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Arctik Quake 27Q (AM1362XLET) (RGBA) (Arctik_Quake 27Q (AM1362XLET) (RGBA).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Quake 27Q (AM1362XLET) (RGBA)" ShortName="Qk27Q RGBA" Company="Arctik" Version="3">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>2ff32950-0b7a-42d5-a2d3-f2a475d213a7</Thumbnail>
  <History Date="18-03-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="24-03-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5e6770ab-c4bb-453d-b6fa-7046b984b9f8" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="R40 (Light Salmon)" Display="'R40 (Light Salmon)'" Dmx="16~20" Colour="255,150,150" />
      <Function ID="3" Name="L24 (Scarlet)" Display="'L24 (Scarlet)'" Dmx="21~25" Colour="255,0,0" />
      <Function ID="4" Name="L164 (Flame Red )" Display="'L164 (Flame Red )'" Dmx="26~30" Colour="255,0,0" />
      <Function ID="5" Name="L08 (Dark Salmon)" Display="'L08 (Dark Salmon)'" Dmx="41~45" Colour="255,150,150" />
      <Function ID="6" Name="L25 (Sunset Red)" Display="'L25 (Sunset Red)'" Dmx="46~50" Colour="255,0,0" />
      <Function ID="7" Name="L237 (CID(To Tungsten))" Display="'L237 (CID(To Tungsten))'" Dmx="56~60" Colour="255,240,200" />
      <Function ID="8" Name="R321 (Soft Golden Amber)" Display="'R321 (Soft Golden Amber)'" Dmx="61~65" Colour="255,100,0" />
      <Function ID="9" Name="L652 (Urban Sodium)" Display="'L652 (Urban Sodium)'" Dmx="66~70" Colour="255,255,255" />
      <Function ID="10" Name="L765 (LEE Yellow)" Display="'L765 (LEE Yellow)'" Dmx="76~80" Colour="255,255,0" />
      <Function ID="11" Name="L513 (Ice And A Slice)" Display="'L513 (Ice And A Slice)'" Dmx="81~85" Colour="255,255,255" />
      <Function ID="12" Name="L90 (Dark Yellow Green)" Display="'L90 (Dark Yellow Green)'" Dmx="106~110" Colour="180,180,0" />
      <Function ID="13" Name="R92 (Turquoise)" Display="'R92 (Turquoise)'" Dmx="116~120" Colour="0,255,128" />
      <Function ID="14" Name="L728 (Steel Green)" Display="'L728 (Steel Green)'" Dmx="136~140" Colour="0,255,0" />
      <Function ID="15" Name="L117 (Steel Blue)" Display="'L117 (Steel Blue)'" Dmx="141~145" Colour="220,240,255" />
      <Function ID="16" Name="L354 (Special Steel Blue)" Display="'L354 (Special Steel Blue)'" Dmx="146~150" Colour="220,240,255" />
      <Function ID="17" Name="L501 (New Colour Blue)" Display="'L501 (New Colour Blue)'" Dmx="156~160" Colour="0,0,255" />
      <Function ID="18" Name="L174 (Dark Steel Blue)" Display="'L174 (Dark Steel Blue)'" Dmx="161~165" Colour="220,240,255" />
      <Function ID="19" Name="L142 (Pale Violet)" Display="'L142 (Pale Violet)'" Dmx="181~185" Colour="180,0,255" />
      <Function ID="20" Name="L794 (Pretty n Pink)" Display="'L794 (Pretty n Pink)'" Dmx="196~200" Colour="255,150,150" />
      <Function ID="21" Name="L328 (Follies Pink)" Display="'L328 (Follies Pink)'" Dmx="201~205" Colour="255,150,150" />
      <Function ID="22" Name="L127 (Smokey Pink)" Display="'L127 (Smokey Pink)'" Dmx="216~220" Colour="255,150,150" />
      <Function ID="23" Name="L192 (Flesh Pink)" Display="'L192 (Flesh Pink)'" Dmx="221~225" Colour="255,150,150" />
      <Function ID="24" Name="L157 (Pink)" Display="'L157 (Pink)'" Dmx="236~240" Colour="255,150,150" />
      <Function ID="25" Name="R332 (Cherry Rose)" Display="'R332 (Cherry Rose)'" Dmx="241~245" Colour="255,0,127" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="1800K" Display="'1800K'" Dmx="10~10" Colour="255,255,255" />
      <Function ID="3" Name="1800-2200K" Display="'1800-2200K %.fK',1800~2200" Dmx="10~25" Colour="255,240,200" />
      <Function ID="4" Name="2200K" Display="'2200K'" Dmx="25~25" Colour="255,255,255" />
      <Function ID="5" Name="2200-2700K" Display="'2200-2700K %.fK',2200~2700" Dmx="25~40" Colour="255,240,200" />
      <Function ID="6" Name="2700K" Display="'2700K'" Dmx="40~40" Colour="255,255,255" />
      <Function ID="7" Name="2700-3000K" Display="'2700-3000K %.fK',2700~3000" Dmx="40~55" Colour="255,240,200" />
      <Function ID="8" Name="3000K" Display="'3000K'" Dmx="55~55" Colour="255,255,255" />
      <Function ID="9" Name="3000-3200K" Display="'3000-3200K %.fK',3000~3200" Dmx="55~70" Colour="255,240,200" />
      <Function ID="10" Name="3200K" Display="'3200K'" Dmx="70~70" Colour="255,255,255" />
      <Function ID="11" Name="3200-4000K" Display="'3200-4000K %.fK',3200~4000" Dmx="70~85" Colour="255,240,200" />
      <Function ID="12" Name="4000K" Display="'4000K'" Dmx="85~85" Colour="255,255,255" />
      <Function ID="13" Name="4000-4500K" Display="'4000-4500K %.fK',4000~4500" Dmx="85~100" Colour="255,240,200" />
      <Function ID="14" Name="4500K" Display="'4500K'" Dmx="100~100" Colour="255,255,255" />
      <Function ID="15" Name="4500-5000K" Display="'4500-5000K %.fK',4500~5000" Dmx="100~115" Colour="255,240,200" />
      <Function ID="16" Name="5000K" Display="'5000K'" Dmx="115~115" Colour="255,255,255" />
      <Function ID="17" Name="5000-5600K" Display="'5000-5600K %.fK',5000~5600" Dmx="115~130" Colour="255,240,200" />
      <Function ID="18" Name="5600K" Display="'5600K'" Dmx="130~130" Colour="255,255,255" />
      <Function ID="19" Name="5600-6000K" Display="'5600-6000K %.fK',5600~6000" Dmx="130~145" Colour="255,240,200" />
      <Function ID="20" Name="6000K" Display="'6000K'" Dmx="145~145" Colour="255,255,255" />
      <Function ID="21" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="145~160" Colour="255,240,200" />
      <Function ID="22" Name="6500K" Display="'6500K'" Dmx="160~160" Colour="255,255,255" />
      <Function ID="23" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="160~175" Colour="255,240,200" />
      <Function ID="24" Name="7000K" Display="'7000K'" Dmx="175~175" Colour="255,255,255" />
      <Function ID="25" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="175~190" Colour="255,240,200" />
      <Function ID="26" Name="8000K" Display="'8000K'" Dmx="190~190" Colour="255,255,255" />
      <Function ID="27" Name="8000-10000K" Display="'8000-10000K %.fK',8000~10000" Dmx="190~205" Colour="255,240,200" />
      <Function ID="28" Name="10000K" Display="'10000K'" Dmx="205~255" Colour="255,255,255" />
      <Function ID="29" Name="CTO C-Mix" Display="'%.fK',1800~10000" Dmx="10~205" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Dimmer Off" Display="'Dimmer Off'" Dmx="101~110" />
      <Function ID="3" Name="Dimmer Dim4" Display="'Dimmer Dim4'" Dmx="111~120" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="ARC1, 3 DMX" Channels="3">
    <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="5ff226eb-664c-4a46-86f2-792194929bf8" />
    <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>
  <Mode Name="ARC1+D, 4 DMX" Channels="4">
    <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="7dedfdb7-fd21-4718-80a5-b6bd77398e02" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="ARC2, 4 DMX" Channels="4">
    <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="76fff95c-6829-4831-9126-a0c46ae0cf41" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="ARC2+D, 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="6029613c-d664-44b7-b013-9cdd0934c3e3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="ARC FULL, 8 DMX" Channels="8">
    <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="25b6a02c-84b7-4785-b3ea-fb15f19935f3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="CCT" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="SOLID, 1 DMX" Channels="1">
    <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="e85b2472-ba4f-4671-945e-5973a9413d07" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="SPECIAL2, 9 DMX" Channels="9">
    <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="a2ce2849-ff87-4fbd-9fe2-fd9d92dba1c3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="CCT" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="SPECIAL1, 15 DMX" Channels="15">
    <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="c308c33a-693e-4fb8-b63e-a94cd89f6a74" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Control" ChannelOffset="3" Wheel="28" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="12" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" 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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Dimmer Off">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dimmer Dim4">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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b1cuz5QitecMzRNgTkI0peERlbCHoOQY8Z444L5TzmaUI8rxzpx9pJVFJzcC4QCHvmsHedxjzNyLVyjFBQtYMHRXgGg1F5ZlDmsTBI9/b2orGxUWzR7JbHY2Vg5mvCHk8cSelwpDDLfoS6Wne+tbXYLr4tAvR52sMPPzz04ksvR61Wm5aDIDh6bmBgQBYB/88RV3MWBP2/YcMGAeh4260KTgpLigiQCLARgzEZzQIoCvAZhPEEQ342StBCigm70SD2ZjCaAXhFhRZmpp8kUCGggR2h8KSycUMgbTLa6L1EWnjKgtPqaKFqxggz0iTJkDDXOGCeNS8QO8Mk9KYgvP5hBLxmsKWAVWRbYhgGTQnCAQaKqIxdo6H+Y376jpeAgDSLqHlms1SZA62ARTDkgsc/SIcl8NIl0CD9dAZTsBuXEbAmgXP4KIx0VrBwE4GnU3NrRBWmGwth3NU/zX4ZpGIwGJW5sZqzqT/ztHbBJgMCKwFIZvnh6eujUa4JjY8ZpHOsWwSHPzRFan8QjuRcmMxGGPQ22K3Z1A8LEhaSMZkfVVAoSaKmmT0B3rCzGROTY3ANN5NG1UZjSURV+SVwpORTX1ZYTGkCoMr1U3QdzbQ/OXfFgovBfGikEc7RQTS2vYJJbwedjwXpqSVYv+JmGX+iLU++p2MmHZnvJqiRcw6GAmhu3Y/6xpdpXC30PT0sVj2yMgqwfMm7kZKSigRrrpwDaz8sDPgahEOKvZ+JSGtrq5AF1hD59alTp7Bt27YZYcW2e9UuradrfOmll6697777iu69997OP9Fy/T/bFgH6Am18bNxLqpydN0x4g4QDNDhiTN1oma+6803MZhDVtqmq5vyZTmcUIDIYtDjd8CK6OrsIaUwEeHYBGGZa/H2j2QtHmhU1lbcIa2WGF4szQ6hNBWhmnQZSfeva/w3dbb3QhnMRio0h4PfSYrHAaKBx29OhN0ZQUboRmbQwg/ADwSw6tiIU4n13FZDWwTXVh5Nn9hMwazA22YZJ9wAJjQBMBjNSEqsIvPpprMCSsq1ITeGw4KgIHRYSsYhpZpwyTwQ6/YNNqD93AqOuNjjHm+D2TME7RUBv0lN/GQQYbUhLzUJ+XhlKCtdDAU6DqPiqq69iAtHAaNLh+InfEvA0YmDkJDQ6J7yeCMZHQ/JZenoystJWIic3FwW5S+hBZE7LLHaWAQtL5d4JjFrbT+BcwxH0Dh+Gxe6hvkLoaguC93pT0wl8MipQXLAK9oREArUbRDNQNJppDxNOykTXMBT2oO7sXtQ3/xyh6Bix0iicQ4Dfo0VTyxGkpSegML8KGamVSE4sREXJNnAyrkg4NHt9WdBF/Tjb/DJONTxO19+P8UkvPFMsrCYx6aqnOTxDv89AEZ2X3VaEytLtBPpJs145uqiYMwZGzqB74ABONT5P1yACq00v2oROH8XoRAf2n/hnuh/ykZO+GqlJS1FUsE4Ams0W4ZBnJiCJWTSPjwG6vb1dXsfvDcTbwsMRyBqprKz8Pr21++1cj+/EtgjQF2gTE+POzKwsu8qU1ajC+Wo4N9UOzEDOQB2/CSd2aGKZvmAYzzzzY9SefgVTUx5amFoBtOh01jCdPkIMMAazyYrhjYNYvnQ3yks2UOdvtuUCyvGm3CN48fXv4njtAQIWL0yWcwQUQWJ+egT99JuYhVgwqcaGGDr7DqGqYi1WL3sPEpLSFTODAlNztIGO3sPYd+gJ9A+dREqqnvojtkmCxWqJwueOoG/oMAZHtXJOwxO1WFG9h4DreigbkhqxeQuTgzLuSfcggdbj6OipR81aC1K8YbhGLUhM0RDwAGPOMYx592GCxut0p1PfJ7B57QdgszqozzBmkyQxvQyhtu5JnO34CeypEWxdbUNbM+kISSYkpeow1BfAyKAPruBr8PWbMTiWjFDkQ1i2ZDcr9HPmkbWXCXcDas99B0lpPmxaoUdnqwaFZXbsvl4ngN/VEobX3Y6W3nbotVa4fU5sXfdBEnyp0Jim9wxiLDi8aGt7FWfbf4qVlwB9PcSwQ1HsvCoBFgLGkSEf2htDcE7WYWjiBIz6JAIzH1Yuu5q0HOuMlsFmjIa213G87odYvTEB7XT8vGITypaYkJmrzOmxA35MjA6hof3XNA47fIFhrFt+K81XipwXa2l8iuNtbWjtfh6VNUYMDrjpvMwoWWJBQrJRAPxsLWkNQ31o7OyHQfcGzUUbVi+9CUZjwgy5yM7OxtKlS8WTY/Xq1QLatbW1HN4tJr35a0E1ce3cuXPX3XffnbKYivQPa4sAfYHm9flH6alovr/oQi3eVY53v5lFcE4IVpF1Wj0tlDdw+OQPoHMMYu2OCDIyU5GWZSBAjcA1FpKFNzkREpU3Qpg0PHgIr9cexKTn/SgrvJzYZaGowbGIsrHEanoo4kVdy6OI2Q5i464QsgsSxZa4Yr0JbpeGFl9UwHKgxy8sdmx4BJ0Dz2HIWYcdl/w/pCYXwWZLEfsviRIxU/QN1aJ94HFYU7qxsSpFFmp+qRZF5VoCVS06mgPgKLPRYVKBgyTE6J+DJ75DfZ7FmmUfQE5WlWKiCYdE3Q+GxvDKkc8ipBvCruvsMpbCMhNqbjETMJnQ3elBT7te2O3QQAA+7yS6Bl9C4LATK0gFL8xbSyBkg5heozE0tr+Ktr4nkVtEc2fVEPB48K5brTSfCWLG6eu0oq3JS4LRgoHeCAmpKew7+RViyYewe8fH4UgpEjMNC7hQyIenX74LZTWkMYwHMTGmwWXXJiE7XycmAtdEEDZ7gM5RS+Py0/f9aO95Ds6xc9i56a+Rm7mS1HuD9DUw3IH6lsdRQ+S/7rgXS1fZsGYTgbM9IoK4oJQ3GacwOhIhRm2iufMSg/0mnBMncenmzxDwZcoGqc8/jgHn6yhfHsOp4+MoIlDddJmNBKpGbMiygUcCs+UsCTd3mPr2oanrVxihMV218wFi1rli6gmGJmCwDhCoa9Hf68O6bTZUr7SJAIiEjDKmYDAi/ssBPwuhMZxt/QXNtRlVpVcRGXHIsVh7LC0tRUNDg7xmU8bJkyfF5swb6IpLqRper0TOaul+T8/I1BCLXkxF+ge2RYC+QAsFA2OKeeKt83CodmHVTqcknNGK3ZYB69VDDyIzx4gkhwmJyQas25pMrJYXBrHGQTMa6wO04AIwmpXjlVSYZDGfaf05mtv3YdfmTytsGkbFDEGL8Fe/uRfe6DGUVFqIiRpQs8aOtEwdLbgozAT8AV8MLeci8HiiNB4DUjPYbmvE2NAwnnvlC1i/4sPYuPoW6Ix2sImCwXjvoYeRkjWC3EKTuFptvzIRBhOBTEgjzwnJIFYZxcR4GEaTHqmZMdgSrOgZfB0jox24+tJ/QEHeKmHwiOmx//i/kmowTgvbjK7WIG54fxqMFhBwElD5Q2K+YOAdHgwS44yRUNPDnqglAXASz71K4EWCZOOad0/bVUlo+p2oXBlAb0cIqelGXHaNTULPfb6wnPfUVADBAAuOkGgGFhvxZjrg8Ohh/PoVN67ZfQ8JkVIxK9W3/BgZORoC3zAsVgt2vssqm3B+X0T6mnCC5lArn7vdUQHj9KwY9d2JF/c/iCu3PYCKsnXCRid8tcgpDKG7NYwdVyUSazXQOOh3rpiYQoYHfJiaMCLoC1LfEZofHTKzzegeOIIX3/gW9uz8W6Sl5NM4ndCYW+DsC2HLZQ5Ur+ZiAhG4J5WcH2wH72n3iY046IfcX4lJJNzdzXj+lYeon7uQl1OMsQk3uvqOY2AghJXrbahaYZF7LRzmPYwwnSPQ3xlGOKiHz6O44yWngbSJH2J0rA/X7blnet9Ah6qqKnEx5dS5a9euRW5urtih2bMjLy8PC20Wc0ZBYtGLqUj/wLYI0BdoxBBG2XOCmUK8B8VCTd1gYxMHsw7+n3e6dVoTjp35PpJSdMjKi4g5de3mVLCN1evWijre2xERNsSZ4Vgt9nlCtHCMyMk3IBQIELPupYXzIwKWpUhOcsjxpvyt6Ow7gDwC0q7WAC692oEUh4H6CcqCc43G0NsZIrbFO/8M2jH4Ihoah/JgIXLi7E+RnVmCJWWXCgBOTLXDH+qlMVgwOObHte9NFS8ONkMwSIwOERvv5iCGGIGVTjbSJn16Ae2kRBvGJ/pw4Ph/0Bi/iFRHrmxy9g+0E0O1or/HR0zQLMzfNa6R8wwFdBh3xjA+GhWvEI02QH2zXTqK1DQLAZAfpxofJ8F0CTIz8oTBpmS60dyhJ+EZwfK1VgIaOi9vlBih4vMQ9BloXn3TXhw0dm8M6Tk6AcUxVz1+/dLDuOMD/ypVVHr62lFEgrC9yYdLdtgE8KYIuSIRBZgY0KYmY8JczSaz+AdrDRokpxJz7xsjjeinKCtZIyzS5e4noNbRsTSkbRhJK1LmjAF0bDiGs6cCdL4W0WQsVhqjLwC7XQezLYbO3sM423AQOza/lz5jRkvXzWdHSZWG5icqHhVcZaCxPohj+zxiS87IMcBq18LvDcn+hsVK12b4CA7X/gRXp94Jg1Erv+WNvtQMA8ZHYuKh4fdpcOjVSfR3sSulBoXlnInPIsKYBY3JpEFX/xE0NO/HimW7Zjal2bTB3kvcH5v6OHCFN8X5XjeZLOoqwIwpnf7Jz8/XL1269J/p5af+SEv0/3xbBOgLNL8/4OIblL04VPvzhRqDNH+P/UKZjRqMxH5CI2jr2oeVG6xob/Zj4w4rJl0+WiiKe1nAryV2FBIwYP9WPQEA3+9coml8hBZ8plJ2aXj0DH785O342Ad/hgRbIp5//T+QV2RBToEBmVlWYoqkZvd5FJ/ZkB5jziCBCIFpwA+D3iSgoNGGiWHGCKC1shE54XTjiWc/jy/etZfGm4TjdU+SKm5FUpIeefTMgDQxFhZPAd6Eqzvuw9mT4+IDm51nIravg04fo3PRITmD1XMD+oZO4tEnPoIvfnovtPS7jGybAhKZGtgTDCSQeJOKBAQJpGd+OgnncEjm1ZFmENbOpgz2yzUag0hIJKBzdeOp3/wjbrnxPjoPC8LowWC/D5t3JRJ4hkVN93tBQi6Mw6+7aE5JOI2zBqFHcbkVOquGwDKMpGSd+P06J4/iZ099Hrff8i/ymtX7lDQdseyogHgwYMDkeIzG5iIgJnAM8FwGaJ71pCnoSaxGxF3PSkDa03+UWOtXcc2eu5CSlIFRTxiFpSYBOlb12cvk6R9PyNwz6Pu9HprzGFKzozTHNtbQaE6MxKxDOHTyEdkkLavIo3FZkZYVFHBkps1svvWcnx5BZGSZxOOktwME1AYau4X0hCD0ppgI4nNtz6CkaQMuWb8H1RU70DH4S2TkasTLw0OE4Nc/H5Nrxpoc71U0n/FRP1ESKgwFMSQSkegcmcCTz38JdlsSykvXibvle9/7Xtx///3iF11RUYH9+/dj3759Evo969s9dy2E6DqWlpZeg0WA/r3bIkBfoBHjmFQDClQTxvwcCPFNZdHsdiTFXmnBdHQ3EVsaw+hICGkEUnpDVFgfL1ijMYzj+wLoaHETEMRkp92WoEN2rlnA3UCLLjmNXdOMGOkPkxrfhyMnHsXl2/9ObIBZZezzHIItOURAxQCkFRetY/umUHcsQMDAarFevmNNCCK3wCQucQxWOp3i68pmgCO1TxF7uw2TU6Mg4iugZbEahT0zO2STwStPe0mwBJGWYUWUxtPe5KexxlBYZoGNmFyyg87LS8x2IIBAcBRDwx3Iz60Ss86Zs0FULjfJQjeaaeGSUNr34hSBsh1JqW6Zj5DfiLbGEIrKiBnazNQ3b2ySkKR5GXDW0hifxRU7/wp6TZZ4V6Sk6mh+eJPTCM8kC7MISitt0+YKDaZcYXS2eggwzTKn6ZlmYu0kGIlRe30DmHANIzcnnzQFYuvpFrGX69jGSyDdRoy6qJJOOmYWcLbatOhq89PYLMRGTXBk8H0QRoCEbHvPfgw6t6OyZAfOtj8OIzFQZs5eN0gz0KCgOIkESVD2IdxTE3R9TOhuiaJ6NTFRhxEJScreg2vChZNN30ZNzffgsK8DbPtIsBCDnwgScw2gu82L0iV2EnAE3D4bptEdJc8AACAASURBVOBGT3uIhDkJ6Fw9jcuMAAkA96QWp5t+hS0bbyCATSWmbUFfR0hMJIN0D+UX2ek3ND+TPhqjCV4CZxaWer2R7hEOrdfR3MWobxeOnnwS1Us2s78duCwnM2YO6VaDr9gvmstklZQkvGkdcGPALi8vz/9jrtH/620RoC/QCJin4hPJMFAz+F5oo5CBmXMTK4lvjBKsoNH7MdgbwoYdFnED4w2ocDCG2gMuAmIdtl2RLAum5WyIFmuYgCqITZfpaVFoCRANwpRiUT8GeqLoHTxBQO5X1FqLlkCT1jKBqfg5y0MHW6IGl11nV8wl3ghOHWHmpiUwCBOr1BEoxkhYWETF7fb5cLLhp6hZXoOMtEIEpjOvcWk+Zl0MOD1tQFm1nthuVDw37MkR+I4zCCqmhSRS+dOzzMTi2Q6sw8Qo8MaRH+K9Nz4oZhAGeEe6TiyVAa+OgMIvoDjU7xP7cSaBCLPZydO86WVEejYDDtv9dcRWYwS0AZw48yRuueEeaNvyxLNEQ0y5ryssgs85qCHwI2bOwo8ANosEXDQSwFAfm2E0xMzNYtZhf2H+nmuqG2ebXsaW9R/E9594FDm5drSdC9H5KBqDz8vXmoRoKCoeEVUr7Kg9FEILsdjl60nDSKY5SNQT2PsxMT6A2sZv45ot34NFX05A247eTtaGwqLBsNeLj4CcWSrPaVKRFh1NxL7b9KhZoxdzhT9AwrIpgvaORoxMvYHivEvQNX6KxjRGwiSK0WGu1m7AuZMemS9HepSun14EqXsyiq27E6Ezhmg8ZvT3BDAyWofmtpPIyaqGezCNznmU7r+IaBujwwzI9D9dl/yCVBSW6DE+5hObcWmlXQlmIWHvGtOgueMN8ctm+zQHPa5YsQJPPvmkmMe44gr7R587dw5FRcXT7HluRCo/5+bm6Rbzc/z+bRGgL9AikUhQzbnASWM4auqtGjML/p7H45HfZaQXwpHigC/YRyxTCbXVaPzikZGQxOzTiK72CcQIDFdfYkd/d0Rhp3YQ0JjEHMB2TN6gS6GF6Q8Nkpp+CjkZlQTqJyUSLBzhkPSY+Ah3E9NjYG+s8xAwauiYOqxYb0Nrgx+TY1qUVhskBwbnX7AnaEiV1sE5MIyu3lMEWO/Bz37zqOJaR/0xAPd3+dHdHqH/I2Lb1miZhVpQs9aKhtM+Gm8Y2/ZYxSuAPVDYpYxd+roHDmLMXQeroZLOt1bMOYN9fjTXMwASuE9EiDkHBUB7O4LIK46JSaGtaRKXXe8QDYPDy5McHFgRxiQxt1BkEuGAVbxH2ITDAott7sxAJ13KBhrbsJkpL1tjJbD1QqMLkfBQcnEwqLKHQ3ohCbuhJhg0tyHJtgxu14D4STNTnRgPwOPSc0QOMeSIANPEWBAJCRYSBB5k5ys5PrjwbxJdT7PVgqaGdtx+bTmqiv4CLjyOoMFJgtRLwpyE2pCXgNkggsRkTEAAUbmmZouf5jmDyGkEViux4GzeLNaL7fddW78N18E6ZJVq8cLLv0Byih2TGmb0BmKwXuozQkIjkYByirSDCGlZYWHsZgubkXjTz4fGthdx6w0PwIcDyEu9HP9V/1EC8bCMmWN/wi4d9eVGQSkdd8iAiqV0LybG4PcY6V4LobjCiNPHxkl4hGAxm2SDljfAORdHV1eXeHZwWgP2WOrq6pRyWfNdQWPT0eaFhYV3YTE/x+/VFgH6wi3ITvvMiFm1Yxej86WUVFt85KCBHpWll+DQyWyEtb3id6vX2BAjVnrmhIuAbxKhgBLU4fNocGz/OCqXpZFarBcVvXqljkAjLDv27IZXVmVF3VEXxl19uObyz+LBb/+Y1F4CU96MiiXj5OEhYj4Rca1LTCGhMg5ivQECVRs2bE/AodfG4Uijhe3WIBrWiEmEPRO8bi+p4x5kbiyGXb+JGN8hGHUZhFFOAkKfuN9xn2yu8LijxBIDpOYbUL6UNyUjJGiMBJIRERDsiVFebUT9sQDGXJ3YvfkeHDr+FLShUuTl+NFwqgkcVMnAmVtgFjOLc0hDTFOL6lU6YnFmJCRqqd+YaBkMxsKY6W9iqhOXrL0ZzZ2vItUxBfitOHrkFH1uIbD3yaYZeyUMD9KxR5hpammMZjHFsI2fzUgM/EUVFrTUtpGwG8N7rv4uhpynkZJ/Ct///vdEqPLceT2AxUGA6IwQMw+jokaLNasvh9lcLwKGGSe7lyWlhtDVGhVGv2ndrQjFdqKj5w0SNA9KwAnPTTDAXjR60Way8ozIzNVh92VXwBU4RADNm8IxsUW7XX45nl5nx66N98LtbycN6xk4R9ziK20wBZFG18857CMC4MXS6ips312Jcd9rdHy9eIwE/VoJBZ+cGpR7ddOyBzAwXCebhoGATlwbkx1s+9bJRibvRVSVbEPRsn4MjfTIRiLfQ1zbOKeACIIuMp3zIyZpd80E1hzSzWyavTlee+011NTUSEX1eAIzmxwL2Lpt6w5i0DZi0p4/9oL9v9YWAfoCjW7wCAM072Cr9e7eqvyVag5R7XS8oVRdvgf7Tx8h5hlFqeMOnO39Oi1EDS2WJKSTKq/VewlQOGhDWRBVK03YuPRe+M2/IgbTAJ9kI9OROszACqElNt7AKbiSwHQvMhJ2wYBi+u23iCcGCFy0yCQgSEoiRt2hlc2vtEwrLt1dg4ykEgyEjhA7VMDUbDYSo5oS31UGr01rP4w36k6gIPkjJEyeIuA7RozYQOxMMZ04MrTobGIbtgnFS6JYWfSP8GqfhVd/Vsw57C1iNGklYQ+bQ9jmvWvzJxAccyG/2ktAfob60wrzd09pSVPQEYgFJCoxK9eOtZWfRsD4HALBVsTcEJMF20w5R4bJZIPNmoZdWz6JkP4HEjXpdh9jE6lsCvJmGotONstY7GFce9MqrF76HnSPPk4CoJ2+GxKtgtV2M/WlN9C8OAppDAaaYyvN609pfkMSiWfkDd6gsmnLpp61q67Cusq/xznXtTS/frHbuqcCJBQ4HapPNCIOCfeH3Ei0VAhgI2qkaxYTmzh7rOgNARTnb8OlO6+A1ZSJU91HxGTB/ur2JMWH2GSOipbFbDuGApQWbMepulcJ7EN0LBq7RBoa5PWVl92O7PSlODvQhbFgF7F0DlDSCGNPSmETmUlMbXZrFgrz1qC985AkYFLmn+Y0BUQ+jLh0ywcQiA7BOfYgsfIg3ZtBZOToJSOixWKXc1OzBpaVl6G+/ox4b/C64Pfr6upmIm3jowqVZ5BQSddWVlZ+g17+1R95yf6fa4sAfRFNzfKlJix6K7/omWx2nMAmFsWamvfgpX0PSbhuoqWSwDgirlQMYGNOv2ycVS4zobWBVPoUtsHqkJ+1hRZNJjyTD2PU3y3hwJEQgaQlExmOFTwqXLnrb3Gq1YsUww2Y9AwT89FKwIktEeItwbbGxBRmVWacPjqBT3/kMclP4TLcjZHAWUxN8qacYpJJTk4TN7XKkk3whm9DNJhMj0Qac0hyaJiI6E+5NBgZ0CgBIV0R7KCFXZizFYPuLgw462msPC8RTIySCq8vQF76TpmHzetuh88/AKN2gF4/SqxYI/b5KPzUl5JUibWE9MRNyEnfCF+oGIMjd8E1HiJWGCXGB9mgzEipEkG1pHQnwrGl0LifhCM1kT7zCEMUe64/SIBvko3HNctuRaJxO2kDLxDwRGhOIiRgYmhvCKEkbwUcyQUEPiT4zBmwIh3LV1ThNAknts1bbHQNSViy5uLIMKGgMIeAXA9L0EzA7Ed7U1BMQDH6LvtCh6Y3kq26GlgyPViz/D04durncl6cnCgcCROjN8PsOAuz4TYxW4XDAZpPZvt+cbmcnIhh8623QYmjMcFqScUlyz+N4eFejIw3klBV5regxIaypYDB3kskvpSurwG9ncS+R33IzjfJ3sPWDR+cqRVpt+Xgpiu+g6de+Cy6B/eJT7vFFhUTmt7kx1SonrpNkEChxtMhSS8QDpLQIjXCTBee+4lyLhMCaNYilyxZIsEqXHOTzR4nTpzAunXr5iQAm5MMitYNffeD991338cXC8v+bm0RoC/YdFpmIBcDyvFtNrF+TDZY9AYTdm36NCbd/01KsY0ATEn/yayQXZ54EZ845JOQ74CfVMvCBOg0FpixnBaTnRZeUNhzX/cUseJiFGSvlO/mZCwj9XwPJr0t0EUqSBgEhEFqpxMTJSTqJNw7FguioNRMTD0AXTQH4YCZxuAXEwfbgJlFLinfIKaHGDHJ3NTrMTZ6Dg7zLQR8LylpTmPEvPRRYmgEDEYgIVmDIc+voIv9LTFFHanpYQIbAsBUM43Ti6K85UhOzFbSitKZTE4GYA5mikvbhJNtuEFS5TnXBuci1iKviMaceBS+wIgkImJbcFdbQPrlBEgJ1hxhm5KOlBMjaRNQWXw9GgpfwrmGkxINyfZiLYw0Ni2WrTZjaOIg0rKvJcFhwEC3Du7JIMqrrWg8YccVm2oE1MVzUmNAlLSJ9VV/j+bmDxFzdiMQCBID1SA7T4+KZRYJHQ9ip7j4caAIm1ByC6z0fww3f+hvaDxGyevBuTT0GgeWFF+DgcFmElwnJaoyr9CIyppEmG1B+GP10HuWo60xgJYzbHs3iHtgumM5aUV7FEAUjxwjXeMabF9/J46f+3dM+RtIEzKipIoz8GnFFML7EcxgG+t4v8Ek7puFuRtQnLtZ8mLIxh1dO6M+HX9x1SPYe/weuMNHkZI5SgIhKh4qQWL9h09+D6cOu2XT0WoDekkA795xB42BA64CMj4lratBwrw5KRi73HFFdc4VzW53nPGOI2jfZAIkwC4pKTU7HI6/o1cPvW3L8x3QFgH6Qk0b0zE4szrH+TUYrOdX+FioqXkM1DzBzMLWLL8J/WMppEInYUnRzRjoeUx2+iOk1hoNOnF944WZlU8QYwrDH+kWkB4jtbW73UvqrY5U2AAu3XApdagXEwKPrbzwSoSNx3Gm8Vf02xgBkYH3t6ZzOtNiI/U9nxhXLgHEaOgnyNB9jlTqkIRsswrc3kSq8o7PICtthfjvcsvJrEZvP6mmqSYsqViFc421BEAaAUAGoPRso7jNsTrOszDu1BH7D0lodH6RHj0dMXzkL24XlZ3VdW652ZVwe0exZe3Hsf/Ij+Ai1svgyOaTknI9iisVINFprOge+0+cO8FeCRox1YwPpOLaPZ8S7xc+vpIylL6LNGKYf01g/mU4J1rFbMObnis32EgricJg0mJ06iSp5M3obAnBTnPc3hjG0spLSSDtFK8XtXGYS6qjBNfsfAgd/a9hxPMLpGZYCKBtkv/Dbi5Ex8BvcXjvOCbGInQcrWQOfNcVH0J+zqrp/CM6sZVzKHxpwVbYzJnU13PoG38GOSUu2JM4oVMMZ87Woqv1EJrb3bIB6PVECVB34spL/07cIpWsh5HpjITAssprkJ1djLGp0+gaeJGE1hEM9kbRcuwgRifrMTJMLDlRce+rKLoU117xD3RfKe6VkuNFpxY0MGDXhgcxGTgOf6gTvznzAzSNt9M98AhpcsrmJR83J3Ml1u66neZoq0QdzlSH0SgPNUH/yMiIbBayBsZBLJztkX2k49eGWsSBk4ERsN9NLPpriyz64tsiQF+gEcgaGZTZrYiZAVePiE+Sfr4Wn2BezQttsSSjPPcWHK79Kd3UO4jdPo0p97gAlCTdpwXOi6ysMpkAOgSDNhFO98toaj5HjIY3Z3TIdtRg28aPKsndohqxc5pNydT/FcQmiXVZjsA7OSEqPy8I9ljgDbeSCoN4Udh0SzHmfw6NTfViVrAQe/JPObBq2bWygammjeM1lZdTjSjGsLLqJoxNdElZIw4HZz/Z3EI9HMSEA14D3IFzqGv5pQiRJTUJpCJHceNVX0FmarX4WM+UqgoHZayrKj+BFOtKHKr7FwwMN8hGXuUyKyzWqIBDl/t+PPlEo6QC5TwS3rECXHP532JF9ZVzrw2UfNQ5abtx81VFaO19AeOhn8OcMAaTKSqbme2uw3jm6CEMDY+QVmLG6JAFlYXX4Kar/4HA1SrnPBP5RvPDc15VvgelhVvQ1rucBBr1Z3KhrcWJ/Q3HMDLEm35mZGRFMDZkxIZNf4mdW26XrIFqus8Z2ysJ0KyMMmKVnyCt4GbUNf0Ih489TQzcS/fPcaRnWlFYlIPeNg02rL4Re3Z+jMbtkIyBGujm3F/s+pZkq0SSvZS0myskiVX3yNMI6U4Ta7Youbojmbh21z8jJ6uE7p9kKFVl+JpqceTIEdnoZjBl//oE4xokmdfj+p2bJQPfwEgjOrprRTisrL4CGWl5xLgzxKTBBFwP/UzhBL73eU3s2LEDzz//vLBmdrnjepwtLS3ElEtmNsrnnAP9bsWKFUkNDQ2/pJc3/r5r8p3WFgH6wm0mMzqDLEcI8o3O7a1Y9PwyTxxVxwC3Zf0HxMVr1yWfw97D34Q/4BQzCC+m1AyNALWBVNfevhYcrz9GTMmPZatyYQxvxWVXf5rAwDqTflOpkAFhqqnWK1GZTItzzU9wltN6jreJX3JOvl42xXyeIKnUHpxu/U/09RDwrqpBzFeDW2/7+HSeC8VTY7auHXdsQ2XBe0mRyEDPyDOYnHTC7W+FyRhAd4tPgjt+cupD6G7VYPW6aoQnl+C2m6/FkrIdUk5pznxopqcyZkdx3uUE4KtR2/JN5BS5JJ1qR2cTCYEJGmMvrJZcFBVWwTkYxlU7bkNVxfbp/COYScLPWg2zOAbyBGsJVhPwO8evwMmmR6FNmoBvNIq+bh/yswyoWaZHyzkfbtj9HtRUXQYluY8MBupkKkW3lPM2GpKwtPQ2ujbvxpmGvZjoegFpCX4sXQIM9ZOgs6bijr/4JBLsaWJzYWav0Winx+WVICKbzS6PSMgEozYPG2q+QI/PYcI1hJHxsyQ0epDuqEThDavoPKxKgv2YZhqcZ8el3GLTKVdjepiNySjK24Hy4ssINAPw+LuF4fPvDNp8EcyxWFiyTIfZNEfzwy6fTU1NSE9PR2paqgT3COgnZRFABxCIcATmFiXJFWjuoiHqzQy9Jl2SK8Wm72eVTPC8cwQhl3/j68L9smcHB62wCx6n3FXGPVtuTSaY5mjPniuvp7600bcKy11s0hYB+kKNtOT4+n18o18oo11845s4viCqyibYLpiZzvmA82HanINzHU+gZ/AQbEkuZGSbaYFrMd6sxdMn/goBjw1rV9yC6qLdqCzdKa5Uscibj60KgrSUcnrcj5LMJgKrOoy6T2Fo7DhOH+4F1wB1Dv47UpOLSTjcjuKCdZJ3WTEXKJs6DHp8rmqWMkluH9aiNH83yvL2YHyyDz0DtQiEhuDT+jDqdKE804QVhTlItJWjonStVO/QavQzqu1CjY9lT0jDthVcBJpBbRJh+0k4tKOozjPCYkxDYX4NjUE/nXRf+R33yX63HOrc3NwikW1zzt9RhMs23CsCj8fAgolRgJn8ztWS6n/aFHHha6f2x54ea1ZchXWrd8MTGIYvOAAsD5AATYVZnyRCJxILS54M9Tdsu2aXTN4EZa8ztfwVh+5zZGkwPIQJ9xn4Qy70O/vhDu9HTsZSOGxbYTKkIhwNQs0M9+YxKSlSNTE/Tp15Fg2t+0i7aSFlyk2/sCI/pwZFpWkoSr+GrkclYmGF+V5yySUk/JwKuYgpm3YchDMx0Y2X9/8bugZfxUDfqIC6xU6aS1YiaSabsXRZNSqyPyHkgZMoRqLKXgzfI5woafny5Th06BAn6BeQPnjwoNinleoubzZzsGticnKS5sEHH1xLbxy98FVYbNwWAfoCjQS9SWVs3OJrCsYXa53f1OrJ7KI3W5h0Wp2OKazIaLQQCG2lG30ZAdQYjOaQ2KIlP0QginVlYTFjcBUOiyVJSQmqpEY+b1PGEyUQLiWwKic1n4Al10n9ucF2Ta2Wq4PYkZKcTipsopQ/Uqu78PgY/HjxsaZQXl4+3atS8ioc43wWGXCkXi6J6Hnhc2pQjS5KjDdlthQW19DjPNCamEQB8rlG2RyjmS1+ysfSxXQIMZjz/1oT7EleuGIvYJI9BySZ8VKkmq+BI6lcmB2b8zm6z25LgdszTgvdIf3MFtOFpCz1BnpR3/QY6hr2Y9zpV8pp0bjY7Wzp8jwSXu9GdupO5XpolRzTzCY1UOr3yb4BV72hN7lay4v7vor2jmb6vo/OTIl81MIkYy4qScMlG65GQer1dPxEKW3FiYdKSsqVCi6cphZBcYs8cOynOHjscQLoSfj8Q/RWSLL48fjM5mSY9OlYvoZAr+x25KXvFhDlACQpxzUdpce3YTg6hq99+2Z4g0NwZHiQkALx2hjsiaG1rRbWExZi7L9ENZ3r1nV3ID1xp+ROycvLV2z4Wo9oXqfOPkng/B1YkvvgyNRgbFR4MoJ+DXq7vOjpfB71DS8gNfEVbLhkBaqL7yChlAMNM3QoxIP9nzmSkG3PXGWIScnLL78s//PmYXy18eHhEbq/9QTkaSwoVmERoC+qLQL0BRqn1WDAYmbJGyF8A/L/bI++mKYC+KzNei4zYoUyweJAsj0TfmJnU75uYq8+KXdlFN9jm9iReTNREIpVV835vUmUXCE6xfTB0BAZxJCzCYOjx+EJNYn3g9VQhGzHRuTkZMFmKiegTqMxmgSk2YWKVVW2K6r+3ooAov/p+B5fD1o7jqG++YdobmmAa4KDOAKkNpPKW2xHcdb1WFp2A6zGEljMXOFDKV01t/LMdGFbYoF+vweHT30Prx74AbHxUZiM07ZcTlwfe50E03ewekMxVlZ8DAXZG2A1ldK5hcTn1uFImy2eoAlKAEZH9yn88Je3wensJSBXwu3Zj5o3H7t7o6irO05z+hx2XLYc66q+gIzk9crGnlax1TKQRhl86P/egbP4+bN/T8/H4Eg3iX8xs3IO/OHgEs4n0tPfhOMnDmLlum/imm0/ht20RM6Pfbwld0ssKpvAbV2v49WD/wad0YU0zs4Z04m3TigYFrfB4cERhIMj6HtOg0Mpp3DjdX+JyrzbaP4J9Ni/UTgBaQ+eYXznP/8SMLWgoNAgJqtxpwVpmQaUV+kw5jQKuHqC7XjjtW50dJzF5Tv/CpX5t9P82BWAjlikqs0rBx5BSNOGgFOPvs4oSqvsspHMkaccmn76cIj686K7/yTaHzuNbdv6ceWOf6DzSxPvEpMpLKyZwZgz2zFL5zJwHP7Na0TVNFl4MogH6IQrystkP8fhcFxOJ/Tvv+t6fCe2RYC+QAtHo4b4uoJ84/FGoZo06UI5ObipzFtN5B/fpNqK1oojdd/D+OgIJjyNUp3E7XEJUzSbLUhOoAVgWgO7NR+lpSUoz78abCk9XxMMJ1Bo6ngRHZ2n0DnwkiyeUFjx55XyUdhHAuYnKChKQ1riRuQXlGHt0o/ApFU2lpTsZArTVUw0ilfBqwe+K0DT2HKIFqWJ2LMPNrtiex0bjsA5MIVTuv/CydLnkJa0npjllchNuYIWsjWuPJfSLydNOnbyGZxtfonG+BukZWvhD5iQlq4ngNBLPhLOiREKAIf3NaLh7GdRlL8G27fegOzky2ExzkZ0ssnHQODM6v5//fwzSEx1IcFuQyqBFidyYjdDyX3c45fkRhxvtO/Vs2hp/FusWbkLa5Z+lIRkmbjvyRxGlax/v3r+Hoy7T0gyI96s5Dp+HNxRvTKJQFeDxvopeKai4tZWe7gfHtfHUF12Jdav+BBMmmxR8dkrYmKiBy+98W/EnJ3IzrAQ2w0jNV2L7EItklMSxd3wXK0Rfd0BCRSaGHPhv5//Boqy6nDtns8jjUA/Nm0zP37qadhS2xEIaiW3y8oNdhSUWGFPNIg7Ixd+SEi2i8eK0RTF0JALz774NXSUjmLXlk9JhRq+Xg0tL8DuGCGwtIPIO9Ztj1E/drk/OHKTbf2ZuZy8y0j3u5Kz+2TdK/SpG5tXfxoptrV0XwTk/qiurp5JmsQ+0aw1cmFZBmsOXOFrxKBtI1JzbOK4APQVe/bc+I1vfOO2u+66679+78X5DmmLAH2BRjeX2KCZOatscqbidVxF7POZOtTahfHRVUqRV0g2tAO1j+A3r31NAgKiUc20ShhTirvS8+hwJ7G1dgIPPY6eSsP6jb/C9tVfI3aaPq0eK0nxaVmJV4PUkwu68cRz98A52i8JdfRGAt0yo0SzDfQGpQ4hu5cN9E+hve15nDxD6vHICVy66VNIsi0nGLeLrVHMEATOrKo/+8K3iHE9jPQsI5bU2DA04MWGnTZ6bZIAialxSP6NkUHQQh1Be+vzkuN4/dr92LLq/5EakinqPzM4Hjer94dP/AwDo0eRU6CDcyiI1RuTJHSc80lw/uS2JreSA2VCj+GBIE7XHSHGSoxwaxTraj4smoU0mqcRZyeN8esoWz6O4X5OPK/F8rU25JfKVZRkTUN9JulTrzPT8SYxPOTEb178MQaHBnHZtjuRYl0um2fsMz402IqA5gxy81LQ2T6G4goz8osswoi5r3AQkoujvcGElLSoRBR2tPWhpfnb0JrHsH3FNyTHBgvL1o6DCOtPi29xIBjCtj2JSEzWSIg7TzNfC5MlJv7lU5N+5BXaMTIUwan6l2FLDOHK7Q8gwVpOgnsCk74zsCYAw60h7LomRUpgcbpahY1r4RqPSLEBk4mjNH1IcZhl7+HgsV9ImavNqz4Fs8GBpNQwoq0eCTG/9OpUkAyVgCCl+ncE7gkD3JMaqV/I/XJWRI4OPXTooNyne7Z+ldaEosGsXLlSvDmYuHB5LN4k7OjoEEatClEuMPvKK6/IpmJ3Ty+NMYAPfvCDP/zqV7869LnPfe63f6r1/OfYFgH6Ak2v1emVxPuKHZkZA7sTscsZq3b8YJ9QNoNwljuVaauAzKDONux4IGc24vNzRZOvoK7ht8RSOIWnmRifkofC7w9gysV5lsMY6Y/JAmP10DM5ipde2o8zdbfghqvuQVHeRgIUzn1AbF4iHYMYm2jD9378MWgtIYhAUQAAIABJREFUfViy3Cyh3NsJEDinAic6aqhzS7RacooRg30eeGiBcr6O/QdfR0t7Lf7i2gdQnPnuWf9t6nfC1Yu27r3IybMRYHBmtgCufHeKMN0oqeeJyXp0NAfRcm5KXNnGxzRISmZTwBieeuoJTI1ZcdXlHyboy5UNPxIheHHv9+Dy1aNmjYXGEcD2K1MkUIUz3QVovnQGdg/UoOlMgOZWh5RUs7weGZzCa0f+ifoYJ+b7IQLbRDE7dPfWwhs5AX9XhMZjxY6rEiRknvNpsG/5lEvxJedkUbyxabXqpMiA163DwYMvEro5cM0Vn4PVnAkNXafnXvoaCkrp+PVOXPf+NPFRn5oKEphyFkIN9eFDyxkOfPESI4zBbjfDLJn89HjsZ4+K0Lxk2WdoBlPQ3PmsCB0fjWXPTSkI8XVyRiVfBld9GRkOo7c9KqHbPJ+DfRwJCQlrP1b7Gl3je3H1jq9jyjMKmBvQdcaLbVckIDlVJ9GirEG4XD5h4gNd7IPuhcHEgs5O1ypI8xeB1hDGG4cfQUFeCSoLbhaTCOf8SEozSAGF0SEdgaaftA0TnXMIg/0j4k7ImQpJkZPcHPakKAG1GSdOvkEC4xvYvubLMxGzl112mXiJqB4d7G535swZbNy4caaIBQM2J1e67rrrSOMxkvBI1bzvfe977ktf+tKOu+++e///2CL/X94WAfoCTavVaDlAhe3PagFYBmj2cmB7rbqpxo1fs1qn7lirIB1f/ZjRmYvEHjj+KE43/Rz5xUn0jhlVK/SSrF5KOnkg4FJfqyTxN1miYl81Z7IqH8XwaAt+9MuP4f3v/ieU5d2qVNEmpjbhGsDjT38eYW0LMtOsUk5r864EGM16pcqKVyO5kCfHiD13BSXPMocuZ2TpBXBGBj34yROfw603aFCWe7Ns6nFk3OsHfwC9vQG6GOe3CGLHdodEH46PBgRQOE/yQA9npdOipz1CwkQvWdwYcHnj6tX9P0BEdwZX7vgybMYKAfym9peRmRdF/XE/dl/vIIGhIeYbFjDlR39nBH00Rk6+FKBxcsg35wLJKbCirzOIx375ZQIkH7au+nuJ5Dha91MJW2YQ3LjTLAUQeLML2pAIm6E+ZvcxCeTg3Bisxkf8IQlqCQTo96eeIJV/XOzIbH7xeMbReyqAypoECcfn9KhsNzYYwzjyWlA8NQZ7QnCkWai/kEQKKomTOKWnHs8+Q4zVVIoVFXfA45uCzqJHzfoYXdsAAWFI2DMnbjrwsl8qzZjMWljtEGDma8LMNtkRIyGnw4GDr6Gs6CnkZ16OaDhRAnUcaXph8ayNeOm7B17ywTkYkhwcbD/WkXwtWRKUTUWu8kIcQirX/Pa1ryL3xssIcIk4hIGCIiMx4ZjsbXCVG07e73YrFVLYS5JTsxoMZtjpsKGAEh7e067Fs8/+Nzau+CRMhhwhIOz7fPz4cXEv5M1BLjDLQSy8PhicxV89J1cYNBe/UL08MjOzdO97//v2EkBnLBaXXbi9YwH6O9/5zpcKCwuvISCNEDMOcWpReoTpdYhANUiPUGZm5iq+weJzDDAg80Yav161apXYpflzZhDMtJOSaJXNVLeON3tMR8DRWt576LsoKDPSQvQSiFpJJSfmLDX1YgRUEXS1KuHfDMicm9czGRGmWlBCbLUlgqmJAJ554SH89W1bxd7J9uXxyV509BzHpl129Hb6sH17AoGYRlga57vweoLClkORkAQrsGmAkwyNDAVQUmmXsk+cxvLp334FH7gpHZmObRgbH0J7Vx0Ss3XoJcBcsSFRwoODfqXIbIy9VYwRqUYu4dd6nidO8B8U8E7PZoDlQIlaAphXsaGmmrQHF4KxbvQRO167JUEqwYyNxMSjgoVNH4Fz3TGPAFlKqkmS9rOKzao2gzfnsnYOmnDoyEtYVfUBWIx5GJvsQAqp4NkFSoY+KQAQjIpJoXZfVCrYcAgzb55yJRi9QQFuz5QOjnSN2HNfeeVFLK/+BQrTb5Vj9DVqkJHN9uiQhKSze97RNybReo6TQXH/BowMRJGarZXrFAmScAlyJCRnIPThXNMBVJdcj6TEFAwTg2dQ4pSxnMdESwj6+m8nRIPhXN9Gc1jmlc0T2Xk6yZ7n9WrErMB1JWsb/hM1ZbfBhGrSJE5KIYFw2KeYa4ZdqFhqRdVyLWoPjcGmM9E1D9I9pCUCYBFBreT50qDhzDC6L/0P+KYKOTEsHBkE9L5sur88aGsYl7JXDOrsj8/RkpyAinNkJ9C9x+HovKmZSNpER7Mffa7HUJn5edmUZpc7rlvIdQqZNTMQs026r6+PADplxieatU1+cFOJTF5enp5Y93X04tE/LQL8ebR3LEBXVVXfaTJbrJWVlQKqTHAZbJVct2Wy+8wbHvxgNsCuZ3xTMVPmzQ9+sA8ob8JxJBWzCN4c4RtUNUdzn/GbiWw5eOL5vyO2xIEEJpRXmyQ381BfQNzrOECB8xl7vSFiL/w6JOo42xSDtDh6OzVITTfRog1gaHAE3/3hR/Hh934dKYllYgpYstyE1rMRXHZ9stglPcTY9FqTBCOMj2hQd3xSgI7zS+hMAcnzy54LI0NBqTgSIgHR2z2IfQefxnVXrINrahgRw1kSCkHsvNogzJjV5lDAIOaTF5+alIT8vAnH+aITU6LIzLVIjgsGSbZ7Mzv0ThHI1P8UVWXbpZAqV3cpSjYQy+PgFdIhrEp9xlNH/MRM/QLKZrNNAHBifBIVy+wCYlyzMRoxQm8MoH+gFS/u+2dcteM+WE2pdL5TxED1UkU9xq5tmjBefnZKCvQaDDrYEjQi7JrP+pBCqn1mjl7KiXESJbMlBD+B5ZO/+jk+84mbkJiQPp3knwAsRCAdM+DMyW6Jetx6eSJpJCF0NvNGZgjN9QEUlZsJ1ECArozN3xXDidOvYVnFK1hT/WE8+/ohAmIdqUdr4Bv34ND+k8RQOc2sD0nElDm5ExfR5Rwt4YgH1Svskne6s9lHAjuK08dG0Lj+bqQmrBdXPGNkEyqSP4ufPfMpDI8fl/uHN3I5MyBvjjK7DgRI+mrDyCs2EygSOJ/mxEwWPPfcc7j91m9iVc12ZCQZYInsxN6DD8CWGEBXe5juAT2GtG6pTuP3aSW/Ct9/JZUG8d7Qar0E6Gbs2/8Ksq66mq5JpQgv9rHm9cMsmm3RXGSWc0czUKenZ0xvksdmNNH4fZmUlJRdWAToBds7EqD/8R8fuPrqq6+yBolCcqIX1Y7MuSmSkmYZs5IcJiJgzKqZ6hPNGyIctMKgzKyZd6/5c1bvzu/ZoROfVqdzQHxumV1zlREfsSYOBmEVmYXBuZMhUiODkkOYEymlpEVo4XNlEAJqC+de5lSSMcmIN+I6hXMtL2LTqioJk2agVHI0xYQJsV81V84+dchPDEnJy8GfMWPU6jXIylHKHNntWgIwzhjnhX8whsauX2Pz+C0yRrvdIuBoTzRJMiV9WCO19FoaJ5FJgKTVWQhYGGSD8E7qJHdIVo6VXkelgGqMwK2HFm5zUzua2vYhN20znYuZFrFeSlcFeLNMNqOMBK4RlC01EQBolEx2UxG6NjaMDWskh3JiikY2Pvm6DfWEqb+XsH3jHSjI2YimnmZFxfcAyfZlGOlrJeAMSIY9c5YWRosPve2APUmDybEYypdqJE90Zj4JP58FgwEffEGn5LaoLrsOYdNekAhBpvUadDtH0NP6r5KLJOAflw3cwnKDhEKPj/rFxl1Zk0TXitl0Ar3nwiSBbVPvj7Cl5msoLi5Bgr4Yy3O/jt+0fAWWhBMY6g9KtsPR4Zh4jWTmGqUfzkBYWGYSUCwqt5Ew9hJIAg31o7h257twvPM5VKTfj5bulxCIthGQ0/m4Ygh42e4fkaIQ6VkE7q1BpSJPJmsVzIBDJIw8cE0OkMbRSNrHR+DxHkdL3ynxzuCd64QEE/x67o8LIASQlmGRPQtHhk7yVcsGpFlH18iM5oYB+K9shFVXjRDdbJyDg5M2NTQ0YM2aNbJmDh8+TOdePBOpGk9YZteJhkPQd/+p1v6fW3tHAnRKStIXAtP5nblSihpQwo03OXgXmm8sNcUof8YMgTcH1Wg2Bm9OEMPfZ9bATU0UM1vZWHlmwJe+eKMxEqQFaBe1WKkZSKyZ/YyJSb/8rBuOVCu2XUmg1haQUk/jIyD13EcqbJLkJk5Ji0laTQZwLks0PNKNcNQtTJvNAkox16hsNmr1XBbLgKxcrsjil5qBjjRIxRauojE56UdKukGALzWDwYXtt36xR9ee/S+sX3YXDNpsJGa5xUuD3bFTHanwRpYQILwkQiAU0AprrFpuwcmjowQSGpQtSZCSWo40TlTPXg5BjNLxjtX9GNXX3wyHdQMdc78wtFTrHiSn1OBHbzxAoEAMkgCbq4iz6aNqhRVnaj0Yc4ZQvdoofXKu5nxitUO9PvT1TqCz5xgqy7agb+LnModVmf+E9p7DOLavloSmm0DUJNW6OQ8ym5W0ujCmzKB5MstGJ7PtZBqn16vFlKcXA87jqCq9DUebgSTjZuQm34hX97+bmKgNbY1ecWnzTLEJISLlohKIofNcZ+drpSqLlTQhtiNzYFFzaz2u31GM7OR3IcO6HN39R9He+xJ0xES5EgqDndcYllzguYVBEhYxOPsSpaK5P+AVoSs+4aRJDfWzNpWKkrS7EIyM4Xj9oyTcXPAQeHPe5ojRL3mwhwd9xHZ1pHkYsGy1RbxD2B2QTWaFZTa0N4RpXqawqnItnBNJaGz4FwJhzuNtFM2HMwd63JCUsGVVZlSvikmSfi6RpRTZjdFYY1LE1uOZRLpZqYDOWqgaWcgb5kxaWBvlDUMupBzvCaWsDc302pBah5n33Xdfyb333tv+J4SBP4v2jgNozgPw5JNPbTBM5xVQIgNV1UsrrmAM2ipbVh8cnMKmDt4gZPDmsFZ+ZrDOycmWChPslhYfbTjf/5lZBJsUeOFxzmc9Rw6GjcT4ctHX14+VG/WSirOvk4GYVPBsEzHfAHo7AjKmquV2AQhOcmQitVxPi6lrYD+mfF3CwjnfdFo2+2sTa9SVoiRvG+qafiXMuK/LJwA75tSiemUCms9MYaBHSyzYioyciPjsskrPSeE5wKSu8QVcte0bcNjWwJDcibDPgbyk25Fm3YLvH75Bahxa7CEp5cRJ8IMk5NZtScP+F33EuLgah3baBq9U2NbSOTec7YL9/Q4U521CyHQYVkMVClLej5cOPIz+nqC4ptkTY5KLWQmC8WDjTiuO7A2QkLFJSSYWCMwM2SMkEIxgyPUGtq18CBUFNyIjeUQCXU41PA57io9A10Iqv1aE2egwj5POnUC/vVFLYGWVzT7vlJKlLzvfjKbTfD5uxAqIsVtvhSG2BM++9lm0tzfQuerEk8SRbiRAZQ+KgLD/tLRkXLKljMbdCp9XqwTn0DVOTDJisN9DY7Vj/Yo7YCRB8czeO8Wuz+YXk9kitnyuAsOFBvj8rMYc3P7xYrg8jQSIWvG8YVMS30Js4uK8GLnpG+Hx9cJuKSQBcEq0PrMlQP2x1w4XCjYh4k/DP9//Q/R5H0bP4EHpf8wZRkmqSdwIA1yBR2tCesoSFOeT9tHxKs29T6rrEDQjvzhRhFAige6mikcw5HkaDZ2/gNej1EDk2orJDisJmkRJP6CGf3NO6AMHDqCzs3MmP0d9fb1EHPJm+0ItJpvoWi6LdR+9/MAfHQD+zNo7DqAfeOCfPp6bl6enG0JAj21kU1NuSWyjbuqpu83MCuIlvpJrISDvb926lTc4pu3Xc7024ptaDRwaJWVjVmY5BkePoqwyCT63DlV5n4BVswWH9/41nK5ecTXjhPH9XRHxKFi71YKRIS8dJ4FYnEF2/9m+y37A7J7X3z9Ii8knNQTZTJBAAO6wVaIi7Z9wrOkf8cqvR8Xs4Ugzif2ZF1ndMTe27k7H0TfGkZ4bJXDRSsAFm1nEXmuPYLgvIiaIZZW7MRR5DRZjPjKI6e479XeSq9loiclCzSvWwTlI/XoJsLwEzPkmlBRVwGDvFo+UqB+yMcapPznpPieD4uxtr5x8GqXVN6Kx+XWcOL2XxhCVdKEsMHi87EES8MaQmafHu26sRnWNCX2D5xDys9YTlpJZbHdnkLXb0rGy8qM0bi+GxxrR2jApwo/Pa3wkSuo9pLINV0nngrQZlltRmNuHjp5Dcs29U8wulVSm7E/OgLhl7afEHOAPeCRQhEuSccwOm3AY8FhI5uUUY/u1X5TzPdR5FWkonOVO2QhMTdfTfaXUVeTMeWyWWV7xPpw+sxdeH41PH5J6i3xvsAdHYpINH77pawhFp3Au/HmER4HBvpBoLmzuUDLTxaQkld2W+f/Z+w7wuqor6/V601PvXZZly70b2xiDMWDTAwkthAAhpE+Y/PlDZggJyUAggT9hSAIzpE8CAQKEhN47Box7L5KLJMuSrF6fnl7599pXR7oWNiEJM5NEOXxG0nu3nHvuOWuvvc8umDb5FNQdekO0N3m/oik5EFf3yWwRSKesWIxwMBWBwSrp6xtaIosl1Or2JtR9LzszD4nkkHrJzJl6CXoHOvHy6jsQT0QVLL1e0cSKRIBFeuFxFMKZDGvw0N7dET2v6aALGamVyEs/3go8Gq62QjfUE088UckL92oI0lwv3KdZuJB5U0Yz3CWHI4OG9w/Jvs/+H1j+f3Nt3AF0RUX51fRfJoOmhwZBmmBcVFQ4kjiIbJnmC4KvCSc2YaucYIyGYupGqnJs75V+lJNXC89qtjiHLPxL8esn7xGwcKltN811LvY1/xbdffUY6PEgvzioYMdSUYORqPqhVlan6E55KEQzQ5eVGyPmUHNFU6P2AFmZJagsWSws7k2UZF6Mvth27NhRAw+T4jujmlyeKT8P7ndrPUIGWFx0yRkoKpiBuq47LS+JmFNzTQRCDgEiuo55UVmxEG8/kYVTVpWhpu5lbNqwTbUI2k/bW4GqqR5NbE82PmkmMGPK6ZhbeQF2dn4SjgGvMDOHqstMe0pVHloKLIBk7wL4HOXo7qhXuysTIzGcmtn7qGbTjc4f9KO/rQRnnPB10RicONRyhQqidgVdB5oPRpEZns1RRn5OFXYeuEdYaJGARVIT8xDYmLy/v1dYfNCJ3i4XfK5SnH7q19CdfAr1zp0yxm1avDYQ8sp5XoSCGap2BwNpAoRpqO5ege27X9ZIQzV3+az8ymTKsXgEeUWDInt9mjWOQSPNhyIq2OjpUVY6QVkvQd8BDzLClZqkalftK5pxTrBLtRruRaRm9aFrcCNS/NYGNZlq88EYyqtkDGMDyMnNUECl/ZvzaELRCpTkP4nOrqdUWNMzZPK0EHKLHOiIPidjcoNW/WZhgYZ9Ma2SzlqU2WmVKCtkLhKmDfBpod1Fs68WoXEQNQ0PaVFZ1ptkUWEratV6fw37Y+phRLNQw74hLF9ysvS1RJM7Ma8KWTT/0dWU/s4EZoI0vZv4N9cMSdAo4YHtp3pEpd18880Lr7vuun/k6LC1cQfQ6RnpU+jLTPDlgqPqZXloYDjpjgXG3JEmsJr8t2wmzzOzlRlTxruB2eTcYEuObIo4hvNwkEHPnHQhWpufxKJpN+JAx8/w6pr7BMhY+krYc6If8xbnonZnN+r3x1GVfR1KVryK2RXXI+bahS3912lmNNpVM7I8WorK5fIiNVSAlSd9EU++0oQzZp+Ct7f9DPV1h+HxWxF8dL2jmpyW6dF7NTf6MGVJKQpSP4yexFPo6dgvTCuiO/KszBEfyBJA8Givzzzxe9iw+Vakh8LCEi27IW25fr9H2FRcmSPBqX53Hi48Vxaurxw58VPR3vK6VgV3uUSA5HqRHCpR9zaO9clLrpH+vSVMuwmpGW710eZQ+oNJjbBjNjiCUUlZhoBmnrLQ/v4I6vexnNcQ5i9JRW+HMPicE/V4Jmcqy1+lG2AlE8JobOjDkDByMnetF+hNYuLUIHwpnejCEzLO8rOdATZ9CKW6sGuLAErOFEybdK76PGsOPHnQaZWXYnvVc9izd7Wm8oxGB9UjpHpmQJ4pisOdWxHOmY+2lgR2be3TAJDZi0LYvt6BKy+62Qr6SVrpQwP+DJx2wvWqGdXse00FUmlFAEUTrCCmwaFBBGWONTUksfHtQQVLhoYjmo+PnH7biGsaI0bdrhBOP/E7WDrvM9h+8LtIeLciJw/qk52eUo2+wX3Yv2cQm9f0qADlfkdfZyo+e8XP4XUZf/24NUdFeJx03NeFPHweOw7+EG39z8l8GEJWRjreqfkiXnx2m2iaAyLk3aLlBJEeLsUJCz6n9nFWkkk6rb0arglqnwz/5vohqeDeDfNRk9CwVNaR68RKTqUKpjx/RUXFN+WjM/6blv7fZBtXAC0SetGyZSd6+wcGdMOPDNpkQzP2aAPQ/J12aAPSZsPQ5OEw1VXeT7Pn5GBJqakVH8Nr256Dd2Y+Dnb/Gw7WM9ucU/2AOw4n8fQjBzFhIvP2DuLBJ67DFz9/g4ChqN7JZbqpxd1+eiD0dEcxsWyZqLMF6sJXWrgAsyZ/DD2xd5TBEZT6e63cEg4BBar9na0OLUHF6tdIBCzf7mQJ+nr3KNOiyYO5NRbNuUyjzLiOMlOrhJWfD1d4rS666FCT5o1ggVpnzK0MMTN3EJn5HWhj/grfdGWGHa1Dcs24aAA+HKyLCCh/asQF0edLQUHOPCQDbyCv0Kf+z1ZuZbd6dTAYY9rcEHzpu9AV/z2yPJfI2HjRcqgHlZNS0VgXxaxpZyE/11r0fA4W4c3OqMaMyivQ330/OgWEtQCsewgz5sr9ShPqojiY2CGsN0vLVzU1xFBW6UaLCKdZ1dPhdprK1I5heufCGcu+jafxb2jpfAdurwtlE3yan4OeNV4P82lAgH4QB0UYVU3zYvfWKBbMugQVZfPUHm3evcPhRnZ6FS48/cdYv/tWtA48hsy8PsuNctCNUCAXm7e9jXde69HN4zwZg8YDblz90TukN/SvP9J8FvClI+ifJYLj39Da/xAamx5HZ2cH2j1Z2OG8Ctu3dsEp2kQ43Y9oTzE+c/ktcg41RSuLIecymS1JCnOQ+zwpWDDxNmzc9iia257F+n2H0NW/Tn3d0zNT4U1OxsTKBThl2dVaINeMkzFx8HoEZOaDfuaZZ7Bq1SpdY4wqtHLYxIdzuxzZjBlQWPTy972Yx0kbVwAdDAav5GRiLTUCNO3IJhmSYcoGoPmPqrwBaxMRaHI8k3VThXs/zZ7Hg7ktsjImoCj9o6hteAwZjstliv9YvTsIsnTdSstwalkqlwDLtFk+NHTeh5A/HynOpbqpdXD/EApK3Ni2LoHFcyeJ6pip9yGwLZp7ERq779MUk5lpJRjor9cMa0xJqcnofQmUTvSgtAqIRNtkyfejO7Idh+rjSJOFzHxuGSmzMXfG2WqTxbBmUZS3CB2dpZgyfQvauprUX5b1BHUHX5hbxSSGlHsRS3ZoODftrHt3D8jnHg2AyU87GTMnj5oZCWoeTwA5wYuxYl41Huu8BT29bWojJ9ubPD1F/Yrjg5nwO6apWr97S1R9fZMYQF97CU47+7MCahnDpbUcCgBuRxZmVX0BGaHZWL3hh3CHa5CR7UdegUdBLz21CJ6hZXj1nR+is21Q7uHWDbQlcz+FkxZ/ysohbcNBsvjUlBKcvuwmdA2uw9bdD2Aotln6OYTWpiQadr2MZKRWq5rQJn/4YAgrFv0zyksWisj1ayAH+6UEQAQQPXGEa2Ja2T8L+16McGYv1m15GC2te9De/GPU1tSpL3x2Zj7mV30RnupM5GTO0CCgY8wuec/Vcsy/YrBrNoKBbrW3uz2nYuKKhEZ99vU6kZNVJu+Q5qAhPcvaT4loLUECNHM6s8hCXLSH2dPPxexp56C964AA9WYtcMx8MIV5s5CTXWQJroStKOzwZjgJC0kN2TLtz/TiIKOmF8fLL7+MoqIidUU154zMhWFNVBi2/9Zbbz372muvfex9Laxx0MYVQKekhJdxctH+TJA2Jg2Tqc6AsR2g2UzhWHuj3ZoA/W6/59FqGFZzalIjgqdptHMumX0NXnvnLiyYdxyqp9+P3Tvb1ANBNyplkTgEnMvKwiip8GoO4P6hXcIQq9Hb5dGw6r07BzRJ/owppymDNc9B22hB+EJsa3kYWflRWfhJK8m7qLEeX0w9JMqr4hocQjByOnzo6woo062ocmKrqOYrly9HRnqpLFgrRzB/+H1pyM9LQUbODdiz4/+g5fB+WcxWvmcGfOQX+2VxxgRAq3R3f92anRq5R42gtyMDp6z8MFLTcjE6XHEtNhv0VCKUW4rzTinCW1tvAbw1wtY8CKZCM6mluAsRGyjC/S/8izDBiDDNFDQd8OALn7xDTRKj78tS1rlZ5vOGMKliFUqKZqGx5W1s3HMnIqm96JZ3Vt/dgpf3Xwd/2kH1G4/2ZWPF4iux9LirdCysjWKTes+qcMLXGQ4VClAXIXPmEsTQgjXr/4DaHY/Le5LnTG5HtL8Ic6oXY8n8i1CQN2O4DmDiiPl0YP8BVEwoV0Hs8wRRnLtcsW5h9fFyjz4NTV8yWUD1NJfatcMphVqKKy7AmWTu6sTR9jmSGuDEbs+aepZmpHPJfItE2y1jmzJ3RlGGhs1Lbk3PyhwmpjCDBbAyd2KWNYZh/nx3IV8OGExzuPcV6UMnBtueQ8/QEhG2yzWQyO0KI6qboAZwLaAmKNOEyCx33Ein1sXNeK4ZgrW9JJw92RifYeLEif8iH/8DoIfbuALojIzMYi5ATkrjZmeSGfGnYdLGbmxc7UbyDg83/m7s0kfmTX53s3t3jJakJ9sI4ZSlX1aQrsy/UgDvdg34YNY3HkfGFEr1KEiQFab556G5sQX7a7vUTluYs0RUeQZpzDvi3tYi9GNG1eXo6+9Gyrw1WL/hTYQyYqqep6Z6La0hLszUU4A9e9/G6ldqkZruRLy/GssWnIxTT/i8MtbkEep5UjdINszqAAAgAElEQVSpGG58/qk/xbodPxbA7MPOvS8hGIqiuYFUOxf+7kwcOPRVAfFuTKyajJ62NFx+xQ3Iy52snixG5beEmKky40Rx3hJckP8EXnnrJ0gMbUCaMM2evi40NLbjpSevEeGRhbzYWQgHK3HypZ/QXMnc9GQYthlfBh2RudH1TE0enhxMKDoXlSXn4kDDJqzZ/jt09RxEZsYQYtEpOGHuiViy4CMaRGRVDD92FRjzLkOhLDkkFatO+hrOOPl6RIfaMSgClBtpPm8qnIlUUf/96u1gjZt5J0nNi8x+shiCPf1q0J+Kw+1NaD3coLnAGdCkVWdSt4mwSkOqfxpYXfu9+sYshZFoB/Yf2Iau3lrsqnsE7T07QMack1WI3LRlyE6dL5pEJrLTpsLtlOumpmkFFAZdcV2oR4Yc39PTjc3bH8dra36JSGy/ZmAkgEejcQz2P66FjWdPuhplxbNFGM1E0FswLIQSIxXtGfpNNzuCNH2iuelOUwdNHnxHY8dV155oIQsWLFj4rW99y/mPwrJWG1cAHU4N+zUngoAz1S1j1jA/7QDNZswZdvu0PWMd7WqMmHqvlKNWfTmM2LCtQ0yYq0M3ZlradqG6tAnvdN2PrAwLlFMzY8jJ9eqhE7OuRX2tE4++8K9o60iiouA0nLviGwj4C464l/32VKsXTP8sIoMXIzf8DDoHNmLvwSfUbHFwf0z9Cuq3rcambW/IoinAxKIzsOy4K5AaLlLGbRL1W+PiVPcra3MwKcyuACfN+6Zlkok8gaFkE7q6BWDaG7G25i3k5szAaUtXorhoKopyZ4m67baYGew5se1CRXjvsF3h+IWf0Od3CWPsj3TgsH8/ZrFIrfQxJZitxyWHq12bVCdmD4EBRgSDkXeYtHJns3BMmbDp8qJ5wvi60BVZJ8cMwOsuFtAZEkA1ObZdI+5fFoBaZiGrThSUmcbiDNNPorVjPzZuf1AESA0Ghw5qDu9wKF+9gSZNmo2c0DIBwSw1a9DDghuMJy0/UbSnsAXYBG7NCe7Co8/chO27XkFj0x41O9CDh6YmpnPNysrG9ClLMW/mBcgMnKB1BlWIy1hSw2E2O517GMTvHrsFG7Y+g3Bmmwrcoahbq/Mcqt+LSP8+OeYnKK3IxLxZZ2LhtGsQChQj4GJofhCmcjef/811v8Tzq29FYXGGEHunun26PXFNvMUqOdzEfKz2P5CSnsDihedgyZyr1KREocQ8L8z9MnvOTDWf8Lpk0MzLsXfvXl13FkDbBfXob4VFRW5h2VfjHwn9tY0rgBZATWzbth3z588fcZtjU4AYNndwcZvNP6qA/N3YoA0L5kQmuybzYKa7scn4392S7/L2sIN5btZkYVHXYHL5xQJ6/diw+Wls2PIIarZA1dF1gV8KOwvilEXfRG5usdauSwllH6O6iuOI6wf8mZg5+RL0D5yBCXmXygISkPUwV5JbU5kumB7XDZ+M9Hz56bMBlFMrh9TW1mrC9TPPPHvYJGIBNYaL1c6deZZGzUWH+jEU71XVmNfx+1NYAVBAyG+ZWBzx4Wu/G6TN+Gm1FREgzJHc29eGfS0PYpcw9M72PtEoXCivZK28pSjOOA9+b5aaJHhv40HAvCqjuboxzNihkXiPPPNN1OzdpF4yg9Fuvl1NV5pM+JGdE8Ds+RMxvegbCAYy1evDCk8erXjq0AyFLPPViqdf+RG27XwBfQNNSEljLg8vDjUMCiBugHezCNfXswSs8zB3UT5OnvMTfX4y3HBKmo6rCnlnHNHBHvzyoeuwa/9TKCwDcuR9tjf7NQCJrnN9vcz30YSDjQ9gzdrVmD1rtgj0a5Dir5LB53WiSPBasozXb30YW/b8FiVVDjTVe7SgbHpWEjmFPp0RjDptOJDEgdputDY/jNdeeRUXffRDqC74VxEeiZGCBT29DXhr00+RnpGi/vdMjlRWJYIi168gbaVEjWP/nn4ZCxdeX/0Ydu3aiLPPuBrluRfquDPkfig2pHbtp59+Wl3vaHumBsFoWzYtaKCa56jp0Fp/oA37C/gHQGsbVwBdX193qL+/v8yYMMgOCbRsdhA2QHw07w42cy4ZNL83YeLv1UYBOomxRDupmb7SdLOP3604fhbOPPk6+dw9Uo9OWf6QCzFhfnSLOpbf9dEaN/OY06LIP0MAqk9U4H0CqF2gHdgX8CAUdqtq63D4YYqTmsbyV8w5QmHEHXq7qYa42h9px976l1Bb9wLqml5HX3+Xfp6blyWq9HRMLD5D2OtceFylo5W9j9VPWbT0B2flkOdfvxudna2abIlhyoShNW8z7edLyCu+GYsWnIGF01lkoFL6bl2XQHDEmMs3HZ31uPMXV+Jw5w7pv0ejEGMJJqSiD3KLsGsPmpod2LBhHSZVv4UzVnwRlaWnC/tNGc6fMhySzHJjCR9+88j/xbbdz2LCpDQUpDgF8BhRGEFRGU0QLrQdHpR7tukm9O6aTTIeF2DupGuRkz4PXldQWb/OsVgUT77wfeypexqTZrixc3O/vCMn5i71Ia/QC38QaG5wYO/uPvR0utB6uAWPP/oUdh94AZ/88AsIekv1CVXDiw3i5dW/RdUMBza/HUV+sQuzjktBdq5VqisuoMeseMF1jCR1aJ6Nrt4m/Oynv8RllwYxpfQzukfB9/rUy3cIICex4e0eVFSl4cRVfgXcwcGYMnJmtCss8aCxzqXBRZEBF5qbG/Hk89/H2SudKMm8XDSqHhF+bt2jYcwB3VKNx9SaNWs0C2RpafmwVjl2EiS5eT/9+uuvL7jpppsOve9J/nfaxhVAt3d0bklLTSujnYzAzAlid6Mz/8wmBp3tjQ3amEHs/s92Fm5P/jK2GVZnaga+C1ydVprOpKZeEDYaa8PaDfdqDgpGpSHh0QKkoVRR1SsKkJ+2Cn53hrqyuVyOYZV/rInF2L6hwNjZtwVvvP0IhhJdaGh+HT09TVo5xcqbUIqAc7qy8ukzK5CXeobaKKk9WGHGUdUURp4bljlozfpHsGvfc9i+h6HCg2pWSVr1VlFXK+AXfwHpmS+iqmoiSguXYdKEpSjJWWlV1iaTHglW0IqvOFC/Fs+99gNs2/UCsvLcwvqdSBHhkZoONbG0Nrs0TLmjNYYnn3wce2q3oih7CU454Z8R9BXo9axCtQlNmt/eVYNfP/hV+NJrIU+DzGyn5snwiKrOUlbxoTTs3dUt4+DUKEYCzW8f/QYmlLyMs077Z2SGpymLtgq/utDQ9A7qml9BWWVIQS6ecGPekhQNkaeQox36UEMvanfE1X+Z+S1efP5t7N7xJZy6/CpMr/j0iPbR2LQb+w49Kcw5gT3bBjFjXgillW69FrUMvnfmXcntoUnOISAdl/cvgL0jgoefvgYLZ34c5YXLRVtJw+7adcgv68C2LQlUTnVh9nGp8pxWMVzmd07G/WhvG1I3v8HIgH7HyGu6az7y2E/Qc3Ijlky/zTLmOLpEiERQPtEv1wloMA3zQkO0EI5RVztzaw9o8YKeAaugcH5hAM2HOvC7x2/FBef4kRs+Xa7hUdZMxsz8HEzqT2HPjI9dXd2auMke/j1iJmQZipQww8NZDuu0D2Ld/y23cQXQA5GBp4uLis/iZCDrNb7OdoAmCGvk3zCgGtc7850pY0WgPtoGotXeDdLGLGLsp0ccTa8NWbhubwzvbL5H2NA9Ai7bNXcEczEwxzHrxPn9LgTW+FGY/wBOXvpxlOVeACvY4Oi7+3ptufCmnY/gxdf/E3WNmyzbbcwKArHY/BAaG3bKPXYoCK7dkoL5s9fi5MVflmOKtN/M9meEgHVNhwiQh/D7Z74puNUlYOrT7Gy5eQHkKLAmrNSZQn2HBl3YsqkG27ftwerwo/jMFWHkZSwdHjerp7SldnYexFMv/Aj1zW/iuBNTNICEIDF5ZkCYoFMLu+7e2q+Z7ty+CA7sEbCqqcOObTWIxJqwctm1wqarreAap6U1PPT4t9A7tA5ed1Kj6nKLAsJWmVfFq8VaycyDqX5R1+MaNt7Xm0BLYwRvvfMkovE2fOSsryPsn622Z9oAXnj1p8JMg3jndeZFCQmABTU1KoGZ5iDOEb4zlyumebCz8oS9NnpRt68J97ffhi9+qkTAi3UlnRod6E/pRGuTA4tPThFw9qgdm3nBo1ErnwfzpzBqcqDfMg2RYbtyklj7zlp09ezHxz5UJQCdgfqDmxFIa0c4PYH5SzLVk6O7Q6DOFVfbd8uhmLptMsCHTDnSH9O8Jxk5IpQaunD//fdj8lcv1QCXAiHmL73owPQFrBITR39PQkF4+8YBrF/dpxoN7eplE4Lg/uygMOjuvh4RJgHU7OzBk757pV/LlRToRqdoXWy0P9P2zI3cvXtrhVmHtf7l0eYuXRZPPfXUU4RF5wmLbn6fy/vvso0rgO7u6PiNAOuPuJDIHPmTjvoGrA1IG4+OseYNfs7zzE613VXovYrIso0Wn9UzYN8kIUgebt+Fx5//rrDR5wQQQsLykprfWKEmltTwZ7IY5i3es2cjNm5cg5NW3Ik5k76Kkrzj5ZwUmGKvpvF+L73xMzz58g3KhnPzAwrC2flJZIn6298rqn5fXJOzE7T7B3oFpHrx1DMPoL7lWZw4+z9QWT5Xi9va25Ydz+K+P3wFgZQEJk8XFbZ1EMtWZgqzdImQsZLMr32DBTL8AiAO3VQajMRFg2nDnT+/HOef80+oLrscHlcYVn4GAcbDe7Gv8TnMXBDClrWD8jOMKXOcGgLO3NbMopaaJkywtVOAyynMk8ATkc9deOONF9HUsguXnHM78rMXahCNR1Ts2roXMXFaQPNnsAxWQYlXv2NeCjLUw41O1O4W0O9NoreLFWbo6RMSlb4fGza8hJCvCGef+k0NCGFpss6eBrTVDgpjDMlzBzR6sqfLMt6y8MFhAcK2FmGsCZ8AVBz1exPILXAgIIK1oyOKX/zmG9LHTBTlzUdallOTNDHnSHFFisxNx3AO8oS8Y0ifBmXcElpogVoXp0tXJ8thMWzejR1bDuOF7B/jw6u+K+zdhx07BpTxun1Wsd24zKmBDh8ef6BNrhOFS4A6Oy+pOa0ZNs+w9u52yLmDGOiL4fWN12HVop9qqLnD+Sryi7wi2PyIuPvQ2ijCcKfMmTwr10ts0COMuVfeh0+TdsWjPnVTFeKLTRu34oQTforSzKt1jTDDHXNxcJOQedOZK5qMmgmURsrAjWn8PC093VFVVXWH/Hnxn7nc/y7auALoO++8s+Oee+7pE7AMcfJwUtG2anJumCT9ZtPK2Jrt5gzanQnS/Gd30ftjUYWjnh6WjmtKYPH/TS078auH/wnt3TWaBY15n2ctTEdGlrWRR/BgLl4uVubL6OoQIDjswZuv78bWzV/AylMuwYJqln+iLdw5ssHFnA9PvPgtlFQE9XMC8+QZrALtVjNDT5dbc0O3H47o5mG6n14DHrn2AHZv70bDvs/i/LP/D2ZMuhAuR8hywxKAX7f5QU2S5PN7dLPr+NNShN07FUR7e+PoEvbc1+NRAUBGSK8E1vXz+BI41NCBex+4HR+9wIVZkz4zvEnkxp4Dz2llEAbMnHpeQIDIq4n+ycIZbEEWSRbHzHn0F27Yz90/J9Kz3BpIUbO7AU+9ejM+ds49lrByJUUg+bSiTPWMVM09wgT7dB+kj3JnWwK1O3vR2QEVAsFQQl3terqHNCydCZTWbnwUeYVBnDT/ZhxubUBecQw7dg7i5LNS1JuF5aZonuk47MYbz/dr8VtW/g6EhjRPCqvgdHYMIT3DCW+/MOK6ZqzZdB8+tHKymniYoIpMnNdgWlhmx2Oeiw1vDagAYYImuhIyPemEao/mP2GxgNS0gJa2ev3NxzBn9lyUFU/Hi6/lIq+oQ33kafZqb2GK135Uz/SgsNStRWDbWwcUaFmxW9PLelw6Z/p74nhr9RbkZ/wMEwrPRiD4c4Q8U5DlXo431vw/NB4Y0j4yXzft0R5uFiZ9GuLPnOXBlKQKAAK9ayCC1WseQd6KMxD0VSAW92Hu3LlaNJZriyya2e4Y/l1QkK/V69nsQK2aqayTxYsXf+i/Awf+ltq4Ami2zs7O3dFodM6GDRs0uTgnDDNwGfbM9KFk1MZ7wyRIMvZXbnjQdsYNEIK1MXv8sWbc84zftNUS6uv70uqfobWjFuVVAbUbTl8oDLHYb5laelhpw6UhyczTm4gPaeIfqv1domN2dUbw4EO/gv9SUbkr/1U9J3R7TOb7y6t/LaxGWLPH8qCYfVymqv70DhgQ5nyoPoZDdUOqog/0R5XReT1Wcn4CeF9PJ5555fvIz5qLvOwZsDwwYqg58CJKq1ya8W7RySGN0Gtvi6pnAatet7cNKmOmkGDkHP1bW5oGBShYMmtIwGIQT75wFyaVnotgoBBuGY+9B5+GLyWGMlYgD/jkuKgmdSIQMvkR84R0tlmJnJD0KDCQKTKNKDOv7a/txcYN6zB31t2YXvYVrcWXWwj1XKA3g+Z7gJVjg5nZXnpCmHPPkIxFXMYoLqq9S7UL2uWpUaRn+dBUH8VzL/wWsydfKqelaV3EolLanB0alh8dignzTWDbxjYVIrRr0zuBZaIE9gXcYeXplrFgyDVdBGsOvIDW9su1UENfTww5+SEdewJgW/MQ9slzTJzK6uJ853GtRt4tIF+7gxn3PJoLnAVm6eURjUbw5poncN6K05EWzpbxiiDNcQ4Od+7Hzs3ParJ9Jj0KyDm5RS4Fb2biY1QgPTJSwk4VnqzhyJzRu/c/j1lTLkBGailygx9GmmulaAX/TwSTS/qRkPFg6tgoqqaGRPOMar3IgnQnMpkTJuDQWog0yWzf0ozTl0YRClh7B/T7fuSRRzQ4jCl6CcDMh0NyZADa3kxO9dbW1p6777478L3vfW/gg0OAv6027gBawPllkeRzuPHFiCfu/BOM+ffQcIUV+jbTjEGGPZIuFFZJLAI0j6WqxgnGcwjYo5t09khCe+Ikqx1hBnE48c7m32Djzod1EVCTXXiiV12xGH7MwqeH6pxobBjQhcWE6YxI7OtxK/uaOJULh2WJknjsqV/BdWYappRfBrczVdhdK/ojzZpwfTDiQfUsr5oiyMwcThE8QyxOGlXGyD4yraXZAO3vtcDgQG0MTYea8fhrV+CT59OnNYStu57TCL/uzjgWnxLSwrYsxspNI9YV3L21G+vfHBRW5tSirMxrTQBmSk1WEq+oSsG+PREBn3bcfc9VuPKjtyEnbSZqd3WiuJIVVYSVeWNwR+mxAtTvJaPsREpKSNPCNta79V5lVW4F7oQjLiwzoaXAWpsTePqJV1H5yUvlnRThkIBKyQSycecw845iQMausa4H85ayth5ttU4F1E3v9GHWgiz4vCzUG9VNPgIbq4s8/OTNuPqS+9DydCqmneDVorMBzyQ4knVY80qb1g4kQDF/SDzJyi0etfcymVRWrhs5hZZ5ItLrxMED3Xht01dw0swfY/bcyfAGDmF+wRph1j/GlnV3oLPFg3Zh4izPFQi6MWnGIPbtYr1Dr4C5XwDSqZuH+2vkPvucqNm7Hg1zH8GJS66EJ/E2qgq/hI2bPinHerXyDhP9M5FTWzMwf6kfkTfjCIaHhJFbgoag7RFtsGZ7DLt3NaJjYT+uuuBxmTtt+N0zV4uQc6rmMSTSu7g8LHMoij3bBmQ+0XTULe8zx/K5Hk4lcGBvL5ob3DgsAJyTMVPzgNON78Mf/jAee+wx3SikqYOpEtauXYeVK1ceobGykRTJakBnV1erHM+Nwj/89yHCX3cbdwB96NChXyfh/JKmzBzeADPMmYyYaphu9sj3TNDPZkCaoaoEZR5nwGysC957NZOYyTSquc+/epcsYo+CzYz5Xg3VpjmDlhD64xIMGVgyJKgQTvXKYghqNjpWymCCIfqn9vcOCttoxxNP/xpp589ASf5x2Fv/JoJph7Wa8/T5fjUlDMUskwqSXuza0oOOtqS6cvmDVl7ljGxYuSjiMQEtICPTi642B9avOYTXy+/E0rlfQnPLAaRlOrTWX1qaT93PrA3EhGaEa2tOitrux14BlfYWMjhW5JZ+5niF/Vl2egIDN6rqG7ZhV81q5M6boyajUOqQllZKDPnkJ/NMx9HVHhHh5cOQCKj0DJ9WmCaTazwQRcVkUbeFoeUX0b0tLs8TQ0fvLtTUPYV5U65WU9CcRQHdEM1P+Qjqu7fjrZdXC9D4sGd7twIgK6twUypTGPP+mm7MWxyGPyQCJUhBEEW0WYCio1UTRM2augopGbvgGpqBstxz8PstXxUmH0VHO+3GTrUjl04Iyr+kvr+DdV2YuyRPTQBp6UICBvoEoOPYumkfzpD7lOWcjYHoq6JF7UN94xZNtp+RHdNAD6ZAJRhm5oSEzfeLQE2itNIBD5MSJZlMyq+VdjoOD6H50CBOXnQ+djcAu/Y9hQMHdsq7d4gg6tf5nRIelGPjan8vmZAQNu9CXkHAencJa/+kZIIXe3f2y3wb1KK0tKMzCpF1IbWiUNihmfxYfIF5SLLzHViWfgLS0w/D6WlX2zkLDJD50+uGOVk4v7n5Go+5NIUvCQ5ZNIOJNm3apOuLtmkGr5hm3F651ubOmVs9a+bMhy+66CLfAw88cGSuhXHSxh1A33bbbRu+9KUvDw1EIh5OGrJnA8wC3iNgS/MC1TBOKuN2x98JsKaSt8lq9358ko3Hx9hjXT5O5BAqqwNqx41Gh00UAioNB/qxY/OAgJRLd/g7hVUHU/tRPjGgHggMB2fgQFiYUk+nTyZ/PV5b911cetbv1D/Z5YmICu9BappT8/4ORaPqEbLm1X4Bk6gWGM3ITeLwwaRWfo4LCyqq8AhCs0qHQxPcU23v7nLj9dWPY9qkU5GZniVA4tRNJFZhGYo4BXihJa1SUlxwl1oCZt6SEA7V98kzDKp6nJpmlbEqKPUL22TgxJDW0mus78LA9B5MnjQXKdlvKthnp0+B21GEdTWPo34/M/251N7JeoIs6TXYT/PAoNrNM7NCmus4JMDe1kw7cxQ792wQTaIDKaGw1losDF+BdM8pePXV1/W5dm7p1YRCbU30nIkIYLvUJJRMBlTT0Cj+pAPtAvid8i8ydAhtvWuxZMEleHHHj7Cw+mys3/w4GvdBnt2n2f+YEe9QQ0wrw9DuWy4Mf9PbHjWdMGk/bejMg8L32lgvgBk5gKrSS1DXnIKde59Dbf3zahtnSliaiVhXkHmsO9q4iRhE3d4B5Bd75bmTqvXQLFVWGRANq1vt0kPxKHJS56Ou6UXEEyKwD7Hmol/fuT/o1TwpBE6vsxSLlkxH1LVeBEuvmmY6ZMwmsc7gVqfm/SAshEM5KC2Zgv3169Sd0O22MtYNyTv3BVxYNuubyMqoRkv0B9hX36YbuS3C1unxwgK5fm+6CIIE3EkPhpwx1VYZ/s26hWTQ9I+mHfq44447Yj2Y8nNcV11dnaiePMm1bNmya+WrWz4oDPhbauMOoNm8XvdGlztlATcHyTDInsmMqXYxmQsnB23MZ5555hGAetddd+nkIUATvGm/5jkMZT16O9LcYezQppFdMHmNQ5m8S5PBxxMOAUo/uqVPLPTKRcuCqZF+p7o1NTXSbhxXjwSm0mRIeFoyiP7uiLApF9at3YSPnQ0N3qDdetKMpNqTSUxSfFWQJS+ftaC3J6EFVYPBgDDlQdTvFcYngMrsbmlZSQW2jCxrs2xA2G5n90HU7HsHk8rORP8LTi39xA280pxTBaTDeOmd+zSasEMYd3TAKaDQiaopYauKS2+PBmgUT5CFG0go+DTsF8EoQNs1+Cb6IudhxbJPYP3+N5GTVY7K1Jvw3Gt3Ye8eYa7RpNpxUzNYZiqiVUOmzfMI+MWQV+hHUZl7ONe2G16/QzPKdQ9sxVDyME4+/p/R1no3gkVTBey/q5uxWTkBAfEYSsoDcr24VhsJp4YRyRGVIU4zhUsrqpMlJoTJZubQlSyC3v5WJNLd6KlfAv/UCuzaeQjd3VF1swuGiegeubZLWOugfBZAMBDGp79UIGC2T57Trfb4/r6EAjRt4bFkC1LDC5AbXQhHogaxqDDshOWDT7/n1mZrb6N8ogBeIB/f+MrNOBy/AwM9ezE06JNx7heh7teNUlYdp1ksJZiPvMwFSE3JR4sIAGpNjMD0DJdtI8O//Ny7EQqlYk/7V9Ac2SDXSajdOBGjh0//sPslSYILS+d8DTt2v4KOzmat5MP9AKYeTU1zozfxCkq8xzMFlwiNuIBzDK2HI8Ks/aKVxTXoinO9L7YN/cKuw6klGvBEjw5qSwRsbhYy4x3d7SxXzuTIeuTaZHBLQsZt+vTpn8c/AHr8NFkEt2ZnZD7IDQpWe6BaZdgybWRsdvOH8YGmSsZFQylPJnDqqadqRRbDpLm4jtWMK54JKbc+gwDvIJzZblGr/brpwgQ/BakLsK7lCUybExS1O6LeAWS2ZK3bNw+iZmtEvShyC4UdpzuUFQ4OujV9Jid0/0AHyooXwOsqQVF5g4CcqPIZJ6HA83/wyLPfEMZ2ANFIQs0mtHOTgc8/wQ/XWx6t5HH8qUHdLGPoNSuKtzR6ZSEPKkAunl0uzGqCCLlWZKbMRVHKZ/Hkmu9qNe2u7hhy8kKq6vbK7zs29WHhspCc5xNQdqBiYopumNFtkCaRlLQk2jprBdhFCsQz0Hk4DYWer2NHw93YXvuw2lz7ehxacSQl7NE+c3Nq7sR0dLVkYtasIsTduzR4wqoMHtcot+7uNkQGBzCt8jxsr6+BiAG1TfO+tLsztzb9grnRlyGAzOCQ8qo0TCo5H3HPDmGDezQIiIVSSyeEsGtLRDdv6XN+6klfRWvnBmH4KVa2OtFgvF6PgLDlAcLSVeFUP45f9mlUFV2Ctc3HKxOmuYXjwlqU9XtjCPsnqXlBtQW3V9T8Shxs3K3inK6J3AwMhCxzx7KlK5EZnoqhvpNRn9ypTJXCxecfkOO4cRjQTAHSEgkAACAASURBVIjsT07mZMyddhGeff27lg99wjI50Ke8fJIX+7tuw4yU78mccKD50AD2bLfKfG1e14qCwjwE/GErMRZBOunH5ec9jFfW3IaG1heQlh1FOD2peyG9kXoMJupFC+rF3t2DInDjaoILBpOorJwsQiJXWXtXaxj7ZL7NmT2RQKuBKuvXr9ewfO7jPPvss+rlwbXmGM40Sc2W65J/M0BKWHbRTTfdNOP666/f8t+PDn9dbVwC9Le//e2HfnTnndG6unovpbWpkMKoJ+NhYbwt7L7OZNUEZ4IywZrmEf5tcnjYvT2O1ezJmDTyLuFFIOjSsGK304fyrE8g23cufrn+N+pzStbDy9XvG1AvhuqZIbQ2DSg75caU22sVvWVCIjgGNOqwrfdNFGedhYAvRd32Qu7FKEn5HDbvvxk7a1/DQCSKwmKfMEk3IqK69vcMiqDwaKDDQK9b7YvdXQlhwhbzY/29jlbLdY+sbMmcz6K26ZuYmn8hNu77N9TUv4ZQGu3LYRSXhpB09GHTmri65KVl+lBWNYA5i1JVmAy2RDU3RXzIobb3SC/ZpxMFeZXICS9FW0cbdu37rTDbqDI2emw07hd2mMbcEi6UlU3C5AlT4BOGPK3sMtS23YZux2HVEGhy8QcFNIcCcLv8srhzUZh+ATyxVLWb0xsGwhBdnpi6KyZjHq0iTiCbUflplGVfjOa++9HSvlvBlFXYGdoc9KchHCxXrcTjzkNGUFhq5s/habQyvLGaOLUZmqj4rkIpAixpcg/0aGa9yMAAGg8ktCxWRlZAzUupwUp1+WNLCRRgQukiNB/erSW9KMRovpk03SfvKYBePCrX/Swi0X4VRvX7ImpGaDko45uWiQkVM638IUmXXnPhzKsFXuNYv+NuAdNeTKgOIr/YrZ413CSm7zU1hIb9UdEOPJg8M4kd61MwZ8mZyM6sxGi1E9Gw/Pk46bivYeuBEOLBx4YjJB2aPybgmqLCa/+eIZnDLDrsxUHRjM4//SpkplVon0pLymRe+0eICdcY7c/cnKePNNm0qW5k9nO46c4oRMYocH1xfst535dfTv1vgoS/2jYuAZqtr7e/U1hvrtkUZMQTJ43Z/BvNrzxc3FL+pvmD4MwJZPJ4UOJ3dnbqd/ZUpe/VRgNb4igvni+LbauwqBgqs74OnwDAH17+pPrApqQ4UTnFrYnhu7oIanLPiA8z5qajNP9kuNPWore3W2vNkY3RthsT1tc30CbXFpU7vVIWUA3OOmUJOqJP4I03n9OMYxQsXR3c1Q+i+aAw8h1M1h8UFuPGmcf/F6LeJ7F/6Le6kdfbI2Be4kZDrUMTN/HRUryTRdUOa6DJW2+/IyoyXeHkwZzCmjf36sZZUUmK2ja7Ogfw+csfFDU9oFWmm2Jva8Von7BYr0e0lDQRio40TQZ1+onfRiS+HRXFp2Oj60EZY6/6FTPCkl4rrMO4Z3cN8svasHTm9xB0TkJauAi1e5pxqH4IEyYFsHVDJxbNPl0AtVRAagj5OdNR3/QqViy9HL979GdaSYY5llmGK5YcVD/qUGoCfc4nBICv0M0xGVIZE5acAhrrhoTtVqIw6wTEEhE5V/rkSsHyebfjcOtFaGo6qBuhNHFUTApi4lSf2mtZsAAi2FjHr2Z7BIeFsc9eIP1bH8GFZ35fN9OM549LhMlJC6/Vit1bDtyMrp5G3bwsKPVoRXIms6KG0N7aK4JvAA7pO6uQH9idxJmnfw2FOQutZE4jsfPAcTOvQlXpcmysvQP55XtVG4CjE9U5N2Hj9ifxwov1SEZzUD01jOYDQ1h63OlYedIXBEyDMMmhrLB5Vm4RMK34ipCAf0Jbex36vIcRjGejV0D+pDk/wvI58uo1piqhphqfCDSX7ttQE/WrVmq0S5IcFsrgHNS0usPZJY07q1kfpmao2VQ/btGi5RdddJFrvG0WjluAFunuMkyWahQ3LeheZyaO2Swc60BvQJvAThZN+zNBm+fbs+Mdq9kBnIz0tBP/CY+/dqWck4pM30nYtPdu1Oxfg3CaRzd/cuRSc5ekiio6oAVVi4vzkJ+1BKWZFyDhn46a6A/VqT+uRVLdwphEbQ/Ow5CwpI+c+3X84oFaBHAcaltuFpU2qmYLuj0NDCQFOAZRVOpHlAE7zfNxyqpqYTOpApLzBHxfFDZXr3ZtmiKYYY1J3hmWXVQ4ExUdX0RTyz7kFdF9zqGbW6xm5PVbC41hyk43BZiozN5Gud48BDxlInje1NDjolIftmzoFXa2WEC2VO2yHncAO2p3w+ObifzCl9HY0DOskSRVsNBnt3KKA75QH1r6/wsVKbcIgHmEbTNqL4oZ87yIRdJQlD9V+hoSAI4JsxXgLDkZW3Y3oVjYXHNTk3qzMIUmiwzMXOCXcWOFnFYkM2KiXXQJqCa02Cp9uLs64qiaVc43Z6UbpenH4Ud6WgEuOfM3+MNLn0F3717Nk1IygTk5EmomYuZs9rdub78w3jgqqh2oF8ZaVrgEEycsGp2HDst+7nGlCqCeiZLSidi87xvyDgRU+0VwCJPP9Z6NrTUPYPXbTwvbzkHV1DR0t/tx3Jy5mD/rXDXdJJKjDp36nmQ8czKnYGX23diz7214Eo3ICiXR1LZLy4R9/or7NPiIwkHTFiCkY2xNzHfNWhGgYdWQstOzkZspmogrqr7mPo8V7arrRbiMKxRFLM6greFALHk+rimTKoBz1LilWjmoE0cQoqOtF35eVFTsEmC/Xj761vtc4n8XbdwCdDglHGppOax+z4Y5Dwz0DwmA1WVmZlYSbE10oJk8dqlP9YsuQ2TOJqudSSpkmskBbW+mbJZV/sqJ4vwZyE1bDm8sjCjq0dy6Q7OXcfMplnRi386Y/N2vfscD/Q40HGzEtEl5AmoFAsICao5CUVPrpA9RBMNJYa0xYc7VwzmHA1gw60Js21qDggpW73hObaa6hehNCFCyjt6ghmd3Rl5AU3sfyjIv153+RDSItpakVhbv7h4S4C5EZfmC4UREDkyrOguDjrcxc+JF2LvzV9I/DFd2Sai9NqdQnq0igOw8Nw51PYK0nBMwEG3WyMWWpqgCPQvQ+nwh3ejS9KXy35xpH0Vt/eOYPHExmpufQiLmHK5y4lT3vdKJAVXRuUFJSyk9Rpj6MiuPZqBeUa2nY9rkU4e1GYeVjU66PKX8YqSHqvDaOz/EkOctsGJ5cblXTSIM2inLuhh90T3YtvMtEYYRlFX60Fgfkf5cgJUnfglWrmgr3aqVhlQEV6AUK5d8D3FHDV5deye3/uBK+kX1DwuQ96Ch+W0UpV2CwhU+9dOmp01F8VJ5d9znsINRUseDwSwhTMbErG+jrXuLzC0XBgPDKV5liE5Z/C2kZwREiwqK1hUSZl+mJgsFsaTteo6E1pZh4zhUli3BaG5rjMzpkTS4Ws2Efp0WHNhzrli/qGVcr2FNZ4cmo2ICqcRwAQqMJN33aEmvkUStI9cavS+Pp2ujSSL2Xs3el1mzZ38W/wDo8dEElP379u9XMwVBk5sUHrcnuWvnjuW5uXl1BkRNM7YxY5smKJM5s9nrFZrwb3t0oT3THI8zvp4s0eQT9XHl8TeiYeAWdZ3zOgvkcwt8GIXF8xh6HYv61PeZG3sdg08hM2UeIQLxaFhzQHS2uoS9QstNMXdDkn2Sn9MnnYE9h34FR3SOJgmKRIY00EOTyHugQRZMT1k9w4cINohQ6MFAchO6+hrlurB25Q8Ka85dgMmVi9grrV3H6iHe5Ck40LUbEycVYeumeo0YjA+5FCAmVLtQWhEUhsusgVaCqUikT13McvJ8mqmvsvQEHL/gUpiKI2yD0UGU5Z+JoLcSTRM6pR+7cbi5U2sRllYxPJneJ17kppyGnv5D2PBWj+YY8Qd82L0liS9cdTOC/nQFBHvGPG7ElRQswfkrq7D34JOoPXy3HOdFfycT9ns1a97aPTeLgBvAspOnINqXhhPmL8PkEga9pI7kOBm9pkOTMmVnTJZPZmLV4nmaypRpNhOOqLoqJkUYnnjciSNVwl1O+hYb04Z9NjqHHX6S+iMrvQq5WSyGK5IubN0rMexrri1llDQ4zLn2ljSg57CufUTul9E5OfqZA++h9A1fP2GHdy1X5jDnWhcc/s4OKWMDtRIqwJubW3R9cM1ZGRP/WD51K3/04sWL82699dYzr7322if+6Al/J21cAvS3vvWtqXPmzhuxf+lGRSrtoN7kjTfeWH/PvfcPFRYWesam8ORx/Iz2NMsdyqM/zSTj7zR7PPHEEzj33HPVhsZmn4DGdKLsmgzGmURubimadpyFtTt+iEA4qHl2e7u8mueCKSKZmJ0pIksnejFpegA9fYcRTRnQhECtnds1i1hhSYowWQeuuPg7sNgSXy1Zfwqml38Ob6z9NebOXYjNW99WrwJufll9AyqrM3Wjkp4bSPp0A23fTitogAErKZ45+MzH79JAByvXR2LY5CCspupzCHoqBFnvQW3das1r4fMPaRJ8TQYkZ1TmXYiGps144pGDAqZ+Af4h5KQuxRc+ca+GHSeHq1VrKtaER129cjNn4cKV96KzqxGb9t6BgrKYupNRtlVNnIHB7kqs3/gipldegthgUBf7x89aIGNCG6oHpvDAyLgPA4nXk4UpFZehuuISyz3NFVc2SDNKVuX/xeLK4Yo5w2yR3hHDTtLvmkcsAaY1A2Xcwin51tjw3hjU8af7JKM2DVBamkBS9x6OVmzBmL+chjXyb5Of3GkJdG2JUc3sfcRHfaDtT8lDPtosAcH19swzTOCfoyZBBqPQVbWsrOyPXtcqfBxjkqXb5M9/APTfcwsGg1P507AQAq8yaI+6RHAixOQ7z9jNPh5jqncYoLZvbPAfJ9706dOEdfn0cxMKbq9NyMbJadW4Cwk4BjBz6ips3tEHj68W5WWTsX3rXtXOmTuDrJSg5w+kqF+xW9kvF+6gJurJzg1omPPc6eejXFRoJD02luZQdXKpMNXVG/qE8bWgw7VPQZqqekaWR31b+/tFzc89Wxngzq270NLUq4A81FuIqy/9DoZiRsgklPFazM3KL1FVtgoZqdOFZT8Bp3+fCKY0uJ1hOd+HlFAGXEPHCXt+FYvnXyine5GsdKO66iS5Zlw9G0aSR+nG2XAlEy3r5EVmRgVWLLwdrMhiCtiSISbdSZx6wvFHRHGOgt677Zkj9tlhYOO1LTOpe/j9OY4ATdrEVevXY46Bgg4rYZM+QtJoTAkF6eGQTYxWZUnYWOrRKuGMhjorj9ZyVlZPtKArQ/DplA6dvyMbzWMr6Pz1NXv6A6f6PU+bNl3z4JDA0FRoikGYZidGo5v19FTy0uVuyjXXXOO74447Bv9XHud/uI1LgJYXrtTWuMQReAmSZkkEAkHP6KIfXeh2+7JJ+m8SKnGi6XXk33HHLYJJ+G+v0MJm8kgTtMm2FfSVGbkwpepcmZFD2L6lBZVTWtByqB+9vUPKWNMyvRrmHBsMoDjvPISci3HfU1di27Y+OSeAicVn4cwVX0ZKIBcuj0NDg03/md2MkYgLpn0KVaWr0NG9B4cOb0FBQQ5SgkVIC2fp/QOeYiRjYcwo/zQmFlyECOvjOVIEJEvfaywttTyzGFkZn8JgtEeDI5xOrzI+Ruwl425UFJ+GiiLLjkl3sFjcKl5ApmvVOzxaPUcLvOl3q8vb4YIpTmqB09gQ+/cu+vpe7c9jhsN3HQOO7+daRxb6Pfbx1nEODfBoa2vVAA8Kd1bLpneE0+n+o9f432j2CkJshpiwxuL+YdMi93+mTZuGLVu2aJQhAdtucx5bcJnrjOslPz+fRvWX/qef6X+jjUuAlhcdNh4XJhsd/YgTGp4A+FO8SnHGmjjIXAgMPF4js7q71RbN4wjQBF3jtkfw5fH057Q3uw2b32sBAFjlntxOZvYK4CNn3IGnX/gpAgWrNWkR/Z29niBYdSXgqkRu6EM41LYDi+ZdgZMWliPkLRcGkjkcTAEFZ/uCJYvTnMKCaVnCSDPTy1FZarmUjt0QElIrz1EgWkX++xhJC0BHckSBJoT04ZuOkEjLdpow1TNcFtg6rUoqJgXraC7rMRtUGGZRMKla7d8NP5ftuD+3jZ6bPIY91jnmuKO3sf1+P8fZj38X83cwHaoTDz30ID72sY8pqHHesGI2wYqb1Kaq/NjixfbI1WMJEbsPv/3eRzvPXNscezQSY/qRTI7+PnodK4VCXV0dJk6cqB5QFDZcR2TUs2fPHjH/GeJjJzj8mZbKAKFk3zEH9u+sjUuAFnBN408zCWjisPyf4/GLnBe5PvXiZx1jXX9MlNPw+fo3684RaI1fND/jhCO7psuesUGPbfyeCWPM4rA3/UwY46oVVwnT/JS1H4PEsDpulXJKihjJSc05wjTKDTrLlemPb7i8H7Y1doG+X+D5U+4z1p3xyI2rP+96H0RjAJExY2lmNZ0bf/o9/tT+HPv4pJoASAJ27dql83XWrFkK0moiG47Ceze4W3+P9c0/mgmBzawHk4vGnghs7DwdMRWN9fgwPbaxX3O+CfLiTxOswuhdQ1SYOMleocjcm+PPf7t27ahrb2t7Vdj32j9pYP+G27gEaOg++JHuc5Z3RTw+9V8qS+zAYWcBxs2Ojcdzso14ZAwfR0bDyWYHOPsCGRttaOyIo99bdmeaJJwOa3c97hiy3KgcTt1YtA50aqpNvT7NBsORZEcDuPcC2z/WjnbsBwGEtKtyoZJNGT/y0tIyjbz7324mbJ9ulKxEzRDl3Nz3o1F8MG2s5obhosHUypYsWTJSko15YFhKiuYB9tcAoflnr7NpyrfZzQVHu6+drR6N0ZuIPzYz542pz35P0xc7UPf29mreDaZJ4Ltn0Ar/pg2a75/zwP7sJniF607IUOfqN96Yeuutt44b9sw2XgE6bKL+TNpRFmWlMdSXmlriSCSPAFE24zpnPDmMD6dZLJxw/N1up2YbnXBO22ewXXf0uJHvh125Egmr3qDTbEAlhzeQMOyamrS8XRk6jeQHxyDN8x6rHUttPtZxRzZrcXPjkvmBaUsluDDcnv+Yo4GL1a4NvP/nMrYWOxNPHPtwWz/HulSqOp2WpqDIjS3aftkMm7NHjY5lpGMF+9goObugNALcfg1zXQN6fX0W4LEfBGX2hZkXyZw5dnv27FEtzl7A2A6ux7q+PQ+zMS2MBXXjNmpn0XbWbMwr9uczn5sCzMasx37TrGHy3ZhSc3zfdtB3Did34rm8Rs2ePa9u2rThnPEGzmzjEqBlAo0AtPGD1gAEp9Mtk6ZkJDJqzKIl+NJ2ZhK58HyqZQQZsgCC/dhw7z8VNC2mY7Hy91Op5U+5xwetnv8lAoHh8VRzy8vL8dZbbykL5MKl2s6Now9K2Lzf65gcLAaIjI/7aaedpp9ReBh1m/PAXgptLCDbAW1sXUvzvZkjY8HNgLK9EZQJxjSpkYVSaHAeGk8gkw/GzD/7NY42D+3mkGONjzHxWFGAo323M/Aj7csY8Wri3zzPAKxh7xxTs0leW1urJhsSHj6LafwunJIi58USa9etfam+ru5zN9xww+6LL77wfb3Hv7c2TgHaGeSc4mQxE4mESxaeT0CxAO9SMa1mueP5RxgwJxMBZcGCBSPsxQD0uyf+0djmkTvd3ASrqzuA5ubmEcZBFdDj8eo96elgWOWftyF2NE+Jd3uRHY3hv9d55niL9R553pHMCiMRZDU1NZoXmKDCxixnTKRDkwfZYUFBoW4iHmmyObIzo/dTPWLEhj3qYmidP1YVP9YmlBlTgomd9dqbqfpu17DsLNr8HGtiOBpQ280Jowm0RjfsTGkogjPnmPF+YNpO7m/wnwFFw3QNe7VnVjR2dPu8NABunpPvwQ64Bph5Due9YcG8rnln3H/h/GfCfQoNemPw+1NOOQUPPvigCuHTTz9dhdvLL7+s5hluBH7ve99TsObc5vejphWgpLgIGzdu2PPmm28uuOWWW7qOPvvGTxuXAO1yu0KcSNXV1QqGukAE+ET98suEy3M6RlVM+2Iho922bcuj/kDgnL6+fv2MLIbqJdkAFy7ZzNHTjr4XQFvg/Lvf/U7VvYqKChjPkI0bN2LevHnDat/YCLQ/tR2rD++2NR5NALx7l9+AjWFjlm3ZblO3Xy8xXL2D48rFzM+4UFn2iIufrmT82wAgN5H404CHie4cC65jsw7a+3m07IIGEMzxdlOE3ZZqVHxzrF3F5+8GHO3zxNzfrkUdTaMaa+sduyFtjqcXkFH5aQu3F4owdTPNxhs329j4N/vG8aNmx3nETWvOU3qBcM4a76I33nhDhQBLUnEt0OzENKAE2d/+9rfalzPOOEMFKgu/nn322SpIv/vd7+pG5eLFi3HPPfcoGPMaFK7CePGRj3xE+/jQQw8p0SAQ8/df/OIXasZirnUKaDZDRtjfzIw0/OQnP17+D3C22rgEaKfDFeACIDPhRDWbhCz1npaWtthK4nKkusoWp0ue27O6u6trniySIvM9F4AB62N5bhy9jYIYQei1117TBbB27Vq91sKFC/UnWaWx1ZpmAPKYV7Z9Ncoy3w1UxwIGfV4bYNmBZKzpxx4paQD6yL6MgqsBWD4PN4v43Ez5yuckwBgXRJqRDJO1g+lYVy/TT/t35ndzPlssFjvi2LECZKy91nxmGOlYk4RhnnZV3zSzYWcEB/+ZjWOzZ8HnpQcD7dwE1G3btulc5MYZtQkC3bJly/Q8jhPnKucD5wJZK6Pv+O/555/X+cvNaY7Zvn37RsaKgGfOpe2X9yYLJwEgKBOs2Uf+vXr1ajXXETx5zyeffFKBmpF+zN9MQbV06VI1szz11FPKhnlNVkXhnCeLXrNmjY4H8zvTLs7n43tmPwji/MlMdh/60IcQEGFBjxTWOqTgsWzVcX33N95448FjTuxx1sYlQAuDDphFQ3unbuw5rMVZXjFhSSQyeFT3N4beyoLKjg5F93o9viLDgrjbT3XN2ATtKqsd9MZuOo6aNpLKlLlA6U7FRWOKAxC8uKjYR34/CkTHzjttgeYoWMXjo65OXECGFY61eY69nh0Yj6ileBRGOvpMR9pSze8GoHkdsjo+D1X1hoYGBRx+zsXMaxmbKu2txjyg721MKlg7azXfG9uwHcgNUBomajdDmOc0gGpMBeZz+4aV2fiyA67ZCCP7JyAR1NjINtmXiy++GOvWrVOmSjMFwYuaEoGI9m0C649//GMFL9piCWysgD116lQVXo8++qgC9hVXXKECnKYCan5ksffffz/eeecdZaPsNxkqwfacc87Bvffeq3ZegirnFI9leSmy4aefflrB+dJLL9W59dJLL+G8887T/QD+zucm42Xle96P3/G4rVu3aoVuCgr2iwKBQP3666+PCBCCLs/js5G4sH8UBrz3SSedpKCugF5YqN8xHw73H8zcZDzCddddl3HzzTd3vMcSHjdtXAK02+0JmJBtMgSzMTcQGeBiVGQ9morOvAjCVvJl4TV5PZY7GBcpmQcBmovEZLUz3h521mUmob0ZMOEC4HlcOFyAvJ4pZksA4GIg27LbNseq43ZQtLtDjX2OozW7KcccZ7+e3ZXKmCDs35trsI1V6e2M1DwTVVqOPZ+TYGVSvo59vrH9Ml4U5nMDonZGS2AwUWc8lgDB/vP6/MexJMDy/kZgsL8UgDyOAoJASTZLVk8B/Morr2gfCVwUpm+++aYKd7LcBx54QPu2YsUKVfVZGo3J6Kn+E4wJRAQsXp8mBLLlVatWqRCmys+x4PesLkLmzN9nzJiB22+/Xb87//zz1Y5LYCUwk3Hed999KsA+8YlP6PUIkieeeKIKPX7Hd0RApOAg654/f74++y9/+UsFRII4z+Gz8Rlo3qAg4X0pKH7/+9/rfLz66qsVpHkd9pnvjv2g2Y3jQ8HDe/EcHsd38dGPfhTPPfecPh/B+HOf+5z2i+9n3769e15/7ZXrBNjvmjJlcs4B6RubXZiHw+G58tELf8qa/ntt4xKgPR6Xb6yLERfsocYmrQGo0X3Jd7sqWSlIfXlBv/9tA74EAC4e/k0g5WI3TM7uLmV3/B/rH8rzCL6c8GSTXBgEGS4ashouehOZaFicnUmONTkczU5rNxWY40wba7+1/23PgW1nrWZMDEMda1O1mwSMGcCwUZPelY0M0hQ7MOBo37jjuQQYjgltnmTcdDfjeHHDybA02lcJXFTBqZ6zESgIzv/5n/+p7/SCCy5QAUh1m+BMVkq1nMy0srJSgZDnEnwvueQS7cPPfvYzHfvLL79cx1+YnQYZffGLX1SAu+WWW1Sg8vg//OEPKmgJftQG/uu//kvNEFdeeaX2+/vf/76WSTP3JTM++eSTdW4QVMkuyWoff/xx/cf+EqB//etf67PxeeiXzf7zOiQBP//5z7XvNBuw7+wTf+dzk8VzTp111ll6PdqhL7zwQmW4ZO1kv2TcBFwCOIUPz+EcJGhTkP3mN79RZsznoXAhMNNMQQbN+/Id0AuH4M7vaK75yU9+ooDM6y1adBzHMbl1y+YX5D3+0w033LCT7+YHP/hByUUXXfT9ePxpWxUjzpUk3+0y/AOgtY1LgBYQ9tn9LC0gSLxr55vtCNsmmJ7TmyUq40+7e/qYPHwEfK3rWqYJLioD6OYa5lg7OLMZGywXGxcz1VICEIGKqikXLUGfLJPHGdCyg71pY22nYzep7ABrN1OMNceMdR+zp14liI69jjmOIEkgNGzbbGYRRGknJaMl+NEUQMDhMxMcCWpU0wl8ZG40FVE1J0O9++67FWyWL1+u40A1nqr2Zz7zGWV/BA2yXarhBF8CilHRaY+lNwEFAMOkeR2q/vz7U5/6lLJislaaHgiwZJfcvCRTJMskiPEcMkACP69FGy2Bk6BE+ytNBosWLcJ//Md/6DH8js9JcCZ75AYomSUBmffgeJFVk/1eddVVCtK06RIQ58yZo6YIzomPf/zjyoyZh/lGCQAAIABJREFUGZHgSeb88MMP6xzgeQyNfvHFF/U5OW95Dc4VZlGkzZj9434Gr8VnpKDn+NJmzXnFfhLsKdy4IUhXPt6LJhiOD00dnM9k4ewHwZpjSBMG+89n4TwlUB9//PH6frl3wuP43lasOJnucrF1a995Wo77xLe//e3D9jUoAu72zZs33yTzOmhfFxwfGbe5f/Ei/ztp4xKgnQ6nh+DBBU2GYdiaMXuQBXBx2W2qZoPH5/Nn3nbbbQc+dtnHW1NSwtnGJcmAPRcEJ6l948wOlnagNKySAEZWyYVNpkKAMx4CxtF/rH+1Ya9jbdx2xmuAkn0yQoTN2FlNPl5jEqAKT9Dk8QQbnmMiI7mwGbVGoCB4ctGTbXExktlxl5/gx++5g8/Fa5jqV77yFd2som2VzJdMlQLn+uuv1/EnWFBbuPPOO/V5yU4JwjQdsI9klVTPZZGrSYReAuyfvAf9/mtf+5oyOLJd+lILM1NQ5D3J8Gj/5L1pPiCb5LsloPI9f/nLX1awu+mmm7Qv1157rQqMH/7whwq8FCQELpqxCFbGZsyx+exnP6uba3fccYey6Msuu0zBixoVgY594bEcA5oKqPYTCCkA+Jw0b/D98HkpuChcaONl/yio2B9ek89CYUMgpBDkuPCaBHEKKM5ZMmqyZwoR9pu2b57H+xD8CbgEVwI6n4/vj2PJYykkCd4Ed16D40ItgOcQ6GkPJ2HgOTSBkPXzWUpKitVzg8LHiiVw6HjG47GYMOavyVh+L5FIHLNElQi4n4uw/gKvbddoZY6Uf7Ar/m+3jUuAdrldXk4oAg4npgG+OIOsY0NH+MWOdS1LYc16aRnpaU8NRKKXGQAk6yNYcAGZY+3uWybiyl4c0/w06SPJEI3fqWnmHIKk8UrghOb1Dasm4HIXndfjM/FvujBxgZMlkWkSGGkXJRBSFSaLJXOiKkrAI6gQCLlgCaxctGSttHFSPSbwEHQIdgRDAgPBiuo6gZCMkZoDAZD9ojpPYUPWRfWe1yNrJBvleBGMOVZkeXxeMmM+J5kxBSfZKZ+HdlWeR7sur0+QogD86U9/qiyXwoFMkoBBMCVoEegYBEPg52cEY44tBQNZJkGMY2kEAUGW9mGCF0GNTJAgSmFDVs3xJujzXRBwqenQVEDwIlvlPchQeV8+A5+JgMpxpF2a4E1mzOchkLKxD3wfZO/8nY3fkbHz/fAcPit/53kce75bChO+Nwp0mlT43gnqZP68N80WHB8yapoc+AzPPPOMHk9hxfdgPC04BygYOI68Bk0dpaXFmDVrtl6bc4zCmAyaZg+CMwUMgX7W7Blq6uCm6BmnrxwJ+KIgFYbunjZ1yrflupfL+K0XwN8oY1grx7SCCWe93nTpa6EQgpjZdzCaIedGOBzO+R8Bgr+BNj4B2uXycFIQrAgunHiqjsskOyhgsnD+AnT3WLl3x9pkZfKps6kc/x2ZYJdx4RNACAi8jvFFtZsAxnoOkI0REAkWnOBkNFR1OTkJkATWH/zgBwr4VN2NqxP7StAjcPJ4Mhxek4uSdmoyHPM8BE8CCI8h+PAcbvTQ1knAvOaaa7Qv9HXlNbgxRVvjr371K+0P7ZhctGSPNAUQSKjOc4GTMVEd530JjLwngYLMivZiMmtuGhEgqUITWDgGZFvsExc8n53H83OCIMeH4MprcxOO7JNMnH0mwFCQEsDI1AkqZIUEMfaH/SOQc2z4fBxfo94TGMlICbgEJH5PrYHXYl+MdwXHiFoCTVTsJ38SOCnA+GwUdHzHFEj8jmPNd8j7cB5R1aeNnCDFY6mVEMTZFwo3giNBjEDK48lQKTg5fhxLNpq3+HwcFwo5smh+R0bLcU0KGZ0/b67Mtx5s37FNnnkZBuQ+a99ZExc2nFy18jRnc0uLk8ddecXlyYaDDS90drQfd/nHLwuTBT/z7DMtoluddf99964PBnxBuaaT86S5qTG2bevmmID6kDDgSfK+dpgqQ3wuAieFKeccG8dvb+0+1B2wkjVlpGcgGLIyPfK74eRjbjmPedenejzej7HyOY2EJtUuj+G5Bxub9D2ZnDZcg/K+Uv9HAeGvuI1TgHZrwVguWC5KdZDPzExu27a1d/68+QFZrO4uWRQmCMJunhCJr4UKRa3dft1113cJg03jBCbomaQv3Iwhc+EktNcl5Pm8H1kRwYSAxEXJvwlQZsOMC5MbOdyEIfiTtXCjyLhxcfGS7XDBkPURDMlqyAQpIAgwZKEEMl6PQEEAovrO9vnPf16vTeDjObSTUn0nCyZDI0AQ0PlMBFuOD5kwwZDMmcBIwcE+U02nqkx2ykXGDTmOGc0XZF1ko2T/xsWKoMeFScDkeJBl8jpf+MIXFNjYHz4jgY/MmGBOuy/7Q4ZKUKR3BDe32BcubrJbCjH+zWvxbwIkhQ81B46HERS8Npkpx49mEt6H40rmzOekaYACh/2m7ZcaA8eFLJqgTnAmsPMd81wKQGoxFEYUkhwjvgP2l0KVYEzBxzkgz5YM+AMdc+bMOvDqa6/mdXV0hqqrJ0daWpr7duzYnivKWXLB/AUNdfX7QzU1tW4RmrHi4qLBHdt39HZ1drZPnlx1SJ6vobm1ubYgL29Pe1vr9rG2XbYzzzzTJ4J1JKH9v/zLv4S3b992kpybLn3bOGx26Bl7nmgvHgHyWzZu2qLvkM81ol0O76eYjd6BgciwP3e3lrAau07G/jzano4JUDEb6mpGlONYju4DWeh/B21cArRMBpc98IJAdfqq0359/deuu5zf//73f6jLyMwqsXsrmONlwTs5kQWIhiLRyAtut/t8s+FIsOAi5UI39QvtdmNuZnFBE0wIIjyOm1UEcrJT/qNqyf6QjREsaDq58cYbFWDpSUBg+tGPfqRMi6ougY8sl0yMjPeTn/ykAjOZIyc/TQDsx9e//nUFDoIKGfp3vvMd7SvZI9VYCgCCIcGLAEizBoGINmaew3sQMAmWFCz8m6BH9Zh9IOslk6Wqz00sPgfBln2iWYPATCZJpsv7EZhNmDw/I7ARFM39ydwoLHhtsj/al/k+KAg41vQU4L3oIcFzyYwpFMn8aQuncCFLpfDiWBAETF4NbjxSQHF82WeOAxkux5b34ftgnznG1GSoKfC+vAe1Cwq0wcGBPWvWvF0u9/RMqqrq2717125hy5MvvviiIJ9HniXmcbsOr1ixfOdQNPqaCIPHf/fwg++8x5x03n777Z8XzeaHf+n8toMzm7xrgvFjf+w8Gbttg9GhiRSC8eHc2/bEUMbF0e7hNDaE3L5pbM41nkp2Tx9jGrT7nRuf8uycbAeFynC/x3UblwAtk8BlzA1UyciGZKKMOMYfqDvwZHpG5qft54xElckEEhZWJR9tj/T3f1cY8/nGj/ZoG3ds/J1Aa3bvaf8jgyaokl0SfPkZWS9VYH5GrwYyTbpRkZWTyREMCZJU+/k77b1kadzYIYslUyS4EFypnpIJUwjQBkuWyE0g4ylAVs7fKSho1iAbp1DgfWlm4HXZR5oZ+DtBkMcTqAik/GfsrewPwZwMmaDHZ6CQoK2Wdm1qBGTHNFPQbkkBRDspAZEmBJoLaAvm9WlOIHiTeZKFEjgpPDjGFAwcPzJl2tjJ4qk5UDhwPAjufHZe2zB2gipBgP3ev29/3zPPPj2YnpYRW7BgfmzXrh2x/fv3RqUP0fKy0sGaPbsGszIzBrOysiOHGg8O9PZ0DVRPruoPBnz9r772Sp/H7ezLz8trrTtw6KnbbrvxgAjqtMhAn/eiiy4YYbEiCIu2bN7kFqF64MwzTn/fc1LmYkKu959/0cT+C5oI/9ANN9xQ9fobqy1Xzojli05tjY3AaZiuXbO0g7M9S579p/nenvnO7oZp92wy6XfT09Nnyy+v/W+MxV9TG5cALRPFwUlikr5kZ2dyMg6Y73u6u1+XH582k+yIcF7LDq0Afdddd62Rhdgn6nTIsAICpHHXMxOQjR4HBGlu3HDjiKDEjRwDrPyOu/NkLwQTukIROPk5mSGBkABP8KOaTjZIxkvwYyP4EsS4+caFQBstmR+DHcgQuSHF65BdcgOLTJjgS7MBwZPfkXHyb9pNeX8y9ldffVU3Bck4eTzBsXb/PlRMrMRpwuC5uWe8Xigw+D2vz40zqv0EY16fz80+mQ07CgICKMeAqjT7SkFFk4owTqxatVKuMQP//u//3iefh2imWbhwPu6444cE58TixYsG8nJzE5sFDD/84fO9RUUlkc2b1n8pNydr1eUf/9j5BOxf/erX9zzyu4cuv/fe39TL29j3zW9+fan8+8DmkWhR78oX8ZeEKVMr+8t69Oc3EYIDk6urD/r9wSK+awo1AjLno2HQdm8lEytgQJwmIP5jMx5DdgA362BsIirjJmpPFjXsYTQT/wDo8QnQMtEcnCgEaE6UgF8rUozUTpLvDo51X7P/k0laYY4VgH2mu6fvfDMpTUi2mWicjGSfnMRks8bNiTZQTnLaNckG6apFoKJ6T5slN86oYvNan/70pxXQyUoJhAQrLhaaOmhjpj2X5gyybS4oAiHNHwRDMk6CJcGV9mG6mnEDjmYImikInjQD0LzCv3lP8z1tsWTGNIlQ5WefaXZQ+7kw4/XrNyRqa2u6M9IzB5YvPykmar5r3bq17oyMdM95533It33bNs+O7dtcAv5O+V4ZdGZmhjLlufPm/P/2zgVMrqrK91XV1e90dzqv7oSEvDqJEEBIAggEFL8ZRXFQ75UJCKgI14ELYxS4E3k4IZMHfp8gRhmvOODI6MydOwzovY6oVyGAON8HkieQxJAQks6j393VVf1Id3X13b9TtSqrV3Y1YBIgVK2vz3eqz9ln73322fu//3vttdcOjamsSG7atCFRUzNmS3lZyb/Hujp+484Xzp414+JJEyec9OqO7T+96MIL+h3DvWVwoP+1X/zHfzwzrrbmseXf/tYOKf8Pf/hD2e/6ycsu5fQPa9asWdza2nr/4sUXfMKxwoYrr7zipONbo058gcEvW7bs1tqZ4/9VL4tHHSe/ZUGJuAsQiyL5LSoMSIrsdE+9p0MmDGdGbiKaaY9cOJZCHfe+d6Qg3mWSlwAtPhc4qBjsQs2ss9x3lSQRnMMjl0BLJXIVMNvgv/jFL17+7W+vbdrbuG9i4Mu2qirjtB8nSn2OfW4IWCFAyvAegAT0ZNsimCzDcMCZxoAVB8P91/fudfmqDVgpQAkrRa+N/hNg5xnAGqYoqg+YLDpfVANYJzBRRpwwY1QBmHDRGVx9zdWBx/9t27aG6ifXB6oCJv7IJyD6xWuvDb1v3tzQT3/6ePfcOQ3VsHcHpE+1t7Xt/tglH71uxszpoe3bt/542d/c9jl3jCjbe9asPvzPpR8P3XLLV7L/ome95ppryv9uxfK+u5enqdPCBQvt58FU4B/Mtbc09L/jjjsYAZ3N73vvvde/hXZBjpBwOFpGnREgRoJl9ewqjmoi2HItlLXEoF0wr2EJjKgyxOUBbYI6yzPMO1Cf7QIrrR5MJlO0oRnvQBG86yTvAJoZ7ltv+5sRDnKqqqsZVmdXljg2HA8mM4y+TK45dpC104R53H777V9x9/+ZMExcIZgUHTh4IJgs4zoTXUwewYwxmUI/C3tGrcHkIXGzOgvTK9QCFQ7kz85YEWB9ARMhDtgxk3OwEdQjgG9LS9OeZ555uuOMM95/Fgw93t29+7Vduxodu7nolltuCRg0rBgWzv0FZ50ZNJZPfvIvhltb27sqHZNtbW0JX/LRjxQnk0ORrq6OrT/84cPXf+/vH3j5oYceWu/uNd58002f4r0cK6/YtXPXw+6d3/JS3FS6VfZgFfF2iSvfnAslCjJS6uonrt64cXOgDpPNIrL6Y9pA6rDKQrNfnxsAzmJyp5+BkEBQJH6foy5Go2PGjJn6dr77u1XyDqDdcDnYj1D0xFSi6qrqUCzWlV0d0h+JxOW+b1mze2acjvOee+75l+v/25fuLS2tm4xZV3qYVxaaetJJQaVERXDddV9k8qovlRoqHj9+fBQVRO3YscPlFeU7IuHIuHPOPacU1Ut9/aRUfd0klOO9E8aP61j/4gttM6ZPP/i6k2hJdOfjjz26fdeuXS/XVFf/zbnnnHPlwQMH+n7+8/+z6PzzPjDGAfHuivLS8LPPPnv6P/7jwz3XX3991bPPrFuwYf0fxrshaP85Zy/s2Ne4p3zf3sbHX9n6ym+2vrL18/fdd19faBTZtm3b4vLy8qwP1RtvvPGzx+xjFORdI3fddVfd/PmnuZHh5mDSlTkJ6jGjTOYjJruRVlNTU9e0aSePpQ2Ix0G9QtWqBAW4RWTBFvMNmJFKHLaNkaZrR4XFKqE8BOji4qoq6c3T/xcHw7S+vt4aCdPT2poITISSQ0f6tEhbftTYeJODA1clEvEfxmKxGWMqK0IH9je++vzzz985d07DAx+/9NJJu3a++vqGDRsWdHV2RBzLfqK+vm5ef39f4oHvrD1C13bFkiUj/mdxhEdWZI7Q1VcHmBlbunTp5Obm5gmyd5tjv5gpPeN5tnbR2YveRGmFQhkAHxXEC/KekIs3b0lbEDE6A0BRu/EbFdoll3xk+Jqrr6q9884751ZVVV3lmPG5peXl0xy5GOOYReVwOFzsGHbUtZWi/v7+yMDAQNj9Dru2EoF4yK4sHKjhAGssh2Qj5kikKKtGpL2NRe9YkPwD6IqKyBj5nVnxFLBp97tOrv/gBz+I/9Vf3RBKZRaZaFvmZJoFVNh4f/SjH61zp5nirpThPJYVDz744Od6exLjHOu9cM2aNaJ4O/d4vNvatWuZRi84Oy/IWxYHzOf09af3ZAU0Zek2bSNwRZBKN4DVq1czQbv8rcbvyMPEysrK91dWVp1dXV21uGH27HPOPffcCcSdtupQttTpycnyY/h6J6zkHUC7SiBLtQO2QAXED7QD6CoJA7hu3LhphA2nsO4MaJfmiF70rFm58cYbPzWaw5iCFOTdIO3t7aelhkdOiIu9c3prraE33h59FHHkAVvx32aOQBwbn1hdPXbZmWeddSsbTGhLjrq6uiJZEHZUL3aCS94BtAPkCVIRmF3mN9YPFeXlvTpcYO6j/BLLMZQaJo6SN5teAZwLciJILJaYiz8NRK+yFbBOJpNHtRumTzLL1G979LGfLo1Gi6JaHw2Dnzp1KotVcq6+zAfJO4B2rHm86JWxH+Z3T08cq4Zx999//9UtLS0/Z8NKN+waTo+6wiMmPdIV12y6V5CCnOBSXBydIhs7MPEnts2MMAOAHjo6Bj2aDA4cGsLMVS9ewUSvoqLi9FABoPNLIpHi8ZypeNj8UgknThwfGj9u3OmLFi36Mdefe+65zqrqmvChQwMjnlV74h1zNlGQ/JBbb721vLq6elppaelkV9fqHWFAtcYWbOWufpW4+jXoji4HkE2JROKV5cuX7zzeebrjjjsaKseMKcYGWjNYvYzbgfZxGwkOJQ/vA5c1Z00Fi1VOOV5pniiSdwBdUlKUZdCHK8NwqLWtI9TS2p5eWVheXptI9IS0qR0iz9TU1IxfsmRJUcHGtiAiK1asmMVeeg54T3PAMrOysnKaO9e5ujTO/a50v8vcveIbbrgRi6EQnf9gZhs0fJDT+RdjN1xS6upfWeBLBZPNAwcODDc2NnYdPHjw1ebmZpwu/cyB53864D6WjPYmTN5kOzW983mQr+Ji5l6OG4OW8ai2rgrWJ1RVzT5uaZ4gkncAHYlEx2rAtb+pGDgWEp8DiLXTdEx7wqWXXvq/3K2/fKfeoyC5hc4Te3f3DTkq3TetdA2fc4X7fmx3VuF+s7N7BczVheF3mfudPdx9wpVyzhwluANw19jswWFWcSU7vDsQqa6oHFPy6f/yX0Pdse5gPuPQwKFQNFhNFw4lenqDFaW45WxpbQm1tbWzkCjYPo3FQhw1NdUBCBIOvylMRGPdUFdfh7lZuG5SXe3MWbPPWbBw0Tnu/1tTQ8nhjRs3xluduPTHzp49u9b1ARFRTzgQH+js7Ix3dHS0xePxA+54va+v71V3bHbXn1+9enW7KbJPC2uVJdt6c+M0cB/PuZTwESpDgJpO7vileWJI3gF0tCRaow3q9W9Er44Ssc73sfrQS8ML8s7Kgw8+eL8D5aWOoWJ3m91lW/se1nMIkEHmbhk5pc+yc3ky6JwB2cbGvaGm5hZ3tLprfRkfLMWBaWba2XyFA9w2B6ixwL8E9sLCPAFb1Gf4XsHZFfeJU3S7srUZy/Bhrizjly3KCINfFVZ+AtL4Wv7jH3dkF3lw7bTT5ofLysqrXX9R3dnVHVq/YZO7FwneJzOhxyS2GylGxo+pqplXXz/F5WdSaPz4cUHe9+/fP9ze3nGos7Oj271jy/jxE6d3dMZGODnS9T0N/IPHDaD1Ypas61H3Lg6g836xSt6BTDQSGav/t65BrViPXBy9vf2ucU36+OOPP74jkUhscsPPHyxbtuy3OSMpyDET/ATX1tae55jjhxybXDy7oWHRJR/7WHm7A0HUpMMp5ceYlW4O9HrxtuaAl44VEOzvH8iCMsAKawVIWZjBwT1RMaT3aSzLDr3x9IeuFubLCjvxZ4zbVM6AsQAy4Et8gCp+tQmLG1UBQICZDoGFIMSPm1ScW5EuZ5b9y1ZV5JENBohr9+7Xg/vcY7k/wEp85FW8xQkDJk3y0uTSTR0um7BLo2zcuLFlU4tLJx082BR0CAjPk2/Ski3VGE2ygvDhhx9+0OXxMZfn3x5bFcuRO8yTD5fH2mOXxokp+QfQ0Wit7bE1yxLR7g+tM3Kubd22vXTKlMlzZsycNeeDH/zQ5Vu2bOl59tlnv3nzzTeveHvf6MSSFStWULBzHZjMYl86x+gmOsCodaxzHHvVuXM16gPUEm6QUhlyuDOUTFUURYvKe3t6i888c0F4YHDAXU6bPL788iuhbdu2Bw59+lzHyY4nABKgIh0vvwFThHuyfyRgxz0OQJFrABrAxG8OvrnsM8l1nhcf4jirEl8TsqsOYfDfDXgCmLjuxCIB/yuAndwjPQF4gBlf4MSLP2zcsJI2HQEH3g95F9zM8gzPA9A8hx8X8k+8pMezyYxuW1zqctARiPdGyW9rZs4FHy8ZL43Be6ZJSG+QBmWFoy/HxiMf+/ilX3Jl9iXXqQ0/9dRT+3bt2vV/Xd6We1Qmb0lcXlJ6c4v0EvIh0j1iQVi+Sd4BtGv8NdYXrU80q7YOyTlomK1uiNvTQ0XuCc2YPq3CNcBnj2/u33lZs2bN+fX19dft2LHjK26Yfosbpl/kQGMKelyG2EMOTV15DTuQGMRG0YFbpQObcheGSbKS6667Lhpx7DbmGCFgBwjAYsWfsLC/np6+UJtjcQCE+O2mzAEiAIMwsFEBY+k8uY9DHr4VrlSFwRIHrBoA4z5p4VqVtAE28gH44eoVQGYTAsCe34AuZ1gmXv+Ik2XKACRxEy/Or3CURViexe0rafA/Kgs8GVLfAFTYMMBMPMSLMysOvA3i7Q0wJV7ySnpsbMAu6ZQF+eU+aeHjBWAn7xzihAtwF/eggL6IbDCs3Yfq0aFeKEI5aidHjEY6O/lm8cD2dOq0k6e5vN3kRhTXuEeOall2OC3mWghXu1E69GM8IXpCSd4BdCRSVCX7BNqVglqk0opzci00NBoIrkPRI9bX17HX4K233377urftRY6xsGrLMbR5Dqzm44vXNfJZrnFjCgazheFCI6MLFy6smnLS1HI3cri2vLwiTFnQ8FscmAESABJgCHAK+wQAxR+wbHPEM5QvbBB9LeDLfUAIACKuAReO+6gPACyuMfRmb0HC8Yzc53uiEuA67loz/hwCpz+EIU65z5n4AD7cr4q6gTzjlhXA57uiliAOwgOeMGQ6Bd6JrbroKIiPawArzwGOqCR4nvfBtSZADyjzHH4oAFbSA6xhu2y8APiTHxi0dFikCZMlj/jslo1VYdSUAXUQ8Bcf5KhfyCv6bU0qRPgN8No5FT0pKARE6r60FfJj/TYz8Tl12rTqxx577FlXNo+6DuvxP2XDApf/Ulm1mM1rOCIjF3zVbP3TavWJL3kH0MzcU/FhJ4GvW8WmNUMWBu3zW5sxtcvuJLJhw/pffvnLX77/HXkhJehnL7vssp2uUfc6BrfHgWWzAwAcLAyjMkB1ANNFleAaxTjXAKqxaOjp7SldcsUVkSGcQ2V8/RZFikLd8e5Qs2NoTJahw8VcNcFu5+GgoQcTcrBIQIoyoUzF+Q3lQvkCTIARnRxlBqiJ6gCBAQJiXANIZeNcTNAA8b2OOcKEuQ94CVjDUHmW9AExgAegB5Blp3UAEOAkLOoBdL2AKCDGAdiTBoAJ8yTPgKkAKqyVbwzYoqogPBsWAKqwVcIAnAAlO90AkIAoQE5HRH5lQ1+E58gv5cA7UCbC7MkH70H+KH/KUUYJdC6E4XnKGUAmHmHaok/nGeIgHHH4Jv1E9aHruVXjabIioxPr0VHOTGC6EcmFF1100YXuvb7jyiXpyq3dleFrrny2u/fa6I7n3Lts9jHhVatWXb/4wg8W6fwERybfblTDasICQOeLuEZRDkCzjx+AcPrppwf6RNG/IZp1aIDWFZqGkWFm3fv37fvE2/oSOcS9C47qJzEU7T80OAMdbXFJaeBOFeBtC/SzbQ5448GuFenJpUgAbLW1YwN1DeACoMmmBgjsDFYGIGC1EI+n1Q6iywSgiANgBMBgW1KmgAY+rNMWCc0B2AIeACpn2CHbYREPHtQAOdIHLLmPagBw5lnUCqQh92CqxANYkS4jGgCKtEWVAZDgPpMwPEtcsE6YLMLGtgAtzwGSMFneVdIDoEUXTF55Z4BfXG7CZGG+ADzlFWy46t6F9MgHnQ33RFUjOnDKhfzxjKRN+fJehBNGCYgLsEpdFB8ysokr//MtRe+uN3fV9VoDtAZs61rX+mjWrFkLaTz55FOu42oLypV3Ikn3WB3Ox5jMbZgz99rCpSl7AAAgAElEQVQ5DbODTsV1xH2u7bW7zrPZvXev+3b1V1xx5Zz9Bw4eQYwCBu/qr6s3px6n5nJCSN4BdElpSSlgQWOlYuM8HIZEIwNkBJSCimr83UoFlt0h5s1tYLfqpe+UjowNSl3DwFY06vLz+YHB5BmYXCFiXcBZGiXvxwHQAAgAWjwRCzXu3+eGlOHQ5PrJwT1YKJ2YAB6gCWDBCHHmjmqBYbZYPgDqsEtAj+XzABdgC4slbUBMWCrPA3zELaBFHDBNdnaBmcK4RVWS8ckQxI2eFrZNWrJlGXpjJrlgx5s3bw6YMcDBPcLwLmyMwO7dACD54TphKAt2sGFTXEAV8OS+sGk6Jt6B8FhmALZcx3KCPFC+YpZHR0E+eYa6xTXRf9OR8xx5gp1TpuRbL8ygzPhfdMZijyxALCAsACz64Vz2+nYvQN91sfu36wE0QfFdF5JCnsg3nTaHxCsqwd2ujmxw9QA6zHdk9ObKcKr7XlNnzDg5VDu2NhgFyXvZ9DKjhTnHrQGdAJJ3AO3wOVpZmcpOHFHpAKNoNBLavu2V21xlqZo4adJn5syZOz9aXDLCYF8P8aiErpEOfvWrX/3R25n/lStXLjl0aPCrDkQWLFy4qFhs/HmXXbt2BeAi4CQALfpEwIQJrGARhAMnABewBShlOI0+FPZJpwWY0hABS5mQgwHDMjkATJgiQEQcgK6Yf+GUXSalyBcslXhg2wAZIMc1eRZgJt8M/9nMANBnEo/nacQAJCDOfoZ8L9n9nHeiAyA+dMbEQXx8V+Kmc+FdmWyjYxAmCtOF4coEn5QZ4AqAkg/KhzzKdd6NjhkGDsBKuXCda7qeiPWE7IYtNtIaWKXz5z30LtmIqNzkf81u9RJsuYfY6/o5xNr/W+sla60kz1i1hwjpTXB1he8h7kn1TkWp4BwJ9MkSF+VOZ/nkk+kyoa7RMVsduJSBq0tn/AnN5D0jeQfQrLhKZlatCmgFQ7z0cHD37bff/ri7dfddd9112oyZs35Ze865U+3QLv3/MADdfTzz6hjydFdB/9yxswsdIJ7nhsQzPnvVNcUPPvhg6KWXX86yLPIje8SVlMQCYEHnKvc0YHAAQIApz8AKAT4YIGAEmAJGAKSwSNRAMFTADqAEkMQMC4YKOInOluuAFsyK64xMAE9AlIac7gyjAaNesGBBwETZNVxAE1CFRcLkGTbDbkVgx3QoAC6/6TDElpl8ES/vQlqyqo44GV4TFyyc703eZPNSgITOSEBYzOwAaPIBgMj+lYQBTAVseZYylIk0xAKrpCHzHZqxistbqwOWJdfSyco9y3Y1K9bsNtd1PccicWmxYeyzGrgzC2JCixdfMLRly+6J9XVjF7tri2Kx+Gmtrc0zh1LDU0pLysaWV5SXyuSfqMQQccJk9eG6Mxhy8bu6nNerCfMKoO+8887x7MknM9cy1OV3v2u0JcXFkyTsqlWrXl69+h50ulfYiiwVKArFfpOScZJzkmuQOMipd3modWnXuaPeAcEkdHYORCZUVVWPd6BZ7cCtbOnSpWEm5gYHBh2opPW/W7dtD5FsaYYVixpAVBm8EzpSGj4TW4CsmF0Jk5aGD8ABSqgrAFOYLRvOApocgBsgDKtGXwoYkwYgC0vlHmAo+yMC8rBdBGYNaAN0xM0hq+koP+KAaZM3QJCwAgioAWCodB48J6AlwMpz5EesQoiLvKTtdcPBRCLXyT/5RAQMBRAAiFR6d5wAtCkXwF/C8FvKF5FJOwFb4pPdq0VfnNn4Ift/uo5Es/phPUEncWhrIr1xqlZ/yP/aR4YGNK3i0GfJh9R3zZp9KgV9FgC3k4o6PL/dtxv+yU/+vtNd+nnmGCFsYHH55