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Laserworld RTI NEO SIX RGB 2 (Laserworld_RTI NEO SIX RGB 2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="RTI NEO SIX RGB 2" ShortName="NEO 6 RGB2" Company="Laserworld">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>0a690e93-9fba-4918-9f76-36a204d31003</Thumbnail>
  <History Date="11-08-17" Author="Nic Morris" Comment="Created" />
  <History Date="11-09-19" Author="Nic Morris" Comment="Added vdim to cells.  Added Atlabase ID's.  Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="710a5604-8a2b-4883-814c-d55893287618" />
  <Control>
    <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="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Dot" Display="'Dot'" Dmx="1~10" />
      <Function ID="3" Name="Rectangle" Display="'Rectangle'" Dmx="11~20" />
      <Function ID="4" Name="Triangle" Display="'Triangle'" Dmx="21~30" />
      <Function ID="5" Name="Line Horiz" Display="'Line Horiz'" Dmx="31~40" />
      <Function ID="6" Name="Line Vert" Display="'Line Vert'" Dmx="41~50" />
      <Function ID="7" Name="2 Dots Horiz" Display="'2 Dots Horiz'" Dmx="51~60" />
      <Function ID="8" Name="2 Dots Vert" Display="'2 Dots Vert'" Dmx="61~70" />
      <Function ID="9" Name="3 Dots Horiz" Display="'3 Dots Horiz'" Dmx="71~80" />
      <Function ID="10" Name="3 Dots Vert" Display="'3 Dots Vert'" Dmx="81~90" />
      <Function ID="11" Name="Circle" Display="'Circle'" Dmx="91~100" />
      <Function ID="12" Name="4 Quarter Circle" Display="'4 Quarter Circle'" Dmx="101~110" />
      <Function ID="13" Name="Test Picture" Display="'Test Picture'" Dmx="111~120" />
      <Function ID="14" Name="Rectangle +grating" Display="'Rectangle +grating'" Dmx="121~130" />
      <Function ID="15" Name="Triangle +grating" Display="'Triangle +grating'" Dmx="131~140" />
      <Function ID="16" Name="Line Horiz +grating" Display="'Line Horiz +grating'" Dmx="141~150" />
      <Function ID="17" Name="Line Vert +grating" Display="'Line Vert +grating'" Dmx="151~160" />
      <Function ID="18" Name="2 Dots Horiz +grating" Display="'2 Dots Horiz +grating'" Dmx="161~170" />
      <Function ID="19" Name="2 Dots Vert +grating" Display="'2 Dots Vert +grating'" Dmx="171~180" />
      <Function ID="20" Name="3 Dots Horiz +grating" Display="'3 Dots Horiz +grating'" Dmx="181~190" />
      <Function ID="21" Name="3 Dots Vert +grating" Display="'3 Dots Vert +grating'" Dmx="191~200" />
      <Function ID="22" Name="Circle +grating" Display="'Circle +grating'" Dmx="201~210" />
      <Function ID="23" Name="4 Quarter Circle +grating" Display="'4 Quarter Circle +grating'" Dmx="211~220" />
      <Function ID="24" Name="Test Picture +grating" Display="'Test Picture +grating'" Dmx="221~230" />
      <Function ID="25" Name="1 Dot +grating" Display="'1 Dot +grating'" Dmx="231~240" />
      <Function ID="26" Name="Blackout" Display="'Blackout'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe" Display="'Strobe %.1f Hz',2.0~12.0" Dmx="1~127" />
      <Function ID="3" Name="Grow" Display="'%.f points',0~256" Dmx="255~128" />
    </Attribute>
    <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>
  </Control>
  <Mode Name="Cell" Channels="10" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Mirror" 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="Pan" ChannelOffset="4,5" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="6,7" Wheel="3" />
      <Attribute ID="Pattern" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Shutter" ChannelOffset="10" Wheel="4" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="60 DMX" Channels="60">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Mirror" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4df4d716-c8a1-4d79-8a1b-95b4cff74ad7" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Pattern" Wheel="14" />
        <Attribute ID="Zoom" Wheel="19" />
        <Attribute ID="Shutter" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Pattern" TargetId="Pattern" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Pattern" TargetId="Pattern" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="21" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Pattern" TargetId="Pattern" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="31" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Pattern" TargetId="Pattern" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="41" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Pattern" TargetId="Pattern" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="51" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Pattern" TargetId="Pattern" />
