgU8wURfOEYc4/YNDNpHu/DtZ+sC80aHqznwOzaCfuv3NF8NrpQ17c38cmlLyGVSOJ8ZRU8FeuZxbOI+BF0Ir6Iy2tcVTAxhVJcE7nOV6bncETLEPCYONdcw/HsfrwiOouOMsTz5DbHhyCAJu5FC8K6qUrlgp+yJZHFatNVoyvaFJzpWXL6WB628Ux3C2e8HSwRC3906SzO0udGPRaer2OTGPDJxVNIJFJSM11p7kqclCsGuPrhFYVXAP0hei0C9s1NOANLFPS6TRu1zABm30BU8fC6qXugmEFZlzIgBmx4ovpm0/dbBMitgQ3D5uYLTWq0eUFUtTAUwW3QvvQe070jIQmFZwHSQiCDof1A4yQIQSh7YOsF2b8gscbMVA1eK+wY2APd8EjvKa7Zrg2T9iUf47gSh+3Z8n4vjCFLLXGQuQvmIfK+GBgy0EEjxq6FzRtSFcGvcQKPKMI3jdb6WALZZBoT2QIKcwVZzArZvDs3c8DOZbM2sefd506fe8PvPvzwymjrVDKe8HPjzHzri3rej+3FtzFA3wELmlLcoB6VzQ0e4+YTvs+SuxkjQIy3W5K84gJ9fpwrPBgGOLaok+vqeo78zaOeWCqUleFSEXp/LIPDE7MYaorEh7+TJ2ojj8eqF7DQ3cVbj34f8sQwl40mnrj8PB64J4/ZKIdRMjhlrwrT06PsDqcEdLt2l95Py4Hbx7XGFmqdqszBa9NveOL6eZxfvYbP1a7BiyqoDtpwIip+4bP/UxaaIQ8WcCyUtKFoQVeuLErRVXpymhi6Cr9viQ4wgxGLQM1msuifuo6JdAbcRZJVijA8UwDM3DZRW1iCQ+DFcpRWb1NiwCyQJAAnU7P1oHuNqxN8PRB3Z8nRsBjNJdZuI6jp9UXr3ZP9TvQ5PDjYO8tv7oK7RZ1HGnkgbdV9AvpkIgGTvBsui+P3a6zVTZ/p2JbUurOZdM9lkpxPKGQyGNC/OWzBr+OFTw0FKIQVq5q0R3e5npiA2eoZcvzTtOjmiFHPlSdQJkacTeXsRCJeS6fSTdrGqm05S57nnu5bxslG5bnT7374M+bN592P/PCP3HIe3grOY/tWsDFA3wGji031wyz+zQmhkXGWnJsNCsUCuapWkHm3hiKSpMkMwxv1qEEIU4HJf0Q1HJs4gB/a9zocyk1jqdlFepjBvToPDI3iBWKsva4Dh4WXAJkJxzFpn6VFw8/b7LdEJa9I8HylVsFT9UtYGtbx7M6SSEZeXLmGeq+J/GpWgKhv9tHo11GOmLj3xHEYO310iPnnY1EZT6T2TNG37phVYr0aClqSXHoC5rZFzN+WTrdJZFmpAglLg7XWR6RVR7u3IgBoEfBFVFafJlCX5KYqyTYGeWbdsrARGHN4hD0Nz78R0fXDOHDQEeeF0mcBJvlhxYQyihnIg8GuVUOdiFAqLRTs8UOWG4AoT+9gltvv9hCP6fScG9QVE+ByZ6d0ekpFRIiBbtBWzYycQyCKsOCgGsNzbQRkXkOCvBvWYZmfnZPnTpw4waVrm0Zv8KVSsZAvFEq8QD1fb9c/8Ru//ptX7vCpObZvchsD9J2xiMsi5wIqjAAaRsl+YVFhuy2DD4/E4ngiNx9wdxaESUeEeSlhKVeUb+TCG+TSO90BVAICduPZq28ODWkO4XrgJWK+S1vreDJ9TRjmQreCR1fP4rzbRYTAvVatYqG1ITrTOT+GfZNT6Ax6IrPZNYZSl12r1eCbBrHlGLz+EEarBY22UVViWD+zIGI7bt+Q+l6VvjRnOsgOCIzMLjFoDRmbmD8Bm+sY9FMbBNAusoYT1INz/a7rSCxWV1SJsUf9ZLgvgh0XVC0Efwn0ccsyJ748mdkq4u3ycPgGBr6hYQaTa1QtLG0LtSEUX0DdD7vneD9zvJ/1TyRmHNan7yXnlJH0pS8VD91uH4PeAJMTqqgQuk5QyiYgrwXtH7yYsG4Es+uUFhcQnilM4vDMPKaICSdTSbe10/yyFtEaiVisGY1FG4qi1WjLdn3H2fIdf7vX613/vQ984BY2PLaxfS0bA/QdsD0G7Xlhhj0YNz/C6L1OAQTNJyM1OwZ0DgOIuBJXGoQCM3EiZzkCQ6drB/KTwxY2ibVerVzG5a6JXb9KzHmA82uLqNVr+B+rq+gTVBnE3FjnY0igrEUjqLZrxFy7SBCD09MJbNfrqG1XMGw3obMWhKJKWIW1g9WBg7wSxayTg9Mn5lvtwuhXESHQLjkKgTSBsGFDJ/bLwMjAJWI7WkwWFsUOf5Mf1OpGFZ0A3JVknKcqobqkH7LgkYWxdj/UOLuxm268Liwbc2g7gxZjX+L2UgkRAu0IoDnWbHn2nuYEM2KO83Pcl0NQ/O9AD0IJFtIRK+a6ZgJkPh5cJcHHQlpkbFdaozm0w003+yYnUSwUvWg02p2cmPRLpTLXVuqO4zy+tbX1a/lU9rhp9k9+6IMfuvQinWpje5nZGKDvgGnarYK1e66wqv6tdlol/I8Bg4EunkgKi/b9W18VdVTEhjZ2rm3gQ3/+EXRLikyO5uqPc8sXoRMwOj0CHGLZoOei+TS89gDDZpUei0tdrE1sONI2oNUseFofFgFtkcAz7qQQsYIShh59x9DuwxxUsVknMDc86DxVBIGanu4piNN3JSJxcKEKl4q5Uv8bKFS6EVc65LiMDDIbUJFkp+qHrFf6JCSIPIo4iLlhja6mKUFDhx/sj6D5TbmpjjgAcYf2F4eEuO63UCgIcLphSGHEhL2w9pe3RfS26bUu3XiDpVuPFhVFjkkg9MNLaFwU/aL03REk0wW3MHdEmdu/H8lk2s1m0tywYdICasTj8b5lm5f+80/8l3/z/4n1PnObp9LYxnaLjQH6DpiqqqP0/l7L7KhpQdGUsP02hGY/mBYRUSIolIrEBnUBONflpFigj2ArgS5vzNFg12x0r1aR/OdHMdhax9CxRflLscgl3+0hRoAT83tIGT7SxLhjDoMeSzZa0oY8qBiwWgOJ/XL5l8+uObFbqW7wRJMJySBwS9+t3/Srwr5zLWj3th1TqiT2wgMhTeXyNllgOB7L4j0RTWqIOSbuqV+t96DcAGgCZG7W4RABa2FwItNTgoYMmdMoi5gnU2j4G7kipEtsmOP5hWwuaF3mEjt6Ttgvh4pYu4IA17TCumICcBEcovsEseBCOYPyRBnzc/MyG1IxnN2JQtEpF4tuo9H89M/+7Jvf8ncd65/6sZ++jTNlbGP7h9kYoG/TXvOa1+gcQx6phTEYCzDhBlCPyrUQPsbGCcOIFrlRwuUHz4VVXxKXZXlJzSAWSMzWXG/KoFLfjxFD5iGcBEhmRFih1uzCtlqItuhNPSnKhkkskqtFCtzkYdmi8avoSthSfKuSme/jbzN9ZbT9nmg/cPjAG8VswyaMoNAteB97BMEfvEmh2Lty8+d99ecrQSyebvFcjoBXleTpqCJGCXUrtPDzfVWTpKRCwK4GFY0ypECAWoaXerLPGOy5CuPg/DwmWIc7k0E+l6O1T9sa9Pt/Sft8KxqJ1tud5iMP//rDS//Y4z62sb0UNgboO2BvfOMbF//kT//0KDPHvUQhwmoBTxFgU0WxHIjH4sTeCiKW5I20GRDcNIxE1ekzWKHM8VFQYlC3B4h+YVEUykTUXMCbGLMXTPHgZgq+1x0duhuOIAIEzHRpsIjA0lxJDnI1AjddSHkEwkVBsphSgS2PhaoiEo/lgbfcJReNRckbCEre+PdxqGCUXBuFFzjemyvk5W8uRxvFikd2c4KO48FcE87dctzUMzSGwuhZ3S6hx0IVNld20HBoSClelH5vTIsjqydRLk/g4NwcZmdnUa82zliG8flEPGHyTdO0nq/4HWLlla7Rvfwrv/COMRCP7ZvSxgB9m3by5EmuaLvrsccfb+zsbBdGmg1fyzhmqhEAsbSo5Vjho39b8pFN9QM9CKmX9lRE3JGouoLRwM2gIo+A2RWZC24IJqC2wmSbH44nunHPEQTRc7ipDHivHfmmdgxeOESWMqWJRohIZt5UucbxXz9sVQ5K1TwYBLYsT5nMpIMuybBShbePKytk4aLvFkEf+o/rjMO8ochYSn14KO7DicZ8Lo9cNotSscSvGdCiZpSKRb9cLvsE3Fd+6id+6rve9KY3JSIRdfa3f+O3lz1B87GN7VvLxgB9h+z4Pff8R8KXv9qtVPYeC2a63WgR5hs3p9wc+gjKw0Z1uiHqqqOAdpjQEugNtH+9sCRNXh6GJkIMlhj2LVgrehFBJ10ylZQJHRw+0FhOEtjTdPjqODEDK2uIMJgy4zYJoB36DF0PcmPKzWGbkD2LMh8LQHHcNxJKV/oB2w4mgmjSoswVK1xVwZoRBOgG3Xbz+aKdSib9fC7nxGLxYSqZMIhZ9yORSJeAvbq1u/XbD//6jY65kX3iE5/gNuZFeu5OHMKxje0bzsYAfYfsDz7ykc/8wlvf+kdPPv3Uv+Op3TdsVIvwNcrL9v7ph2zyJpo6SqjJAE9fpCmVUI6SQxI3kpE3cfBQEGIEuPw6BmQWX4/HY8HkC2a2oZw7TxLfE94JQx5cccG6wcbQkAYLnbvofJFro9dbArgM3Bz+CLYSkoDUwpg5h2YS0TgKszlM75um2z4c2T/HSmp+p9NZI7zfTKRSpmu7F3/+5//upNzYxvZytjFA30H7vQ984Ed/7Md//HuefOrJaXbzb1RjBWVm2PvXnmjlLbYnLfw1HhuBdtAF52KkshPU8YavHcW+ETJYAnWuhBhK+GEYCjn5Mjcu6NK7IUfJ1RoyP45fo3rSWCJJQBbn4WSmF5SqcZhCdbgMz5MGG25hz07uQyad9vWI7p2494Q7P3ewefn8uX9vG/aVuKdnqhuV7nve857tcSvy2Mb2D7MxQN9hI9f8wUOHDi9tbKzz5NgApEdldkqQWHPDcKlMsgg1O242nsbsK6O279GjagjON1i2JB9D0GXjErTRrDlmuhz3NTgZZ5iwEjbSxIg7nR5iui6NLFECXilpC6UzOUTBrejMhrn2OUanx/6JGRSzBe/Q4UPq0cMHEY1EvevXr3+s0+p8kH7b7le+8pXdzz36uI2vtjf96C3/fNe73nXH9vHYxvZysTFA32H78Ic/XPnFX/zF1959/PjpLzz6xYh/a0YuKHNz3VAvInhOuSmujPDPUVx5FI4eaXx4N9Fr9aZ7/hoG60jQHy31xaLQxh13dkxAWVc1eVzCJFyZEdVlqGcqlfZSqRQ3Y7QLuXy3WCzEUomMHonqquqrn3r72972cy/eHhvb2Mb29WwM0C+Cvf/977/wzne+894f+P4feN/QML7/9JnTkXq9DpXHEO7VEmMPeEcR6b2h9LfEOIKa4yC2rAa1vzc9x2DPuhduOHUjmL4cQTabQSqZQi6fkzgyhyiOHjribaytPxaNRZciEe2y7/lndoyd5z750U+OxxeNbWzfgDYG6BfJ3vOe91ylu3/BjSzf9tBDv39l4cpPr69vqJoeDIsVXYm90IYSiAaFMWQ1jNSGMz9vGIN5qMDGT1gDE6VySRoyJiYmMDW1D4cOH0QynvDPnzn/u5FIpE2s2CfQVhzLimmK9vwffvQPPvVS7YOxjW1st2djgH6RLayT/q9vectbfvXg3PwnLl++/PpOryvJNi+cxsxNK0FS8UYjBzNj6U6MaJLQY0WidCYrtcGsRcHs+K7DR7q5XO7ZRrP9+09uPvbI//7vHzaJuU9s2BuDj/3Ox/r/pD98bGMb223bGKBfIvvgBz9Yp7s3EICeGA6HHz915vSDzWZL5DhVNSJ6EsyGy6USN2lwBXSjRH/vnzug5HJZe31j4+P1SvW9v/Vbv9X44be9LfrR973vq0YZ/bL8n5h79aX/dWMb29heDBsD9EtsBKAsRfmqN7/5zd87s3//I5lsJjro9beNweCZWCzWTCQTlmM7F97+9rd/6Ou8n+/Gc+bGNraXgf0/c7ebnfxt3qoAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>