ZfPd3k8P5UaPrOktGRecbRkWmlZKZssj3HlVRTkP3zkorEhl7b7lpX57Bc6rwAa0zEmxaSRifeu9P/BhNYEHT4SCZcII0LSOz/IsDASmnbyyWNy2Wk+8MAD35g6ddrVkyfXT3IgVXzTTTdnddqAKQ0fywhZQBAsLnD3BwaToYNNzaE9exuzlVUWHogLyCmT6wOwkuE4v7WuXNiJTLjBpmGJgCUijU2Yo5i2Aexi6sU9gI/7ACuqEeIRdo56AJFVczBfAVvyCsASJ0xdLCyEvYvqBTCnU0DtwbuQFkAtZnaoYmDuYgaGblq+gYChWIcQL6K/q94xR3S4YjYph9gDy325JiAqDFdb/Mh1zZytykG7C9AqCMtELTu19vc2Xs2MJW0dr8SpAV/C6PzoeG2avjxY9YecR1tLgGQ2sHgpcxwhl1xySeWCBWd1DA/PLdF1M5N6sIrT1cmL3T//b9SE3qOSVwDtGuw0aRB6cYMwKtfwxuvw4QxA29llkbE1NSzE+LOQqTyrV69eM2v2nGXYiQK6+GzgMdF/ajaLjDDxC6W31QqY5vBhHxJBfjLApEEF8AOgAT+JUwBKJmsAabEWAAwFhOTdADiek+XFDNtlqbOALcCJAJ56+AtrTWZM4mCT/JYORSbrxJQM0BeWL2ZiCPnhWZkga84sSwZgCSNxkg/SFdYqAEk4vUpOgEmsHTRb1JYRVh0gbFO/nzUxs8/pIb/Eo1UTVu9rQVK+r2anEp9lrRr4bXipRxbkdfryrGbtNp5cJnc6nKgqMs8flevdX/3qVz3/9ui/DxXl6OgQVw8/FCoA9HtfXEOeig1vOFIUmJ2NaEBBb106Yu1/pKioxNeo5JnB9EKKy0Om8tSMHfcXTHABeIQH7AAnWKfYCSM+m9SgIYQCnyFHDMcFcPXziDwnHQCALU7PhRXKghJYMuoB3UHJMBldLawVMAb0EGHmgDZgmZmNH+H1jAbLPYmPZwTgRIWUNsE6DDiUCeVD3rhGXqXjIKwe/ss1mUyT4beUpVYXyNJt6cx0OelJLJ86QZug2TAiWvUg/0uc8i1EfOCnn7PhhLVrgLcsWayMsnXUqElsJ6X1yppVj5ZPq9LQZWBHBUeJz5LisMRpO4XUcLDz0WnHIJETUvIKoKMlJfVBBYiEs0NWPRHiGvQIR0ruXrHo/SyQIgDhpEmTFh+ZUioq4WRYjxoAkBPbWJm4knxY1uIDEdtgNFDoRqbzLPppYes0fvJjZ81FhaKB1Ooq9eSYNHoBRNHnC+BK2pJXDawCuMLCOPhfAHTEijI12rCgYBmkDq/DSVjNMC0o+XS78rztCH1lrr+d/NbsWoexv33vodPQ72brg35XX2fgKw/L6n1MWrN7nb4th1Rq6KgRmjh03dZC+3Ft5uSjTeNElbwC6JJodFIAEKGwFxgdSIzwKRBhK3lVmW0FYiny5MmTj5hljncnWtzpfQJMxCFWAOI9jck79LXoc8VpjwZeAUIBNM2CfPnRgG6BW4BJQNgCg2aY8rzoZDXAShgBZAsCWi/qc9cqagQBdtvpWN2qfl7rgPV1nwrKBzS6XGwZ6Wu+NCRt6TykXHIBr9X95kpT58/GoePR39jXWeuRmBbdQdiORz9n07Qdm64nkqfD3/fod38Lexi0pEl9rampyVu3o3kF0JGMjplvz+fX5j/J9Az9GB0+HCnKOuHQDeDw73Bo+owZOIOPpBQixeOxHSWl5RfpRqFBTNsW8xtdL5YJ6FhhkqJnFparG7kGIK1+OezreGgEIOvntCpAMzA9jPYBv4/hiSmYD4j1b9vg7f/6WUlPX9M6Vx2HVlVoQBSWLws8cnVqOj55l1zAZIFR51OHsQxbxI5E7HWd/1wdsFVj+MBMh83V2dj3yMWeffnV307CHAsG7RrasK6PNk+OyByVM6YTWfILoCORWs0IZUid1tcGetsRAF0UDkcF6PSwWwsbfK9Zs+YC9/N3cq2rq/v3EyeVXY9KQ+IHkElXVAJyoCZhEk98DMsiEV1htRoCGW1IqhuxtnW1gJMpjxHsywcKWpesgUCAxQdq2mJAX9fMy7Jam57Opw2rOz0tmoXrcJY9+8rE5tMHgBLGni1Lt8upJU96xGGvW2DylVWucrHh36gD1N/XlsloIxFt0ZQlBp603qoMD6eGbZ51HjE5PepETlDJK4AuKS4LdMzablXsXNlNw1WSEf5nI9GiYg2MVrgHsDpA/Zz793cPP/zw96ZPn37l/Pnzx+JAXhYxiGpDqxBkuI9IAwtM7zImc5rNCvu14CB5GJFnD2O14XKxVZ0XC9Rar20bu82rBSgfg7Rg78ubBTzJiw/E5VmrdrAdwGidTK5y1ddzTRhbJmvrjQVALb5Ozqeu8F3X+bMAL8/ZUYSOz8ahQVizdqsOkd/l5RXR733veytc3W12R2N3d/cLq1ataj4ik6MI2dbvbt/NjS797CgPJK8AOlIUDox39WIDabRsa+QqWPmI8JFI1IKLZjvp5/pZmvyF5cuXf+cLX7j2hvUbNoYHMhNzYg4m1gWZOLPsWSbVNFBLvgSQBZw16InkathW96gbn23MowGHT0ZjdXZCyaanr+t0rWWBhJVykbjtaMKGt2WkOwv9rC5XK76ORH9z/W102evrejWhrmOSF72AxJalT82k8zPad7F1wJaF/Q6WOfs621zqKbHeeeKJXxZNmjjhb1ltKguPGhsbhw8cOBBrbm7effDgwWdaW1t/ctddd63PlXfHoFO+jkPyQBv5+te/Pm3lypWNoxbCe1DyCqCLo8XoiwOdr+yEIYCRse8t1eEj4XBQPnroqIeTUoGnzZgRveqqq7Y8tW5dsBOEts6QCTXAWkykcjVCxMc8LdvR1zRDfqMhsU8lIGcLeBYU9fBcp2fzaJmb1bNacPYNqTXgyv+5VBT6vm3ktowlnJ50tWxfA6kcFmBtXu08QK6OROfBZ7Nsv7mWXB2oLXtfnNb6wpazjd/3O1fnj63/q6/uDD39zO+C/7HLb2hoCM+cOWPshAkTz+Jwwb/y5JNPJuPx+P5YLPaSG00+70aeG9x5u2t37e9//5nZNHJ1/OzA4/4tAPR7WbBrloaBH4gnnngie6+vD4AOjVi67Qh0VDcYH4vhemdXLLRp0+bQ3r2NwdJk2AWALLt1RJRZmQZnbQ1gQUbitgzocN6O9F2tQUeLbVy+hmnZk2btiOjSffHKfZs3nZaP8dr3sXmyQK7Zn/0eGvB8YO3rWPQ723LU8co13zDf979vwYvEocvMlpUO7/seusOwwKxB18e8ddn76lSuyVurIrNlJaRDbPVR+eHeFW+GUmeo97W1tdGTTpoyvaysbPqYyspPnLVgYWhOQ0OoqmpMaPsfX/V2GiKk5dpPXlpy5BVAl5QUl1ABmLADMD/zmc8E/oBxDJQeloZHlEdRUTgYA+thsQ9kmg42jdg+SRqzePhC9BBYzjiTZ0IQz3C+hqUnljRzsyzSslYL9D71iNY15no/Ha8equtzLtWLj4X5GJwGcDG9872LlJsFUQ22tpz0//KMZcv2PW3eLPjZfL+RtYRm7RYQc40qJA6fDtuqRXLl0eZLl4NvRGbz78uPvieWL+J6V9y/2uelntE2cO6P8J03bd4S/CYOvBD+2Uc+csR3F9t3zu6ZEat880XyCqBLHUJzlkoAgC5atCj04Q9/OPT000+Hxk+YGH3ooYf+54svvvhlnLNEi6JRYQCID/SIJ+EqX+O+/YFvCRahIGInLDtcSBxUbFg2dtAMB3HfiWc3WX5sG61lXCIWVC27zKVv1g3aAoBvaGnVExpMtOpHA7XoWK2+Xjc6CzRW/SK6er2gRo9A5Fk9aWhZuAXkXOoAybvWLVs1ge3A7FmXod5V25aX7ax89Wu09CSeXKoZXV6++qLrg5x1R6tHYDq81p/r+C+77LIAmPG5Iv7DWSGKwyvx5U19xzoJPy7iU1uTAyEx+vvq9DJ5HLGILF8krwC6pLS0yDeUYpUfm4Wimz7//PNvuPjii69zQP1waWlZFtD1WZ6XyiOLP+S+ALKAjCxuwEJDtjuiksIqqLw4K4JJa/BA9FDe3svF+nxgbq/rOHWD8zFdH7uSswZXC346jBZtc2zT1GoUH6vXKgAd1up5bd7te/neJdd31vH7QE8zTNvJ+EYzGhT1IeloNYh9Tr+b7nzkWftNpI7afOm82/pj64Pc93XmUr+ZcwF4mSjkOiCNoy22+sJnOCCtbfptx21Zuhb1jnlpyZFXAO0qUlF7e0egjsAVJwxW2B4LVbq646HY1m2haSdNKf7LJUtu2LlzV7Bjt2WzmnGIRQgMQXbZ4L74suDsq+zCJKm8MA8Lbj6AtEBj9ZeaSemzFdsofEBj1Ss+QJezj3FpBm7Ztb5nWbctA/vuvns+3b0Oi+Qyj7NlbfPtK3t9zdfBWLar49Siw9v39lmkWEC1adr31YCPaKbu65A1IdAqGCEZOn5RZ9jOnmcgIDNmzMiG06Mm3VnojkR/m4IclrwCaHRlqBJwGvTrX/86UG2Izpgtn1LJ9IQHrj7LWlqzHtIQ3zBZKjgVEjUFKwPFg5pWayDCtBHuoQcfn9mNQjyuWRZq0/H9tqvl5J6cfZM/lpXbRq8brICnBWHEvp9NwwKwXa2H+IBIznYyT4OmBR4b3jJy38SfLUvNQC1YWCsSDX4WZCW/GuD1N9VAKJ28ZaqiDpI8WvWLL24O7S5Vwkq9s6ab+v3E8ZRm8FJ+WnUi5aD3MbTfXT8nz0h5WEZv64mOU5dXvkreAPSSJUvKv/63y4MKzJCM8wsvvJD1MseWSJrliBN331DZNkQBaJgwcYvuVLzZIbqBy1l2t85sL38Ee/axRQnnY9h2KDoaG5HntR9pKxakLDO1uktf/hANwhpwfelJeB+w+joREZ+FiS+sjyn7mKuOQz8jk73aysWWiy330b6DBniJR7NiAW/JJ/9Tb/DhIh07Z+og19kBR5uQ6ryJCwFE8q/LyHag8r42nlwjG91OtBVLrhGLSK6JT4Q29PS6J59pamp6OGchvoclbwC6oaFhTCgUzlZUqZxM7GHF0dHZGVq46OzAzSfLV3FHGmLyItMINSOyjZ74MNIH7GUHE4R4fRWR52hEcoivZV2h5X8RC74iuoFocPGpN3xsxQ5rtejJKGuOptmN/m3T1WF0Q/cBsB1F2I7JxinvbRu4DmfT0d9NwFb2bbRAnut7W/23nqQU5qvVWLoz0L/1mU5adwLiH1v2jSQeRnvSOQDE0rkKUOeyKPHVI+0d0MdUfSMWW/800Or6J4fssK6/hV58RJiurs7hWCzW3xWLJRLxRGwoOZQMh4dT7tTdk+jdcvDg/r9buXLlfkewvHXhvS55A9CuQlQNDSWzLESEikdF39fYGOpzFeqSSz6afObpdc9fsPiiC4aGXEMMjWRnurLrxnja/FNDZ5w+P8RilW3b/hiAM/vqib8N3QjEtzHsgMaHukPEsmidrv7fB2A+Cw4f+5ezZkwahCyQSxn5hps+ywTtRlQ7VdIAZ1UF+h0sONrJQMm7XNOM076vlInd/Feu6QlL/Q6SL5uPXHppDr05rEye6Y1huca+iLIbi2yMwHUAV+qlnbfQ+dadpPZ3bUcttqOznavOv47flrmE199Af7v0c6iZwsE5mUyDf2poaLiurm6wpyeR2LhpfVdrc0uTA+L9bmT6unvPHS7My93d3Zvvu+++vlBBcko+AXRlKnWkxQONUJzRc8S6ugZuu+22xY/80z9tmTfvfacPDAwd0VAs2Ekldowh9fru3Y+0tLRcS+WVrZvYPUR2kJaGLwAty74tAOu0bEOywKCtAHS+dHirMvGxKh0u17DfgqyOQzNxy5QtuOSaULPXbDz6fWw4Cyo67xrwtE7V5knSsgxXOht9nf+ZaJZn+F9cx2LVIPHJRgvWptvacguYW0aeC2Blj0T9PazaxVcmPtGdlu2c9fPUaVe/B9vaWnviiURs4NCh1kg4dMCNQvY4IvKqA92tDog3ffe73233JlSQtyR5A9Cu0bix1uGGKMuvNYDAdGPd3UGPvn/fvv8+9aRp64pLSkaUka64mv0lM6zRMaQPzJzVEHr++edDe/fuDdQXmNOdcUZ693g2aGXox27VnGnI06dP9+pQNajohiJnO6SX/zX708Con9MNfbShvIjV1+r82Tg0sGnQEyZtOxA7aebrTHLpPu2wWu7Z0YG+Lt9fs25RfaGqIj8yQUznDQiiXuB/8Z0im8PiIlaXi+5wfXbVtnOV99fvlQtg9beQb2A3XrDlYL+dTlds74XRNzU1Jffseb23s7MzlhwcbHPBmtz9PYODh3a6Ud42B86bUTeECvK2Sd4AtKtoFZpBC+hp/SUe7Wqqq2pffPHFgc9//vPFrW3pDVF9LNYywng8MM6PjK0dfwr2n1LxaciiO5RO4KWXXspuEdXQ0DBCd2gZk1aj6HzrYadveGuZk/zW4hsGSx50Q7fxaudOVrWg8yOidbF68kinJaJZtAVpPXIRsBUbc7swRO+qTXhhp6LbPfXUU7PX+V/0vHo1o05b4pZ45PvaTsU30aaBWPKuJ/90WP3NfPf1d/Gpbcij6NRFv97R3j6U6OnpSyYHuvt6+9o7OruaOjva9/b09O5KpZLbXL62rFmz5rWZM04OnfeBc0IFefdI3gC0q6zR4dBhHSlACTvSeluOjZu2RA4d6o/09x8KGjF2ypb92N8IDYQdrrGFZuGJ7DhN42cxCunQWEhDGrZsgZWLQWmwlnuaSftM6DSr9w2LfXnX132Aq9OV//XQX+fbxmeBnzKQTkfya9UPWpcr74GIvlb7fyAMLFZ27qa8Re2AuoGylzwI+xUVg86vpGctd/QEp15qbhmtBnHfZJ0eCelRhe87+TpLvWWY7OjuCEFqwFVWx/bjAwOH2vv6+5r7evsbHdt9ra+vZ3t3d/9L9913z/aUb3a5ICeE5A1Au4aXjIQPOwHy2SnTJsSWWRqCbTy2UcmzNCR0yoAzAMIQWYbHAEUmD1mAJjwWH3pxhg8IfWoI37BZN2gb1qd7tNc0M7OAI0Domzjy5c+CvGXEVu2h2Z8s+gGMRc0g5mGUI2f5X9QM9r1E52vfy1emepRg1QP62/v2RLSMXqdhwVazXj1pqrf+QmTUFXXlgHos0d8X2OhXVVeFxtWODTqgPXv2JH/y40dO/ta3vnUw9AbyzW+ufqMgBXkXSx4BdHgQFYcepvoYjAYXdMQ+cEN8zBUmh94ZYBYwIS0OGpsAEM9yHyCyzNP+Ho2162u52OybARN5fjQWrP+X0YZlmva69rstIh0SLBeLBsIBxFJe3EcPrNUokoZ4/9O6bb2Xo82vBWZho7IMP9fownY89rdvgtSXRtYnB0BcHFjzDPf39yddJ953qL8v4ZhudzyeaIvHu1vctQPu+TZXDq3unZpcdO3ufofr7OOuLIYz71ruwLvOxdP+ZsC5ICe+5A1ARyKpgC7TeE455ZSA5eLQRTMoDdCc0T9rXaFlRQISMmTHrG79+vXZSSVZuSgslINVjAxPUW1kVzEaNYvkB9GTYCJaveGbDLQ2vz5maAFd0taWBdqeV9+zM/28Z11dXRaURXUkowQJSwdm9do6fZFcjFdUQz4dtT7rZ+07i9jfdkGMMGZ9z46YZHKN+YSmpqah7u5Y79BQqiuVGmrr6+9rinXGXovHYztdR7/VdS4b165d2+qrm29Rth+DOApygkjeALQD5KQ0MBgaXuwAy82bNwdnbWHgM7PysVer/hBH/WL7K/pWrgNO2LqiBmEPQrGF9qkVfKoLO5TXqoFcQKRBWzNRPUqwk1ryDuJrQf6X32IuKHkXawh5Z868mzBnDbZ2AtCak9l3tuxd3891z34brVrQNtH6u2k9b7Qo/XtgIL1EGvB13wvm2z80lOwaGEi29PYmDjjQxbLhlXhf3+YNL7yw8Re/+MUhT7UrSEGOSvIGoF0jHAqHDi9MAWxgsKzUwic0umeG2ej/YH2wXZnZF5DOtTxZgEFAShYQIKRFB8BkFcN6vNnh/1l04Ews+hiuiB5y+9QUNqxPF6o7Hv28gJK8l4CxZvXa+5yAq3Q8iOiDZRSh30MvWLFs3jLazDc6QtetVRG6fHSctix84eVb8D8dSEVFOZqH0P79+4YOHmzqa21p6T40cKi1OFqEemGPy/sON9Jh948/rFmzpvON6ldBCnI8JG8A2gHhjp07Xz3YMGfuZP7XiwMuvvjiwDXiYGYvQfFEB7vGDE5YorWOQDQYAEiyCkzSEPBCXcKKQYb/sGlAQia80HXL5rIWoOSsGbZvIkuYoFXFINrkTE+yIT5QFHDVohfT+DoMqzIRsWDpY8C6E9TPWbWL5FerncgnbD+90W4auB3ZHeyOxXp6enti/X19zb29fQfctaau7lhToqdnz3Ayudt1xq+vXr26sWDhUJB3s+QNQH//+9+PudOUtWvX/suCBQuvLIoWZy060AnPnDkz+B+HR1hicA1VBGIN/RHL3hBAAvUJgIsFiBbi4BpgwgGTRl2A/w5hqHQOsHitbpH4rTpA2yr78iVgqdUMPnC06hCf+kCzXZ8+3qduELEgbHX9On5h7HJNs3M6t3379g21t7f1DqVS3UODg20OkJtcWe9x32qXO7axz9199933phdSrFy58s0GLUhB3hHJG4AWWbp06Wfvvvvuf16wcOGjEyfWlQvzFPaq7Z4B0NHATZ7VgMpkGcDONVQbMGXNPMXVKMKzqFgkTg2+On7N0H26al9YnWdrmWHteS0Tt+oIa16n30dbpvjssmXCTQO5sGBRp3R3x4bj8UR/PN4db25p6WhvbW3uHzjU6CLf6UYk2PG+tGLFioI9b0HyTvIOoBEH0L/42te+Vjdr1uxnFi5cdNZAZkcU0QsDsgA1jNeCogY8e52wMGJx/SiTg7oDQDR75bf45NBWEhKnttCww3sJ42OvVjetxaoScp19LNnHzFOpIfwEuvuuAxpMhlLD6TxTDowKent6Btra2+Id7e3ur+2A66D+6J7f7B7d0N7e/qYc5ixfvvyNghSkIO85yUuARr7xjW/E3WnBvffee9eChXgu+MsAAAL1SURBVItWlJWVZxWdooueN29edtWateiwgC3gxQSj7OwtOlLtCU5bE4jQEWjwzaXftSCZi91b0Ja0tTpDr3jTDF3HL5K2ahhAxdAzMHCo3z0XHhxMRh0wF/GKFeVlg0VFkf7e3t4mN3rYGYvFtrjRw0vuvV4s2OsWpCB/uuQtQIvcdtttq+5aseJnC04/fd3kKVMncM1OeNlJM58eWgO1XbBhV+b5dLoaiH2ThPqsOwSrf9agq5m+dq2JaJ8TnB2wDnV2dvS5c6I7Hu8dSiaLx4+bUD1n7pzK3z/33Jonn/zNmoIpWUEK8vZK3gM0smr58pcdsNXdf/+3H1u4aNGniiJFgdP+0VSemknbw7JshN/CpC1rFUD3MWWr7xWxKgxtwSF6bNF5ZyYohx3oDsa6u7rb2tpb2trbXuvq6Fofj8f+s6ur6/ePPPJIj36/pUuXlhZFwv/jV7/c8bPlrnxuueUrx6y8C1KQgrw5KQB0RjITUJ++++67Lz/vvPN/UlVdUzJsJtg0kFpARnJZNIg6wTJvRK/Wk6XMogbRlhr6N+FlEUWg6y0vC1VX14T+7X//64pEIvErF7aUw8XXzXJhB8AHH3roofhbKY+1a9fCllcdRZEWpCAFOUopALQRB9CP3nnnnU/Nnt3w7Jx57zs1HInkZMQWkK1qQv/W6gVttseBzhpx4DrcHYsNJnoSiXg83hVPJDpjsVhHb6KnNRqNtDvQbSkvL28LFxX1u0gGXBxFTiZUVVWd5s6Dy5Ytu/vtKKOCFKQgb48UANojq1evZjeI+d/97gNrzlqw4GsO/MKaLVsmbYFZqymEGbu7oZ6e3mRfb2+is7Ozram5eX97W+vO/v4+/PG+5NjwsfLVUJCCFOQ9IgWAHkX++q9vvmP5qlWPnTJ33m8cS63t7u4e7u3pGR4YHEglB5NDg4ODQ32H+gFdd/QN9vX39UfC4Z5QONIVGk61OEB+PR6PbWcBxbp16zb94Q9/GHyn36kgBSnIiSP/H/5TL/UQM8bWAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>