        <AttributeLink SourceId="Zoom" TargetId="Zoom" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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5pyyYM3wenZ88C7rDEHaCVqWBhaZXMHhftvRh+9uf+TXH6zOyT3v3ud9/YXl09/OtveMN1G9H5vr/SBkCfY+mFL3zh7fd+457NH/nwR6zK2/OLb+hNgO/7lmXNLS5Dp1/ASGuUWBaq0rggeOc/3glXPOkprce2BhsJk9MijroXfOUrXxk5+vBx6LS70Gw2LAg3YHlxiRj0wvwydPs9aNjvT508Q32Nv7397b+f79q96+oLz99zdbPVgF/8xV/8U5vVyce0Yhvpu5o2APocSjfd9GcfvOCCPU98x9t/H1ZWV8i7AROSJgylOWHVY7SHFs4trS8ucmjfpAUvCoaxwaDPsfTmN7/5/Ne+9rV4eAL0ij5MjI5BD71qul3YfcFuGGs24dSZOegWBdm5W42MgzOhMD5zhn5vtBrVhz/yvzbA+fssbQD0OZL27dv3vBe/+Id/EncK4gaQqkJzZi/46lYcWQ0dgXlnXhE2arht20DeDNUGgz7H0vj4+BPuP3gQut0u9dOYZciGNu30YG2tbX8fgVYrx33nFAsbGbRxfuvTk1PQwLCrkN3/WNdjI3330wZAnyNp9+7d//YPbvgDOHr0GHljXHzxBXDw4APeX9j5ekHY95e7DSDi51uxD7KBDYA+x1Kj0dh88MBBcj2cmZ4h4B0ba8HoWBNW1lbs380wPTMNR4+dhM1btwG42CW40Wh8YpwcQaamp9/4WNdjI3330wZAnyOp1Wptmzs7S/7AO87bBr/0S9fC2/7ffXD27Dz9Lhs+xFW4MlUIOOQCGOHbXr/ffOxqsZHqUqfTefCF/+JfwE033QQw0oROexVWVtcolgoy5l7vDLvqWVbdXluDVnOK3CjHx8bY1S9vfPqmm97/oce6Hhvpu582APocSe12+8iuXefDXXd9w07QEbjiyivgpS99CXzog/+DfueNEe7UEwLqgrYmS5jRsuLNKnambwD0OZbe9KY3fe3eb3wDpicmLItuQyOfIDa9stLhQE22v8fGRmB5ZY0E7/l7Luht2rS512o1lsfGxz58443v+b8e6zpspMcmbQD0OZJmZ2c/8vRnPP1nPv6Jj8OJEyfh5LGj8KqfeBV0+134zKc/y6d1uB1oaMooXRyj0tmnKTax/dwr+hsmjnMsveMd7/iZF7/oxbSxaHQM13Bb0Gy2cBOK/dukBUH0nT554jQ84fJLy7/9+Mc3+nAjUfquATRuFHjLW95y1eTk5FNHRkauaDQae+xru0WXTWNj46Mc6yHD7cGrvV5/dm1t7WH7Otjr9Q7iKc12AJ8py9L+1msffvvb2x/AbWDfQ+k3f/M3//KTn/xEf3pqqoHbfD/x8U/Ca376NfCyl70MvvSlL0NBQfUz4KChEilTxVxGj48c26/YELrnWLLa0Js/+uEPk5eNgSZtbc/zBrnbSbwOBGhaQGi2Vh7r8m6kcyd92yfzW9/61ifMzMy8aGpq6jn2dZV9v2difGzzLbfc3MLV68XFBVhbWYbl5WVawcYgMabscbSzLIfclDA2MQpbZqZpC2yrNeKDy9Bhm5Z5NH7slXDzl79EW2r7ZVFZ0K6Kfr+y9xeYev0e/t/rF2WnKMp2r9ddLcvKvsol+/UCvuxl8/Z11r4/bb+fte9P20lyutvtnnzb2942993eEIDP+7M/+7OP/8Azn/mKT3/q0/CpT30OLrnsMrjsskv99uDSlOTJQdbnTJizC+JT+QD1GyaOcyxNTU6dd//990Oz0YQlO+4XF5fhkksujK7B3YWtVhM9PDZc6TaST98SQP/Gb/zGxNatW587MTHxQxaAnzEzPX359Mz0rm1bt0695pqfMvNzcwTEZ+fOwvHjR9wpGSFQjQSW4SgIQKofw44F3KKgCGy5O+E5jTrGuOlCWJZ47BGf2Oxc0XI6hA9gjEJastmWbbMUkU1OVc5hZDSH8bEpWqSZnJzyEdnwJOkf+ZEXwec//1nodLsWEQ26HRcW5DGQQ88CfQ9lgH1e35L4njGZ/du330PXGPytskKhaNtyur/9Ffvdsn2/YjWBRfs66wTDWSsMjiwuLh6xKjDGzYADBw786ite+cpXIHtetBP2v/yXP4Uf/dFXAuoKHBwIuMWwvUpuQwyaVLqjpPBPp9PeYNDnWLJ9fLbX727Ccb6ysgZLiysUEAkjE4IdsnjoLmpNk1MTlpxMbESv20g+rTuZr7nmmvxpT3vas2ampl68eeuWF27evOXJMzPTm37mp69pIBNYsUx4hf4uwtzcGTj84P0AEv1LwkbSSRocfc0CHu2cMjkHjjFulxzFIHZ6u//OlaGSUy/khI6Mv6STq+W4Ignr6CORuQM+3VlIJAAKoMM4ddjehbl58MGKHfhJ9DRDQE5nMls8z5qmCieT4CVyOjNuLKAYa3iCtGP6+GrY73HLbqMxQdfzTsAGO8g59ylcqUezxe2332Y1ipXiBS/4oe6u83bB+efvhoceehhOn5qFP/vT95EAoftziaTsnDaMO5zVFZ/yzhpb3/nOd/6qBf87LDDcsW/fvrl/2hDZSP/UNDc397WLL7nkkvsPHiCSgBH9zpw5a8fAKGmFZ2ZnSZvcs+cCmBif+J+PdXk30rmTGq9//etHdu3adfXY2NgPjo+PP80CwWX27wWWJG5+zWt+qoUxiNudNdr1dMKy4YeP9C34IK5zVLXojDVwwEmsLoTOpYUs9OtsNsB54NMgzdwFyFoxkIxxAXt12MhoowY4Jm2MA2wI12HMYDlYSJ+AUckhQt5yC3I+nI8s5sDfsmRavEGwNWD8gddy5p2cDlK5APYIjv1OH+2G0Ks4cL2OVsbFlgD0AUSD7YTbwsVWzm3OY4cPPQAveekPw3//bx+0zGuF3K8qF6uZs+U6VBALJ9IMbKP0+p3ppz7lqj/AeuDxUDff8iXotttVp2M5nG30jqXYaMe3eeJfNPusIrsvinLJvkfTz6L9Dd8j2ydTkH2PL2T9p9rt9ux11123tBET4tGn06dPf/SqJz3pJ/7nRz9CwnZqahJWrZZ44sQp6rtTJ2dhZKRJ8TnmFhf/6rEu70Y6d1Lj537u37Q/9rGPwZEjhzmge6cNPQs60zNTpIKh3RgnOw4ktJGh83yj0XQnduTeZEDmAxeWUQDSZCZ5XBy0HNk2hoBEKyoGXEdhgGt/+B5jS+CLn9uKA59DbPqoHJsuyvAdBhdCc4kVNvxoiSIZHUkUSoblwXrKqRmM28j+A+DqQPB8enRF4C0HnWIaOItOTgaRoPEQtwneywHtXcB5+9q7dy+86if+FXz2s5+DY0f5zEEKlWmCAMtNRn1AZhn3F9tuaWkJD3SFbdu2UvhKOY7V/o626eb42Oi4hNrEeqEXQcO+sA8xPgRexotXDbb52/7GeMXYB9zPObzi5f8S/u5zn4Fur0sO2GVRFjYvi/FlH01A9m2v6Jcd++yuVd/bRdFHkw++1pwwQMGwbEnAUlFUK/Z6MQPNWyEgwgBNQLOPxXrAtzsdO3bsw895zrP/q20vmic7dm61bdeHM2fPUmwOjHh34c7zcb2l9xccJnYjbSRKjYceegg+9MEPWGDu0tZhBEcEVgZRA1MTk2jXhOXVFTtZ+cDOTMA4C0CNkzpvcijMpmVuIy2e1PhCoEWgnJqcJDDAa4nhEeAz6AvIMOBk7rSNzJ24UUTnysWnZXCq3HfIa/H3226/jQD06qufCwaPRyLQXiMfY8lfH0tUOjs5uas5Vi0ngfAxTpU7c68aAGq5Rsrnk2P5EjS+coCenvysBYB8vvwJl8HFl+yFhw49BH/zN5+kRVURgrkzPiOrtk3L0O/KN2q/mF9ctP3Zo0D+2N50+khRwerSMvS6HZidm6Pt5Gu2Ty/csweec/VzoICubR9VfnK1LkkQ6FNRKCi9uwR3naPdv0Tbv9Jw5LRtWvilRUx2AySBjuPGljPHsdEcob5vNvh4LjyXD7UpXEzDsJwoEH7sR18GN3/5CxWu+NpxVPRwMaBfdMjbp9Nb7fZ7S1ZALPUs20dQRw3AsX/UBBD0O7ZOXdQUnLZAi8XoFWSZ7akbb7xRDmv8jiVcY/jiF76I5xTk6P+M/YgmjU4HQ5HiHJuCLZs22/6xnbKRNpJKjQmaFA2orCQvyHMtnPiAoS7XOh1ot9c888QTPYoKz1RGl6H4mCGJHxCfTqGDoWdOq6+8ak/fOtstAgwdr4RAbQcx2qtxwpJLEjL3JgM6ATx9btBkZhbI3yEQoKni4osvoetwsY1YP7K/LCeWLadBMwmWEzwAQPbmOYAm84KUE+vljlUy5OxW+jZBtj5GJzID26JtudFtCutQWKaEAgavQ5MD/s7ZxUw6MhW5fPHaiy+5GC7auwe+cc99xL6x/Ju3boJNm2ZQdbb1W/FB4sdGR+CKSy+2dTUWgFdojWB1dRUWFxZo1xouvvZ6BdnXUYBOTo7DmBXAtApacPB61mJKPsBUTEwQ3Pr8cU4Q+tkYE/Wn8doCm6YyJ/RQUIuws7zZma0M2cM8rDPKew3HxRhBcZFX2Ly0ld1MWvDeigSCBXqDTlnBsTIy1qTYygT8lgDgd8YFzEfTHPVB3uDf7bi55eYv2XZZLXv9kvx/LPh37Zuu1QbQDGQFAbL/ikxC9oo1q5VZxm81AQvyRb+wGkCBnkFz9vc5+/ckvmxbH7LMf0H689prr23+n9dea4dFkxYHUSMh7Qz9osdH4Pzzd5EQ76D03EgbSaWGnfB9C4h0TJE+6ZhTRWfbgVscE4aUufc4g/BMPBzochTQuJ3wuHCIqaBg5W4iEgKWdG/pJm5ZChsVJssnXgiAhkNLnd1Z2WAzt6gn4MGLi5Wza1fM7huZU91bMGqBZ3l5xbL7UWemYUYnDF4mbE7v+XtidhbkW/Y9mVBsfaampuxE54mfe/NCblXWHpW3bywA9pk6o4BbWFygI5EQIKazaYCmUQAUTpyW+vq/Ls4Gmmme9rSnwqFDR2ilH9vg+PFZOHb8FB/3RIuVDOa4ffhrd9zNws2CVJ8OdK1s3UdgZHQUztu1C6ZmpmGTfc1MTxNLnZic4JM+EORt3cVLhiPjAQRpGxLb5Ct/VqAfLZWcQSif/TBSawng1gUwMTuvMifIIdSb3W+cQKiAPB3IZJZnbsc7e+nQQ1AAolApMwrb2YY1PvVbnZlo3AJAWI9wGTOBwAsx96Z9P0bXZ7Ig7IQACqxmZtuyaduJWb5oe2zyY80Ax0bLAvBXbv4ixuq2wF/0fvZnX9ucnz9L0ezwtBQak2MjcMHELhIiaN5qWzY9MjI6ft11b3tDszkibqCnrdZ3Fk0+p09/3LL9W7/jbH8jnVupgSqjndANI4tPom6DG8w0sWS1z9lay2ACmLFM7pnPerZldVvhocOHYfuOHWyysIMXT5HAFepVC9jz83P2t212YI5ZIFm1IL5Ck2thfoFspQiiZ87MEuAj28PBj9G/kHXhOW+obpPppSw9u/Ll9R4cJfQxyhuG4rTgSECJP5kS5ubQ3tdTJ11nivkr+zYJHyOUkadyWTnziyFgzpzpRdz2WE1nRo92e5ykyN4bjt3j2XN4zenTs/Q9TlD+nYUBMjrOi/PEMiD4ITM/deo03HfvfmivtYkBBrMOL9RSBDvSfJil570cJi0YT1sA3rx5k3tttu06atnlCJUzc4wyeL+Ubkci50yC1b7QCwX7AtcmOMDPONWHxoeJT6f2NniXjwdr6hV3xp9ymxTwE9B2Jn1Oyf3UX6QlMFBqc5csvBrpL1y89QfYltRna+016i9krgLSei1CxruYcagYFOo1Nn2np3Sj4EU/fmTlonki2cB+w88NW9herz+C0wUD8+NvOPZRMDYqq+01Stz6KZlj3SYvv/SSt09NT7ojtnKaD5xeDLfdegse11VZMlB2u72ClZJ+r4PGbai6dhx0ut3+qv0OzThrtpyrvOhbLNvvluxvFvQry+xLtPXP2u9Ofy/Z+r8XE87yJTtwx6tS2UHFayG9Wia083rAyXj82An4xN98nAYTDlY0Q2Ds4tyCUwsns2O0aJtGYBufnCTwwEUvXIC84Pw9cPbsLNfoR1MAACAASURBVAE7mgUQTCYnJ/kkagvQx48fh89/7u/o8eI14lVhlWRjIS5u0fzJwJ/4vLq0RuUVcE5BRQN1JZ4b4KanWzTkRTV3erSQxkp5nXhXvSAv/GQWX2x3j7B9zdC8J4ac+OzaF801GBe6gfZ6MP4QUw2OvEONWfTExAQ89alPgW1bt1E/NJwgoHxzBDo6lQllLYEi5k3OhCZ4uKCgICFhhRweCoD4QyaoLPemEFyMROGJ7n+4voAASHV3DFUzVT3vtZcLml/Onj0LmzZtsprXmDebaKEpY5I1BWnbVNML1wXzGv+Dj+LwnYPCZGAsqL8gtTGK/UO8XtAg84kVAGsdWF5CEjJPdcKx3esz2e2gScP2w1qnTcwbNSJ0UUVNLCemntHaSN/OnR3nXQxLC/M2rwVXxrCQjcIGTZAWlY3tT1yGwIe3/BhUHkqYGhkv2JsRFPpN0kiozE3cDDMubqSAJs6mJRA//mOvgK/9w624eFnZeVdYAdBHc78dLz0kcRbkO71+2bFfrtqy4mLvmp0TS71esWh/XwbcBFYUc0XRtewf5u3YOIObwOw8Pov2/uuvv35jh+S3kBrYgOPjEzuRZRpBHufxIClaOAJhN4JCQPEinDnaEoKeZSyrDEcVOGttiVooBYLRSUwTmRuo7D/c8ItxOZ0gUpDymXpviGlSFug0o/N/nQmBAMLkDBlVOTBZcbJceOGFdoLshNWVVQKsvguevmonT9dOMtx8g0/GaGNYRmRja+02aQnIqlcphnNF94gLXiiricooi54I+nrBUbd1DCTsYRL1hfziwL5y6n7fAu4/fO0OAlg02JKrOGBdmmyTzXLP4PE9AsP4+BgJU44LkZOZh+z6OV6Xc584LYHWCWii2zZw3jxd9LYpCpDdnr7shl0VCT6cvV9Ou8bizi3Ow30H9sMVV1wBI+OjBFhoWcFFaSxP1shVW7gDCYysATim7lC7FNMJlsEJy8pIEClc0KwXyJhKt0ZAAjMzjmFzz3G2lXe5xJ5C+z6eeIKHz6JwWbCgevzEKdI0xPqO7bJ921Z6P7ewCD0r0CgWhxUWuFCIeRStEegvLtox1oZt27bBlbYdlpcXYGx8gvqoFPu/4QNm8fncRvY5WFYHuihtK5kLbtxWZcZTsusmopGRaBkZLIT5HE1JeRogy8FDe0m483hmzQrnJHn02M/oGjgxamlDNsaeXsD9gWQNr8HvRMO8+ctfRHOp7UJ09ymKHpr7MVlER1u/JXcd2/4d+/2KBXbL/gsrBKolZv+0AxhNPnPOFZTMP7jpC/Hru7XY+1ikhpX4x6yK9kT+GGigsB/NKLR6593GvJNwkrNbZBufHCOUnp1dJJus5EWLdXagsb20QWyPwAptjfww0D7N8gzjJlepHqiBOXO2YuNMBUUR3NeMYxp6EQxzRw0RX4t2suAkm7cT7pJLLiEQ3r59B5UZf8NyIovZvnMnTKC6bz/Pnpn1bTG/sEBmAWyS46dOwqaZGTrUFZ+zYNnVnAX5kydPDoCstuWWZRm3s1MH9HdpvTGl/tcM2oYWANHuieDcxDNOyaLBbSWsF5kfgV4VgEjanc24xgtSCtokbD/PvQcOAkfeyNwCXO7/ItC0xJTjmDzZ7xtsS959/vmkbS0trTiBwuajHgrmXsk+6RhaFW37wAAemCICIYMwRSlxBxfQDlUnnMSJvVJti2VApovv6Xgp5zzRcFoeA5AhgYD++ZXbtUnAZ/9ixMEHHzhCv6MJAjU9FFhYblpPAdZK8FQcLMz84jKNnyX7FzUWzGN1ZQ3W7CtzNmw8W/IrX7kVLrv8cmo7WZ/wfV6Bc1sd1Bx8XxkmFtirKFjdKAAAmR/xNBVBFMaVWgMhQccCVTaVUfsgwejzWhGaeEKOK2FM+kEY1hDc/DO85Yy8BZqZmKjEvuUWfVtNDvtAaz05u3s20ePHCm3jMAHn3qidg6Lx3XbrV6HbaVcW97G46O2D0R6I/VvBaIUAYNiHVSsIVq1UWEMzkBUTi3aOkPnHvhD0F5yb5zlj/kGAPoQbLXBiFHIyh0oyqCk5ASvs2AjTVh3vWYpb4EGAaGYtK9kzlvT4UDs5OxYQDR3UFNR7zoAnGH5ChlBqUDLClgJDk96PWLHtMB/aXtk5vVcB2scrnvyYF4Lo/gMHwW1SpPTgoUNuUiDDkkVLZqVYyNyBE0+aihZH8TgjXJBDtRFVXGSm/PzSAv12eq8BWv7G4CoLV8FGrieO1hC0LVaDN35GkKGDSKvMDuRJC0QtwirUcLJmuN4YMf4atnngFDBVMMmIqcKBPcYDoe9o4bMgrwQWdLxYqcsiArB044oBrHQGEONMFuzOSRFFTHBlZLBkP+xmJuDObB7P58NFOvHwaZF3T06Lugj2eF+zGVw3SWDbckxMjFN9MzepSVOyYNNSJpDM+dPj9nn2OqnI/o8axehIkwYEMueJyUlixCRc7TNpfcT1HzJk/H5hbplADHfQnjlzmgMigZhHuHzYT7hugfXBvsINXOh+StcpO7wseIpJY1jC/Pw4isxEWQLG8fs0lXK//YOalJ+H0T2D93vtmpK4aII381XqPpnD5B2GfYRatlsELqxw7kEXtNurMHRTgd9hLILa5Y//5laooMdPy+OTe1Yl881gWG47BiyZGm2NEl7gT+MTE0Q6aP3A9geaWlF4/OSrXwW33/ZVLEfV6XQtztteLcq+7WcrD+hf7FgLaWj+KYj9228t6+8v2nop809B7P+bMf801tbWDqANkUwcRm3KAG/BCB1pGDS53pVv8AgI5XrXv6hyrRZtcEtFbHYAtqnh55GRFp4mAqfPnAEji48gquugSj9ge3TgHHyNwcXfABBPBHKVc/EqdD5a+BgD0UJZ5hYLkeWDM1e02102keCAEhZeMfDMnV2CRsvQRDvtnnH04aNRebWKrb9L/aClsTVwB7/ruNxp24iQ2r3rPAq0tM2yfTx8dm5uFrZt3YIB/el0cLz2rGX/yOrJTNHtE+vCQXn27BwBEz4L2TW+RwBEkwwu6OLgRdYo7cYTiO392nTkNQMnwPvODOInlJu9Yg8vS/YZpwna7VNb5znvoIxA37ejtIOJ7Mc0Ht2iLtE1zLzfhTELfCu2LSamZ0hVF//rrJEr1s8LtrKIi0K81WRhsOI0gr1798DubsELm07o4/P4SMiKtDAcH+h5gu1UVX04cuQo3Pn1u2mDitQd23t0lAUK+qzj8gCad8bG+IBgH+4A647jUEiJMpdJfb3ZBsT8LoG0BNPZayrV1qRNRTCG0RfepAu2Q5PnS5JPPK5L6Xc1D2X/gt+URuXAO7NQd5B8g7lLyiMeSNhYmBO23whtbMuiZzOqVyEfbI9+CSu9Ff8MdEcNBgPN/p1mVpbYwriQ1agkT1eSXK0j4VhpjFrQH+MNYKiJy4Y+XHdDCYE4iutF2O7/YNk/mX/st+RUMDqSnThxonfDDX84hV4c9yKzgGQSxGpPbL8DUWOkeK6cKTMsaZDaF5oOM94sgQnVOpEAGMXrgQceoLPXxK5d+YzDM70tWaXILi3gRHdloYF9AeUbAWE3qSLmCl7SK52A2NPmLZvg8KFjfJBrxYe4zs0vcpwRrK9t9Kc9/clw7OjxyPUsTSnbHbbglV7PwBxs6H5RTrW5ZuTHj5+wKvUiqYUosNqra7Bpy2baDIIuhyRcMt4yv2nzJlufcQKorRbEn2QH0ZnTp+i5uKArC7Zob0UNYNeuXbQQJjsXceDdd99+3DFXUxfFcsDUto0WRMEmX7lNSrEw0gKAJ6r7TWzfyh1E7sVJ3LX1xwNY1ywz22HchpmM/e6F4cvEFC6WyTg3PKbinbEle5Q4uzXturQqOfVNg0MFYHvyZ4DpmU2wfed2Eo5cLmD1HZg8sOdOBWdn5/yuVmSuNFe4ZRw+B9dSPz+gCt8bE42xvhJi+B32JZplsE0EVLitigFCQHOuYCIlaw9Rz1aDGlPd+PUbyyC0aWZiYT6imL/XHEzg4n5+IxHznWWIjWlSz/sM2K/eL1iL5kn5BODXc0ebByMcdHjBZDXz0sWIpittgYHbcBzhGMEFYq9wVLCyvOTz9te7L7zpqbIio6zMnCVHR489jMKiOT7evIoYNIb0BKdiepySwvnc/Djh742XjwOdohsAB1gftxxXrOpTDA0TGpYHJvCiB4Tni1qkAbSOPftihVELJKurKsTQMOp+Lb0TgSQkm64vxdCC9vI+sVD2FOFyT03OwNm5JQYG+x8uCKXgkw7clDmvD9ZqGhppK8kvCK2655GabVXlObQtZ8F/HCOp0cB19+MCIQ6x+wlkcg96vLWen99qNbxQ4NCvOezfv5/AGsGGtK+KToQZqAeVu3SdY4zvj3RRV9YJZDKnDDy0kYAntwtutEG2il4SyFaR+U5MTMLs7FkSqj1k+RWz8vGpGTt7WzBimF3ThDdhgZmYGEWjkvZ35jXHvGiil85k4yZW146HTDM10wFWjxth7aMS4mtgx3m76HkIjD5AmFs0pQU5C4Jfv/teaOZ55MaJSXz1c2XfRzBCD4xcuX3i36az9ZcEyG2YsX3VcC6KaCpaw13Drq8R/zMTFq993e3YsA/x3ihCkFJzZ2DXzNBlfMol4Ebx/gMH4K677oKnP/3pcOmll5K5TMYKrgfgOPLETmtLMgcypakH9AMZXnK9eGql84H/Uu8N/C7vZaxpwSMvrlTpKxX8ZsKzy8qOhyoLFgRQZfYk0mUlmg9UJLDRnfXkiROw3xKd06dOwLZtOwBajbJx/PjxA9u3b3WT1hkvtEhSqU5S1oG4/h1dkApk0f2eX0BZXS28Siz2Us+EM7VzLwXQFKBFpRrCQmWuyaRiO5RI78F6aYzHsSZkrOizvzYPYBmOhcuXAQ8XeTCMZArGdQwjBea637g/ZDDV3ceuf+yWlw3pG+O1Cf4cWCxOCtxpiJOO/J77hRtMObni0WLNSMsC8ZRlzDvh9Omz9p6OLwNGY9Nl0oNaq8uIed32igXHJm2e0ZM8NVto4K5bNNX34WvGstJLL72ETGSoIqPguOyyywi0OFYKUB3RJoyn1ORoR241vU80mm96boMRLuKhPR3bZWZmxn5eIoBHMMT4NFQmY9zZgbxIxkWU+lR+/sReORCFK5CJmmcNP+aozUCUSgMdy/KrbuHBj3aiqgkmdRNm69vexXXxWqIBv7UenGBuuEU3Yu857ihtUuRFscljGyHAT46N8lpQ3vCbtnJZEJYNWk4gUPgHt4hM40vGYJZ5kNq0ZSs81YLzzOYt5GmUKdKEfZGCaWqCBHU8hzflVLJexXaTqgyMGdR49MTMEVDK23nuYNuQ7zyuJ3R5rwWat9jaapy1wPjZQ9VyAt17skFCmKqUlbu/inzIGEYXyzOnz9D4xPDMGJ9lbnGZANr0TKeB7ilvfvObooHvJ7h6aB1YMmVXBVcSCF/YwCgZ0HtD7w4Mk45rg2oXhdM06aaRGtBNJrVrDfe9mvgVBPriwpJ69a22LkrkgVc7PLNAUw3dW5ZOjaqC6LY34i7Fhx46AtO4yUBvk64BTt1WdSncJ0AVM2kZBcYBRpZVHgQ080x3KcrzyJOA3maese69aC+cOnPKAtOqzbpHQIH57t37VAvUBo4cOe49bbTaKuXVKjA93zFU3FX30n/+TPjCzV+HlY6EEhgUTjLWJO8yGcx6TDCAG3j44aN2YJ/weWC97r13Py0i0g7RXBbfMK/MMu4JmLCsG8fb1q1byXyD9+EEQa8dZN0PP/wwXHDBBWQfxE1C5523k9gqM701KuMDDzwId999t+4x/rdkds5MkhdTMX+xr8qW/2hMuJ22dL8B34c8RrgtijKEVOCTh2SnI0eBbDrWWFRhPIrJkdi+dyM0tDOYA4B1/OIY+fg7doheG91eG7KiAwtLVlht3UY7aWU8shuiY/yNhrPx5z7sLi54igDgGD1N3rzl3DRXLWE7eP/9MDE2BtMzvBbAmkHDM/yG88s3jnyIBhJjgqujgGglJsvScdvSX+PbumKgxj+dXodICTJ3BGcUEiisux3UGAoaO4UQJIcFlVt36leV04IqAE+iZIwCtW9p4nHu9WKHSWgyPH3yFJw6fRrm5uZpjGDavm07bLFjE9uqV/XWqGcbFEwomjO14KgniQc0VPuc42nqIpZlYvsKwBGAtSZvx/lSQRE9W72PWJVqBJGg8p3cp9WYNN/oGY46C0hjubHzKtchuNiFn9P7caOOXoQZZpOTstepVNxuWtAFFVlAma+PPThSpqm/q6sjJtql6SZvs8WqsR+Thle1V5bnLVAt8SJWjTagn4dCFj0QMBAQXWUBEwf8Jz53qx3MOQG+qMGSR5pnWubMTToBu3A9t0fP7XKUJLtPq4o3J0lkxAw5qkEVmH2mecemcaYBY4EdhS6bHvbfdz8/1/6HAb4wHzQHjY2Ouc1DccgMmpSyKEkA3a9tn7S/PPlxQss4gayFnwC2jAX8jOYlaQNsT2R8qE2cOHmCGDJubsJ7WDsI7Upji8ogwcZ64IFOVtadW2VpQbmDWhUt3Bre4CSgY8Q0xXVDF9WUGWaRbT8QNu9CGAaBv1e2zmOLCKPn7fPiMZU5803uwjE4QM9zFaahwW6dAvxOO8DrV1dXyEQ0NTnl8m2QRw4+G8csjY9mTmO3qArfxrh2hoILHRpKN/+LhEAKJ2QBUDr1PcEV7JNOF2aRJc/PwVlLDFbbbU+6KAwGWhbY3d+O20a7gUH5n/kDzxjIrO794HdBmtUxXmHIWm1NVflIyqiBVMekJRKcCId08MflC2YLaT1mCyrOh2JmHhTd9aEusoW3JKbBfysLWrPRc8VtSpc9bT+9vVz/NoxNpwAmzN44VbLuGg3SaTl022PyQFAZch+kSWBKt+nDwOpKG1asCrZ581ZYWjw6UPa0L3fu3AkXX7yXGafLHzf2zNkBiWaGTZs3kxcIbrvHRbDl5SWYn1+I6qD7VIOxPEsAS9+TerVoIjBrGQq6UeKBOOwuhv3nVGErMCYnJmHLlk3wYz/+r+CuO++E++49SMyaCU1Fu1zFjr/sYswE05MC3ML5P1cc0QmS8SXlSoV3HXDXjZ2qEhdYA+eff77VbC4mlo+f77vvG/DEq66iOmXO979r64wmHFzUxfqcOnUKduzYScIKTTgLCwu8wOsAGtXrgrTDBn3GeDqTE5uoL9E8yWXJnfALhKyurPxZ/+XxyloWNavbx2C8FwftkEUzUJFRWAdqv2Dw9cRN97Fgi2cxFYT2zQTo3UKu4YVDnKIc0ZIBnkw+TgB4O78TCvRXXDjR7JcbitjZcPF32ObP94PCN3qBceNAyl6Sln3k8GE7xu6DRiuDmenNvLCo+p/IgG1vJAFrPWg3nvKUpzyZfTrjBcK4sWPf20q3vm+fOsYQvmPpGexl+lp5r/t4ALC8hPKFHFieDIM9rOQTyZfFC2eQCRalwUktOwHTh5clLxLyOoqJJSiyCcs2ekbZm2qERvqdCKQ6QBVzRr3wUSv6iZBJQXNYIjtawbY3Yk84oJBBu6ULUs0tazx86AhUF2JeadkGhSuaB2ZnT1FeqDqimQG/xwXEbbSIaiw4TFlwmCO7NlonOABUrPZrbaDOLq3rpk0CqZZGjMT2S7/Hms1VT30S3HP3fjvw10jtR5Cw0w1+8GU/CJddfgn89V99lKIfYlB936Z5bHLSfStsl9tent8n22slXhCRK2d8f9p38l4L0FRgISDcc8+9FpQPOIGKppMumV3QPU8fRst29gViv2hqwsBYaGPH7y+//HIyCT146EE6yQV/R4aJW9a379hOYWbF3EMbhywbRwGFghavu+WWr0Tjs25Ox5+DCcBrDNEEDgvD4MwuWD8vtEycX0RSHFun+6RNnSDhXZWCP9zGK1XXsXs3l1zBAqxVTvt35IxYbeU2ZFXQseO5NDnFtqGF1pxNTN5cI6YaPDlpbIxMg/1uhxZsMbTBkaNHYdv2rXaOTCmKG+YR7cC0Xxw7dXy1sWfPnt998MEH3GLRIHOuA2tQmVUwCAbhXhgYnHVJJkAqIIYyZPynHA4+xj08AK3Yav3doUlUsepAVAYSe6HwxvW0npjE37QuD/o9AZfUtayemQZ5lJZHX5vmN2zCR+Dn8metpIQlK91x8vnrAE0DHXt/Aw4dOmTV6i21ba2fi+xqaalPEwF3L2pgQd9qcGwKJ9Tx4+FsVF3+VGilgDUAwom9X48ztCH2isotSjl/VFovcxoVMi47t+aXzsJtf/8Vyxgn4Mzsks8n82Mv9JNm8DomuB6n8r0ur/SHvl+DTTp/xKMi1SilbSSglXFg1u9VxNB0fuTOZ8uOC1AIVAf2H6TvZfs2mXnsY++84043JtjMwpt8GgTKJywDRwFLIQFGx9V8CJqlFqaiReoY7oOagJg+Y5No6EcZq0EwajOX7hM0q2G8E7bNZd6ezKw/rNnIYnqI7Z7xgdVGhqXr04rZu8k4thC+pw1tuCBvL2vafNYKK6w6axT3XhgvlYtAvwthpzL4eq0sLcCO7ZthcmoSLrroImpjUHtKhHyGuPQGbr311l5jbGxsz8ED99MArrKyViKmn+uYYN13kmjLqPIhrRjJovyrKri1rcf8RCBEeSXPxMFUkttV7oIbcef0hc3gwGBPK5AV1zS/WM3Wvqj15ghhBTwoYsBJGWLajsMEEg+kPBqQKfCm4KxBoS7piS5uZKgNHDr8UCQgiVVXOupdKLNefEyfwyAWCzGtUcmGoTLJR7va6fsGtYp0MidrEbrNHOmtqhBRL7Bgft+xeuSDDxyGn7rm1bBtx3nwJze+1wOHHyAAA22aPjcFY92HngWq/qvf0q/HovETP51fMdlx2o2EJ3FlQraLC6i8m1TauHQAnRGwTc9Mwitf+UrA0Bt3fO3r8KBVvzH6IW+u4XIjNshaG+fD3kPit63LFnnvJOM/1FmIzGB/Bm2jcteIcJJ+S7WqCp785CfBeTt3UpA13IR18OD9cOkll5L5DAULxmlHUw8KHGwP9OpBze706TNu0RvcaUEZnDp1ht4zwVjyujbZw1sZ255R2DdHYaqVOeyQMcj+8BSvxOGOtAet9TjQxudIhMJSFjRNOo/CWGvYm1fIllVj3kgZifxep0YPU3GQ4hvbEAXjIv8uvp8QzEcA4eSSOradTtS63/QgRvcVjOJFdjW3YyxcW5K/YlqHurylfLLTLX2un2AQT1o98WKwH2SGw7SVeNBCdK1mExGTVwuMqVeNqIxhEmG+mbet64VHrCv5Sfch8i2VMqTsr85zRbdRVAcIEza1yw/bJZk+VwC9TlOQx0uUP99ubrEaVLvjhPvGPfvh/e//IGzZsgXEx5/V5cH1Cl3utH5pPVMQ1vXQQK1jhEifSyAt3ee6rjKBBQT8xhKXH7YPeqtMTU3Arl3nwd133wu8caygfm+3e/CiF/0wPOfqZ8GRQ4fh7mZlQeskmUnYtz1sDkMQ8aYDHze+fnzqvhi25sJCg7fbCztOBZXUlxexBzczyXu0reNC8YlTpykODtrcUThdfPFesrVjDJrzzjuPQBJdMg8ePEg2fDxJ6uqrrybAxjYaH58g10o0QSzb73CxGxe40U6P32MwtbNzc3T/VU+8Eh6yhAb3GiDY4jOxLngtvkQQSj8EM1g20G6itUT1Um3QsNJyLm/k3n+wDqzqJlzaGek9vpHR7lMacp2psiqyA0PNoB7Gxus6UN+rB2/lBinajekzuHgPhgHJOImlJX6qdoZnCQNah9VHbHCwfHVlrmfq+hkhMtx67SzlrmPMqf1T1Gvvgkfb2YvoHl93Z/SX7cFp+VP1dWDcSP0g+KDr3+tALW0XUZPriID+K+AUrov7FBfCMB5bt7MGHp+JHBlyYcMTWDp2At+7fz/IWY286Oc4VE27y6RLwbOu3eu+1+2mbdlp0kKJyxaPdTRDyDjWWoh8Ru8GJGAy5sH1K2/9LuAD778Jliy4PXD0hHtWeGbMfNP+q6/nsHvCbzET1vek77UAD+WJPZgOHz4CRx56OPzunokLvrmLIZI57b2gjUW80Qfzvu22r5FwwBgrGOu84aLvdTttirWCUS7JvENukhn525+/63wYs+35Qy94Plk7MSrh9PQUlQWZ+vvf/+f0LIk742pFftfSbsMIGfUzfo/jwfVlw3bi7BbaAjwKq6vtqJHqBpkeAJjW29bsB5c2b0A1NF9JOs8UyIZNBC2lMLgNx25mGxNOUHzPkzgO+6nzrgNp/h1AdkKm9XNXuGfzcwBGIvak85b76totBiuOK2LMIAuPnx1SWv5hAtfbNf0/flyHchDIZV7eDMtT3xPVs1JMIfFSSeuTMu+0z+sYaJ2w0n7g/losSs6upHftP8BHfkmEO1Z7OKzsShtOnThNJh+J7CfB48SsFuyXYfLVjVUpS114AlB56UVdASJtc9agHeobL7jXJfxe/GoZ0GOBWLm8H3jwEPzsv/4ZWFqYg6nbb4dPf/rzTiDjvbmbP7H25oNPmZozOJP+SMerAFRKPnT+dYQm7u/Qdt6sJEJZzy9cuDPOZ5sOSliCqrsGXctuO1adr5x7Ju5CReaNaDsyMkqbnNCtsCwepvg0vO2+CQcOHPT1x7Ijw8a9EViGRoP3RYjZR2syMn/R7Q8XXitN9NwEHxjjPA7oC4wHPYtv9FbdYZOwrhMebaoDlmEscj22lAKO2Huo0wxLHlaL3MDPcxC7cWhgdZoI1JtydPnw+qmpScXOQrwIYdeVAyS8VnanpUlPPv1K26WuDIODPb5mGAvRA1kDIr5Q/ev2BicaXatW3Yexu2GJmQyrw6mvdypEUhaa2nCHq8lV7fXRtcBhbQ0dMxYAz48v+r2ElaVluP2Wv6dFH/QHp8BbdDRbHABK2kab4kLbgmepmgDoPk7bmPORksLAeNDtVMdW5XdtchHNJ/RXbHuXMYjgcucdd8P+Odd4yAAAIABJREFUAw/Ac557Ndx74MFoe3rl7My6bHJ/KGMZbQ8X0NV9kc5XPW51+dPxOcw8FMZE3B6lBARXSd+LC+A7N2+C+eUVOGMFcRfJqK3epGXJZTlOgPv0J18F27ftJE+XubPz8MUvfoGehbG65dAHBt7Ks2rWVDigGjmbJH3iNbIaopR+TsY5AzTGPU03qnwzk3G9lKp3dYWru7aOMdaVS7MOAl37HdqjOD/nluQC1HNYy5i11j1DvteThZ+1PovUbHeYHbWe3YrLXKaYtYEQd4OUbH+NemIEBmk7S9JMLiq3AVpJblu1X09Cb8pxrooYX8DtbB7Iow5M0vrWqce6rKn3Rtym9axag74uV1oep0w7rd4tyFRistALVhWHnyWTBo+VCsooL3mfljH2YY+FSJ0A1vWUvq1bUNN512kfddfQS8x5LiYEG/WANuOgl1awfRek8t/+D7fBN+6+hw4dwHMrOY4NOJ9q2WxSb4PX84+FUywU4jFuvF09cx4SdYJV96UW7Po9Pz8uW0r2tI2f2tjksHXXBVCdmoWHj52h2D80p+3vGKVyx86dZKtvz5+AY/c/CBde8UwqLwKxHHYchFS6w5qdB4ypBvo+uPMVnuH7dlmHCFdu8QQB+hR3TJy+WYa8XqorxHrMsQ6s5ftU5Yk6tOQdP0ENA7fLMdhNh6mkwwBVnrGeKSeAaFxOXcd4g4K89zm46zPHWIuBcnKehQMVLE+jtsxSR83etMsTTyQ+ZBU3I4RTxw2wv70C4CwMQK0VpGAi77XqX9eH6YacNL9U4Mo1dQuldaxLpxi0ncZROsFb+S0QMfiUoQ5p38UsP4wpXd86kK0T1mm9U1c1+V0YmI4NHgR4vcbndjOTRxbkJSx2VuC+wwdhZGKUYrCLBohq+7YtW2Dn9h3QXlmAXdu3kBse1AAdvmS7ep3pLi5DcBOTcQjO80PGOTPOuD3qtZLYU8k4m5xuY93POp94bLrrAOOhd0NblYb2L+RZHxYX5+HI4QehbK/R4cknjx+k+cZhKurqGcZpLDjiUK6uxNyfJhsoYx3h4Qc4gMZj4uUg0JSxfDtAuu7hKSPwFalphPWAUxpJ/DrxM9qUltyOL+k0WSBMpWvdc+sEx7BGTK8d1nbp/elA42vD9VEAnERA6Umq8wvXc4jXeBNFplTRyj9/ZnoTiJpKqlsVFkO9WaNkSd9UEdoE9DHpARqeMdiudexTXxcN6BpAGzZmBFAjNV9+x2cWvBFHxrYPRA+i8bBmgtcV9OL40/iPrJ0Msug4dMFQFpQIjxR89Xfx3OOyiQcD++yGOB7S/3WskfrAMbfWxBjKJFjrtmkHHB1QALxJCV3pTp46Ax/72MeJSWIQqY6LkqnzDf7WJrLxa0CK50HY4i1ldr0YtYeMh3TuhD4P2o22oacEIPR5HA6AD2MIxAT7HQ8mKci+XvqxQWO/yGBxYQXaax3YtnU77LnkB+HE8aP2ulupHDLGJC9NHqQuun9iAew0C5Ja9ebCVOCxgAsAfXxychNoBljXYN+ulFZgvWt0AwxLmYtDSHEMclyBZR9OHIR8xh5vXdUDSdJ6AuGRyljHIOvuqcszTK4wIfn3YOqoa4OY1aX2ePrFfa/NIsaxmpi146DJaXEDTyjRdTRRGXQ4TfQzNUmdMOUu6A7mIiAhiyuaeeq2Siccl2lQvdWgXyesUwYbtTnmlfPht3w0W0mmCy3MpBvQx7WyoDVumWblwFmDpk7rLfCmngdSxrT+w2ymsbsiJGNncAdpytqo/cRLAip3JiXe6swfKh4yxuzo93medLMy6osUTMPnjJil6xE3dmNgqicxgxu86shZ3D5y/eDYkBSEXkoG4jEHrm0rNV5QIFOcFtQS8j584979sHvPbjg9OwunT3MoB4ps5+6JNdFY8NbVS/pQQstK34Xf1sEWF4kNj7x6+NJLLgE/w5IG0531zaRhHfZoUp2gkMGrWYQAcd+q3yQJbUN0nSqO0pL2/mcSUD2288VSLpbqegLWlT1tDylTXYPXCQG0R8VsTyab2KvMADMZxujDswfVrdD+g88SQNfgHVTnelB17gyurCWvSldsr8WftE8u+qGjH6qe4MPYUtpeWt3V7acXBaUM+vsg0HgRCc1deAQZLvqAY9EU0qB0x3ZVbuXdl6fyk1ncMaWtwrOMu9dFS6spcxyRLot+C/UMDFHXPc1LM+XMxQSpmxM6mqEwN7/UW2EdnUdO5bXnpB+0hlC58g0u+MnUSJmtfJeOvZjxl1GZdR+mGlC4r17j1nM5Ffbp/cySC1haWSKnAdSy0WONNq9RlEo+WmvHjh3QXzgLs8ePQHPTdtJcEMAlUqMGZJmfqRaV1otPdeIxKZumZFyk8zsRQAzQ+/btm/voRz4Csukwrfw/BZh1PulqPA2Jmrz1d8Mqr79DVodxeyncobOX4St35wUO83XWz9O/pw32SGVNGeIwVqDrI+/r6q3bTCedv3YzClJVM7bg+xnylPeg3g9OVM3apN+GLvSh6ahMtA3jRlLBaqSozCn4yOaXQQAY3ECUTsbKnSwjjD1VuSnurltAalkGNDk+QUGaxKe7cLZ8jkeCJ2UzaGGea2urIB4omHDRGd2ogpDjttZCT7dTWoe6HZL6vnSu6T6VNtPAWz8GgjnB903FYS+Nq1cGLoCV2r0m+WlThKzdDM6BwbEgwkIEf3yOJgyUV+qk57XWuPRvsmVcj03ZnVdno06Flm9jKX1ewT333wcZHqbbdHGqq9LPEwRj3IU4PZbBlNWituNuv9Kt11Txgrwmc3XzXVJJhy9VMTirHZ/DcInNlN3G7/7um65vuIpbElFmgUGFBz5akE7Bsy6f9Pu6AqbgtN7zRYqPjI26pQ+1gQAqilSl8x/WkHXgmAL3MFCX++rKqSeddu2r876IB1mhfgssyijgEJaj2zHUNVPXy6SI2ZJezNFlHFQV19/enEOYlNQuEE/c1KVR/qabUOq0FvldFqiMEc8M8JsN5Jkyqelz6QAXMGTqFIyNT0XlJtCUvqlKfxYlFoFPLMl9m0hAojhVvk9iYGOSE9q8PtyrHhsCRJKoTd3BpcPUemmbND+538ecwDyQvVUMFJm4BnhXPHDPCeFzNbgNjvN4vAgp4OukXULbiLeFbP1P65DONd1WUZ+ztYo8UTRLriNvg21S8XzCoEk5lzHznkphXKKbMdZ9ZTWHk7OrcHy2A0CBkJqRx8oQtuvrE5uzRMsqiQRgI5Wk6YeNK5j8uK1CaOPjx0/n7Vu+9P8QgnU6HbSct3RFHw0469/rmOhgYw1Pw34flpefxI4hZ0ll8yFeF8MmSt33j3R/HWgPm1DrSdr4Wqmb+K/i58AmBHQ1EMgJMcY7VUm+gyohpjDxNejm6nn1i3K1gopc04wHOzLPqDFRpwVpwaXBuK59owlYueFelVG/0fOVzVjqTYGgKBxd6ZmUfg6+b2TB3JBn8bmD6bqFPFOzYg0q/rnuFoq/QGUwA/WVlC6OynV1YKbBKQi3YGoBT1MqGLWkpdHLKZIfVNxLBQz2Kf5BAB0dzWB0ZMz/phffQ93LqHyh/oNALWWUPtEePnoMCIPWWsKgjZ9BjknGYIAs3VZaq6BylKp9KqGwvhFA9ktgHgiMZdVjDdydwK7rUCcQUszTQBv6jgdZ5RbicfGy3V612lqXD1Cwv0tYU9xmjxtnGqQJZncQQJssw2jVrQoGJ8ejYc91BY47cPC6lFGlv+vf1gPvFBTxL0azwonRr4lnEE+oQXOMzreuTHV1kw5JATC9N80nvW5YfcPOt1KBgLgWBnsq8QUTt6mBwT6gBVWl4pZleIYGgrp2HlqXmhjJtGuqxk6ZDnhhyZhSW6rcI3FEoFL1c8iK8GsGPCroQn8aiVzvFx1ZohF7pGOb3NmSkn8s0OIt1sMmLTM9B+r2u2aWh3IqYZi6WYltWQBLAI2fXXkQ1mbCAFAlCdc0NgkKycLyLnStI+ZsVXxwsYdF4xAwxzLTluZeQaFG5flpKFcpj/FjTNhyCoyx9oV9i6fHYx+OjY7QKUsjo2O0OKnrWzcnMcUnBeWgNQspm7SHjCNuS+DxV4r7IS2bgh7d/Aw1Np32xYK473dTpnNCu7LGeSUR/ogo8NzEsYjH/3W6XVhaXoWzs4uw1mnzpqiKrQE7d22DJ15xBUYmvPVTn/nsswmgx8bGlm1+03Joqn7Yeqy4jil+M4Cbss26Zw3LX0tgPelJAntWFswDw8o7rCz6GcPKlU7kYdpE+r6uHMM2KwSWNNi+hmfK0DplAtyFAzFjwkG6biCGrd7CbsBNuHgrcerDzBeD9xBATwmKu6JAFBcKR8fHojqldtq03HJyTWqLDpMhgDIU4rUAfB6du0/YGp8BJ4yTAjt7M5hUVofHDO5U2qwUb4hI21+P3RS4QUClhjXL2JU21wxbM0SOYRzaXptEGIx4fEQ2W/u4keYIbN+yA0pqn4YFhj5MTXWJUdPGCzxppuCT2VnII4seizxvAigGs5kAOgMwg7X2XJG/YqLAz3v37oWvf/3rFpDOkJaCi7Z5o0m7+DAKHT5Ts+c0JKsMNgbxevKo8UA+01qMADltRLKadVmKCurqKGM7HofYpshoce1C2iIdq2mf+/ZXybh7c+dtxjHlC1o7K9BZwMWoLvsYc9rWr+92sZpqEb8XG/S8RfDdzNDqWeSwNIxhD2ODj5Rn3QRI2Vean2YVIjlxwvpjydYRLnWAKPmmwFvHnNNr02vq6j6sDeqeXZe/XBurzAa0sguVWiABSE49lzFqnPdFWGEPzylAm1Z0OXw/+PyCiUHqjqoaRRRsNkD72a/vQxu3gyR9XRphTi8MyjV6yzKqB5lnZ2x3B+dqR54dpfG2yODvW0WAo8sXbK+xSUIv0g0T9P49GG/6kLzSbfExAfC9qISGtEPmhAtEIG1aOUw1pmku4O5ICYPLOZW+PUonkQlEHGuWhUIAaRdst1Cf0L6xDV7aR5cRzTyHH3qI4iD3LZtfteyZBCF6VSwu0DUYRVAfHKvbSgBb2jtQyNC2+n0K1OTb7twCC+ybGndHjLmRtjl7b0j0uXrGLGMm7WM9R3hR1oVcdiEhaG5is6PJwx3WzKTDmc7sN0XZX8H3BNDLy8snbAGu4so+OpPGN5NSxlQHsnWgth5j0SlSdcBJRPyiHGYyeHRCKGXJ64Gmzid2cVvfn3s9dh+3RyW6afQMX0bgs3F92ZJtxzII1AcAEy8IDau/Ls8wIRPVw9mhcYcqbgboA9v1isSkUyfg9G/6O83S0vKkvtS6ycJ3EsWwcj8IuOeR8JI5IGYFBqfwm7C4aBIOcRGrGyMBcNO+f2TNUQBFTBP6N8kDILbLcnMkzzRyT+Y0qrgfZJGSBfSgi2ed329dPaVtiOnb99PTM8TkKd40hbjFQwYWSYhs2bIV+BzCuI9TwNdJC81AzjIvMAXQKxfX2NDOwT7tntXmHm3z1wKHgTn3ddBmmLQMw4Qyl8kEbTNpIx/G1a3lhLWznHbbEUC32+0jeMIuBgjRHTIMkL6ZpMEpZbr6mmFpPdBKAbQsS8+GQA0Y3Xh1rDxlSXVlrquXTikj1Nc8mvvTwT4A2KW6ztRrALJBhd7LgpFjthkENlY6RpE5MGUGxqo0fa9sohoE0/qk7arLT9fzD3zkkMTCgHgsRYw86R89TqhmGGfXhLbSZ0DqtvB+0lS73LUIj40KuC3Edsrafek1AAHn0k1OCsvpnqdZlO4bAZXUh17XNRJIcl8COsyi84H79TCIAZ49NsLzOYAPDCz0uu3i+L1fTJV+DhqJtt9qIWDYqgQS/yLtQ7lH26EFzKiPbJut4eGo9rfxiWnLaBe4bBTjooL26hqsjq6QiQW9c1KwT8dC3ZymWlJ8DxFUMgZZCKG5Z3pmCr56y98D7jSvxPRpIMpD2qbnTEEjI2P+2VpYDM69Ou2aUZnWA8Q33/2HlnCxi3NAXCmID1AVAfQ9u87bRQCdglc6Kb8VoE6lzjdznzx7vfsHGDTZcKD23jSfOv/sYWC+XtJ2w2Hgq8uqf6sD9aH1TdhX/Ix4wIrPKw9EYRu6f8EviDAgg5vog8BZZyPXTECuoe81mEvZyF+fWQK5LSXst27y+XoIiCWLjuKqp5lUbCbAjMOpHHWMzxnR/V89lmjhxgwCAnhvibT9B6/VbZOSCdnFFsoTn7yizRgCumLmCIMhADjnO+hhEvqKQT2wxPBb6iEi7anBMQXndF6L3VmPC6mH9wixqIRB7tdcX/HWdKBA963WiH3lvm8F9OsYdfodlyve4EO/4QkoVkZ0FgpYmluA6akZ6lfUjLRpCgcoeldIG8mcwCh36XqMrqP2DdffSZ4i+MjUZByTrtyGqSoeR1RfCTNcwSp+RwC9urp6Kx4Oeffd9wwFkG+VQcuD6yTeo03D7qvNx4A7ZfeRBcIwdl7XGQOPWed7DRTDWHQdW6/LN5qMCiwihp82gL8vgK8AM70yfa+oX/XPTye6cazcA29SJzYvxWWiRTITyibXVkq9Tts1AoBK9MNg+9WgXMewAjM10V8BXqjcZh46F854RhUmmbT34LgQYZaaXfTCpiStFgv7Fb/gOiYmt4o/dACkQUHGnzPQi8i6zzQD1X0VFuG4XYYJuBSoddKCVdtm9XZoXZ6Gi+WC2hSGBsDwnWjqQNsz7v7FxeGzs7N0+kmmWHSdm6aun37vFOjouZwqwgRcMJ3ZtMn3oeQXQLpSbc0mIOyDjnO5S4nUwNzwbV6G/Ghxk2IkBq1eucOKacPPbbcVIWtkGGaSAfrEiRM345EudZOz7n1dSkG0DtCH5TEM/Nd7pr5Hv89ptb7ehLIek/5m0zCJmpa7rk2HXafTgACoUcXk68yprySP/XX8V4BZYjDIcfd4gRGAhgCTqUAZmOBVRXay0q2GDxNUvp1AWHRSL2P84JS2qzNZ+DI4k4QG/9TOrsur7x0EyVBnCRHJIO1iVTjVE7yWarymUSdoBwEuBO5JfZqlP1LQY4AJp4Pra1LVOn72oG+xCKg6YRfXIe5reRYmLXgG2i0B+7Qd9LUCfghyAuZ0YneTT71Gjw7cCYzjEm3DGB9ktNGMhKzkPQystYBMNbLY7z2Mg0z5pg96YkgEQa5jqhlI/rqN5Hf+LmgxOPYarVEwtl4GlMJmHIcUs6QeV0S+s2DiuOGGGzr79v1/bXvN6LC5Nti5gyYQ3XD676MF2rrPw9Kwa1BSop8leg88Uh3Sxh3GdtNr6+o6TMCk4DVsF2Ga77C66kEVDRpv+tCxNZydsawGAdhJ7ZSJ6GtqJyU+37m3OR+igXak6x0jIFMGghK7E4CwYD25NKikbTfAzJxPq8vJSajgxZFOGmlzXZ+BMQcSOJ+DJombHf0mmof3CigGtiGnbFPKgNfqnYgaaLU5qFTU75H6P/5cRWxc11F/Xs9HP41K6NtEgWLwyY6ZeppXHYBKncWcU5ZyHB3AnvPPh6NHj8Lq2iovxtrrELAbzZGoLlK/urqkbVY3h+rYd7pJKvJdLkVwByYdwDfGAV0+zjccdCACCQVQy40pngKOLBgIxAoCwGOWzZFmYNCYzpw6fciO0yuNqLsykPFzFg+QNA1js3XX1A3A9ZjneoCd5uUnXzYY+hLTME+SRysU6tJ6gD9QLmM869ODRINznaAYNkE1aALdF9tdHYKyxBYMiMkT93Um6u6gTSwtAy28CcDW2O/TctKgc7mKRYNA29FqD1QggO60gUrZmd3gLZ0gqlwZ6LkOo02iVuuUtrNua824hG0zqAQfa88sjWgDg8dOpcKEp9ygfVL3m3GmJ+40aQvRhAZtvGm56+KWSJvVs+1BspD+Vjc/9fcp809t11oI6XJjW8kipAiVhaVFaI22yBcY/YLRDLC21obJqeGBkzTLr5sz8j69RgtFYfVyjcYKrie7WoY5EbdhnYeOPCt2OHALzthmRBhDv9M8oEAJhfO+MnzCnGs2+5bsKh6gR0dH/2p8fPzKtlVFdDCaMKFdRaMiD3bgI7FlnYaxzjS/OraVstC65wxj+OlzalnVEKFTl4f+nNZxwBYN4F17huUZlQVBwcWTlc7z94n9Su5zaFXLyDMxiRgF6FnoX+9FHXYmam8O3w6Z3O8WIR+FYMMcXRiEkI8THqXebGIEnsCTAyEMnr0Yo2WIA+kAapIGJra9AKMe4pZak8fX6bzqXK5cN4C31SuQTMEqtDtfy54EgakJgMpikZ5QbEbJItAbNn4xpYukUoYUSDSIpeCVCpAwH4JWkYKu3myk5482BcRtUZHNGTVbfQ2x5UZGWgbhjjHkKz3MG0aSZuLyWdpDPqd9GNetfj4PanAxSZL2qltj0mXj+0LI1IBVwRVQb/zxs0EBvC0JnUHoAbpflv/h+S94/r+79dav5nSuX+l2YZVuMELp1TFmM/J7OCJHS2IZd8I4PP1QIzIecPUGd/WFnxjpdWlHDFNz6hpUqznD2IPON3XJS39P3w8ssHhSWy+c6gYP/ptJ/Y0SXj6PKpycnfEOQjDGT3gAMYM4EK/cNaH0amLFp1focghj9Sw2FQIuaXXft+2QNo0mnjtUU3Y9ypjyk8EvQAooa6ETl3NQAIeVfjaf1/vm1/XrgIlEwnGWlbeJl+LG58sLbpNM5r/XL59/UYKYimisKAZYZ67R5RhWXrk+BfBh4zvYuqnQEPqd/oVKHXhgVB0HIujBoE+xLid6byBIC5CiK1veGAkbmUo2uWifY0l12//T8g+b+xpYZQ6nfVHnY10nvOvmuIw3LmNDtaUDXbf9X8IV4N9WC+OwZ9DnA2cA/EjK6JSXRiOPAfr6669feec73/mfDx0+9Cu4JbNRaZsSSC7UWQFiw8CVmAFSUQ/kJZ9cQI2srhkYqJWjS1wtF2DdjV0nCNTFwICu7k06rU5FTBtWyrneRBiW6gRF3QBJwQIcW0zxuU4lDQPADcLE1ERuaxx8g681rq3kEAMHqJ55gvEbEwj0Kf6EPE8Ela7/IBtJB2o6OTClwYTI1SmxmWvWowcvlQFCuTOj+oaLHoS/CAjVnCnT0tuGcWGKJlJiK9VJMz8ayzjRcu39AgSi2iumcs/F/tCnb1QOzOmk8ATQpL/A1YnrN6jVaTDkHXjuPD4XFU0LmTqgSu202t6qx13wvmBhpvsXknKlTLpOUOu5p4Usem0sLy97EMPxONJsMZCBBNHvedt9Kkjr2kfP3QFMgZgoyOlBui3ScaPbJs1LP0/GtDxXh9DV2hj+h+e+4vhDgY3X4SauLZs3U3yO0rn8YWzqmekp5+6X0SSKVtKWlpZe/5KXvPRn/8eHPjTT63VUgcF3kj+ZgwrpVrxLgMzpsMKsQs2cujek8zRY68YKAB9An3h8JXvp2ZgPDoyEpfPAr7y903s/+EWx+Ie083X56kB3GIgO69j0uvT+1NaW3isdUGVyGoYqB859x9Z8PSrHNJ2XBVTsCM/AJtAWmCBkQQBnmR6ImOfgwbRD/yZ1jSbnkLpj0qE9U9Cg0Da4Db2ouF7D8nHahUhsyWvAFmtiu3/KuGv7Q4IouVri+MtNHDrWt73KvygLfz6mMH4DLkyqG8Nsiw2nnACEPpUkoO6FDYQt1FLHlG1K2eR33U86P+0lEgOeNGmItyGpzqNEz9NBzWVQs8XATBgKABfUMBxAx36mU3ncQEJmPTYW7k23kaeLevqvLl9anhTIU9NNCvzDtBRh4TqJkNPjwv8F9iDhk4f4IGvRGuh6RXlDHCFW+SKAfstb3lLu27fv517wghd89LOf/fQAq+TJFrwG/LAN2BCr7lVsx5EUu76o3XeiPrv8aRGFTCvgVHuJocBmldKphzw4KlaPSw78UlYxeyYHfuUBwA/I5B0EE0zoBAH9wOBMULEVe68F1YF8YKDzQzvwhEiBUL5n7wVhY6ENuT1wIDRAWp4mf+kbEliQFSBHYRkjLIkZOJSaobCyblxbA1S1/SfMPLV3E3iY+Hp6L2ey8ReuPbgd9eRKJ1rmzuKTRUk9KbUN0EjtK/DmEekbPd4oTwXi6SaXlCGmweElzxKCwOAxweMzZfEpEaHFUVwok7K7VqgcafBjqQoLpPqUGmbrUid5momAQZ5VJ0h1udDtTUBClzllocPYsfzVfa3bWdc9LgfP66LXpfWALG/CzOYJaFmgRuDGe9JIenXkLp7b5YDASQmV3JO61A3LU49FvVNUg3udYE/ri19nee6HP4rrUhaE1RjiHfkCBLhmkw8yaExvfOMb/+rd7373V3bu3Hn1sWPH4olg/JIUAKgFwyos0qSMxcjCkyI6Au2BmDvvA7dm5UNf0jbNnNg5TzxX0UoAxITPypVM1DQNMqU3rcjgUUy9VLazilVSkHp5ny4rIYMXMdfTY84gc9ZgLIMgU+5vAfxNZFYQ/0sBbC6vO9LdhJVlzjZ3z9TMR1pc7KMZiBtFsNWCt0WnLmOSnww49stNtAbH2H2EPOlzJ1jTyUXXuN94rJB08PXW4KLvkfi5OKhT238dM3MtMyAIxRPEQHg+XSOB5GURMjUhJRM6jGtgQSPvIS4Dt1sWCQC+im+gEKiVK0sgT9FzNehogAhAJNeG++rCX2r2rUGsTtDpe1IAlDqlQrJOI5E+HVh/cc2VNyp3UEIBU+PT9C0ejzY9PQ3iHSMxU9in2EhDR+XR8y41VaQsOL1O3y/Xp3XQ+ejP+t5UC9F5e4JgjF8j0jt5haxUDhyJhdt8GoYOjagHaEz79+9/4ZOe/NS/swxza7/Xn+z3+2Pt9uqIlbp4fc5z2E06LKQJo6yuszyQchX9X8ehHBsLE9i4wS/71F0O8jNxFgEqTllEgPn5OfjdOvamhgxAuifxHS0DEOOA0AueDN4VDSYGcwf4ZemZlGZJ8jzPthX4VM6AKgyUNkP4UJJ1zE61lQCcsFeo1HVa7QQCdGGovl0qiEBF2KsvrwL+ZE6pvgxqk9eaj42+AAAa2ElEQVSikgErgsX3vK57BUl7sKDVdubor2NbOlKeTnVCENTY86TCODu4jKsapiQ2fpMwrLpr0+/rUmoa8t+BaGK86G7yfKBeqReDBpUAkMHLQrM9SSnj0/ngd8ieI/Ohuj6tr26jOrBK89ZJM1C+x+2uBCYjOmSpzivUR7BlcEyl4DjMxCLCRN+Xtut6GkR6LbuzhmiP+n7RAPi5svYWwt6iN5Xe+MkkNQA2kSssb7NJX9YC9Dve8Q50kn5O3W+YXve61+20Bb+y1+tdbAtzsUXsPe1O57zl5eXt3V53S6vRmC6qanJ1ZWVkZXXFSCOVkb8hs7PwORTSX+CMxgx4ALJAJLTZd4CwwyhVERgF/dNoKu+fKaeDs7lWBocDbidANJCGSeyAXIrsvsP4yGJmqXwMAwZ4OvLGMVGM9eYfrISc/I0nnjYDgI+0NggWPrISiAFA+GWkiwOo/AMIa5AOJ4RL/0Dwqa5hXrJinbKyuvdlVfqYHGmqfNkH2bL2t02ZNZsSag7kVPenwI4JzSn0cZ1TxOvMHbq8lM8QH1mdn4wXcOFGNavSgFC31VoDT1qPlLHr3/U1dYCv65HWS7ebZqF1ZdLPSM0BIWnCFoP7oNeJkI76SHaaycvntL3091rwpdek/a1/S75VdRhk4aFOXCY03UyMjYIYE6KkCYX7jHOikbO6XQvQj5Te8573nLR/8PX5R7rWNkh+7bXXnre2tnZelpUX2Ude1u12Ll5dXdltmfk2W6GtVv3atLi4NL66ujpqZ3/D3mO40V1DVMK3uRqVlqjGgFgCA6NIKh+prgL8CpI0YAko+H/0owIblGOm5Me6zg2ZugUbGfzuVUp0KyddyWXRPdfb1bVJxtnj/cGfA8wifmNE6LjyedZcORYnxyUZNqGIBFfDxQ2aZFBnle+DYYAhz4mZPrDGAY7BZ+xREbv8qUkFcd51jFl/9kKVFj9DDcQVNC2fN21Ujs2Xgxsk6jXCpHs1IJdxQIhhDI8++3YKz9KCR09cX2falVn/7NS7ZlgZozYeUq/0ew1wunzyPabUQ0RSAGDZ6s7vMyMzN3iKxKe4ZLX1SwVCGpO5zhymvYgeqZ7rfebEc1978riL5WeOYOe6AKP1FdPT3I+KC3nSEL7yZl9b3sFFwu9EKjm81lH3uv3R3PPyl7985LLLLru02+1eurywcOHS6uoFZdnfmZv8PMvUty4sLmxZWV6esRUZt10xkjfyBodddFw0k91g4EBacq6CmqueZxxmBlBxE12zxEoFYEqCxg9TC8OX/Mpd3tGJ0OqS6GJgVQoLUUYsPFY19Qq3duvx9vayBD0EKqeFhIHF5ZHPfpuzxCqo2CvEmcn4MxdO5anz5lgd6Mvpn1E5YJH2cQBalkH70CyIrgmEPUp1be17t/JGM+dfjKUpPBjHTBC4bd3CK5++EdtUNWCm5oo6pprrRWcTe3hohq/HSMrKJZXOCyfLgpcLZZuxuQaU/T7NM2W2WkAMa8t1Ba1Luo9kvOkTXnQddT3S8uRZg/sFmITxqSJxv8r1w0DZ51uJQlx5IpeWJ52TGvDrrkmF/mBb1IyDis+09EdsufGHZmB0q+NDAcr4bj2W/fM4s4ZpDLdBP9bpYx/7GPr43eNejyq97nWv3ZllU08baTav6hXFpSsrK7vn5+e2zp2dm1paWpzO88aWPM/GbQu0yqLIjONt0qEeSNx7xw+5kQW45VRkJfL8Ap8niFXU8JIYD2JDDDGJgc4WhuGAEoHdZI55EpSRsJBH+Os4A18fzS41qKPJAid4+I4FGbtfGej1BrfIS2ENcAB3z0ZcxejkCWeOwuRjdQjDr4KrXairq55jkBE4uzasQE0ACEwoFClsxhAQjjQGE1RsnXcKht5NzWkrdAKLjAu3+ExaS15/iGz6mbOqt28OXht+Sz+7K2n/gP/dL2bHeWOq23hTx6TT93XgLN9r0E+FSeo5Ic/TAk4/TzZv0CJgVfm5k/aJFmzrCbMA0sbPWyhLrx2n1+rTs+ueGQlCE5etTpOLygdBnxX3ytLNZxw76EpYujg50f2gAZv/oTyychY/nZMA/a2k97znz9Hk8kn3WjfZxst+4Rd+Ye/o6OhllplfvLS0tNdKuAtajcZOO/y3LM4vbJ6bn5/u9boT/V6vZRs29+YCBJXK+X9L50EAXybZeTCUaCZoqgSQjZP+7lpQE7WU9xAEg7B8OTzSiL3YTUITotZFIFSJgFBfJQNUJr1AvOwg5bP+Sm83J0AvgscLXtcnrwSx+XOFjDJ/AMjAZqYk28XrFlKDGUZiWcfAk04gz1A1d0qARq7XKrD+rUjszrJgyFVU5otCAvlnA66i1FYGvClOR63T/SHgM4zxpgtX0mVRvYfExnkk8E2frdtPt28d2xwW36PuWfJ+kJ26tsYNPZZF04IsI5qbC6FPU0GVCo+ozBK/2Wm9KZPWddDAL89KPTvq6jisvaP+d+Y11jxLpxmytOj2u5ZFFzDSzNkVVuaJEBEAf7IPku9TJ87cjc/4ngHobyaV3CMPuNejSj//8z+/1QL6E5eXly/rd7sXZY18t/16t/28Y2FhYbMd9tN5ZsaLshhtr601er2eyd1ussAUwa8TGCctAzhrFVrsjHiDsw97Yi4UMRD1oNhDNLEigPL/hMFOk7VyLnkyYU3myuiGeLRz1IG4TEj3uVTsUw6jlQXS4Pkitnaxo4Nn/FWQYwN1kLCQctKI/i3PxSVRNgSIWBxkqmESVr7d69rK/y2rICxUXsLqNWDozSByzTA2lrJ+/cw0DWNtepFUpzoGnP6WtnHKsPVvdWVLGb82YaSLdem9FO4TXWZL48cf+/iXANovONG2BvogEbz+N9mC7zTT9Pl1GkpdOXV71dUzfba+1gsXITtu7ONaC8W/brUgHu1RhnTf/MLC2U9+6jML+NX3JUB/K+m9730vqhxfcq9Hla699tpdk5OTz+/3u89dW2s/ZX5ubnJ+fj6zIDXSGmnt7HV7MysrS81Ot5uxCUAGUOqWaCD4Ihv1vRsYENg9XVE5tqwnJMjiKjCDrdhmRws1FR6oqXIX0wuhmAMFxUpMLmod39Qw7K8u9zvvczfpnA3cA7TzXvEHlmZkfyskTIBj6oVDcZlAGCc4Ah4vcYJgkfUFMNqunlF9M9VAxshkjSOkRazRXZ6q+ywzY6DTi2faDJNu3KgDmvW2Mfu6QgzWdQCVeihIGra1W9+r80qfm3pkpM/U16bgLNfl3pXQ0JbnquxSv6HwbTbzoKWV8cJbmk9aZmnXYFaBge3vaZtLP+mFRe15kz4vTV4Tcdemi8pe4DmVlcae29mLx35NTU5G9xkTs/1Or1utrLZfK583APo7mG688cbj9s8H3Gvd9KxnPav5/Oc/98pOp7yis7Z2eaPVvLzVau7ttDu7lhYXty0tLEzOzs021jqdvGGpupfYzk7tbC+UF+1UAhnkQBtc2KfcBbWT3fJGseka1sTgD560g2fOin06wPX3Qlid5/tkG3Tm8ZRKYzK/4MjPaHh1D5yqKgJLFnHD4qdbpKpYSFWlmFuUKabEM5KdZ49nSZopSVQxLqNM8HjB1C36CEOqpBkQSVzgJqOBjRtVdrjWqct1ZhcNCnWucnJvHaOuY9j6c52vr/48jEnr/OXatGy6fNEeADWW9D2o8ezYvh1Ony6hvdbmk1NwZYNOW+FFNNGY0rbSz08XXjXrNqqdU6HmNboaYB2mKaT1DO3M8y5oQ4lmatwZj6JxGjq5amDRk8vMBGxxaWUN8ua//MKXv/x5ee4GQJ8j6dZbb+3ZP3e617oJbeivf/3rt/d6vQttp59vGcrORpZtt+93LC7ObyuKclOz2dhuh8De1dWVLf9/e+fyI8dRx/Gqfsy+vX571461duxYhiQotwiJCxwQUmQJnyzkRDE5kFiRuSTiX+BiX8glQuJgJUbsKZEsIwRCUUikYHJAQlyCIpQoyPi1r+mZnnc39fpVVff02rsLhA7+fuT17Pb0a3pmvvWrb/3q1+sb6/b2ENzLEaZ0PbIzfJvEfohMlgNFnCSYpLbWay7l/zr8iJ/bP1Xcz00kb563GRhcT0+i+0oG1FDIODg09aKzsHjOpjcxyt05qS+jCump+mLxS2rLAZDgm2pu/p2/fbuE/H152vSl1NeT2Uku+jWYrjvnpBjuaph617o7Px6dqitREdXRcl94y8Lsb6/eX2/fm3X3y1ZM2ZapGmD1xao8e5EGXP3t3XkydvvOXVXAXopzHDfMOtRLLNoJ/nFouf9aqHGk9cpT3svXg34v917KEXpVb2S80dTnTGKsy4tSnWm7FdOFsvT63V7XTt+3DbLp2d6+e/+vByamv7X8mxsb/nEh0F9BjIdOuegfP2z9V155ZV4OiHa73X3ig7EnDPm+dtI+1Gq3D4yGg/1hHO/t9/rza2src2mrPcvDcDqKwmkRzTRkrK4n1ZgvmXOnlXi5SJepb0zOaWDTht0Fj1wv4naci3KBrea7BwX55Gp/PDcTTrmtdmjdcYrSTMivBNOrkEeWjxbk3A3M0F5yY8Fk9DtF6vSlK0aTJJL6Ttq+iLpX4MSCIu1AFUsiAdMpaiaVzgyckqVgu9F0np4wVxWYomtlPh+b2gQPihTLYlzV5ff9bxK5qkkpVY1KbgYD48aUOX+/B0LXbryH4f/t71N9tiiXnxXFuvxYda386+R7+uUbMfjXyr5O0+sc7xG516A+soF2+qTvLjOkpA8tC0XRCv3hML+7snb5/Q8+/AmrAAL9CPDmm2/KVnlLOehlnn/++T2CbwqBf2Y4GJzstNvH1psbe1dWV6bbSTIlPugz4gM9Jb4oDdFNDfQdQrgqb5jnlItsaphoc3osYhnvPmqC3HOZTWlUly+6uU9I6K6l3kNglE6LnZcVwkvrU2lRVvQG3bbMDvxQw1SwAozlQhYMpcWRAAyH/YKQ6cp2/ushQdf+ue7yB3ZKuPyRN1kNOC9EgOVuvS+2vkiVC0Spv/WLHxPxh0Xu/jr+scpRdtlmKGdO+IOstLyq/rP/nhcbgnERp22qzpf+9nsp5UwhXZs8sz2eqqi+2GCbdFjdzur8bupB2fUzVaRKCrR8Kknaab8//J4Q5w/YJkCgwQN5++2318TDr83PA5HWy8WLLx2LopmT4gN9PG21jvb73cNRo7EgPuP7kmZzz9ra+q5+rzstfiZ5EMRREBovt1iThCIrC+fGxmA2k6J07KJQ0hfaWB7MRNA8dwOwVnC9L63dLzfeIPnO5ounD+bsjqKF45G7JZwGO7nuTbg6Gq6Oep57VeAydzcOVb9YPq8mOriGwQv9bUOkXkMQWF+fmywJvVwLvbqVE9kJjJvp9oFuKAI3YUQ1EyaFsqrwU5VQPcgO8W0DeQdvut6+RVI1GFl+T/33tqo3QD9+JUJ/W39doiq/m/LY7Z2lvO0KBeRM42p7kuaNp31w8yEzHTs17Vuuf/vO3U8aUzPP/u699wqWRhkINPiPsZP0xRdffHFGcCpN0xPii7vUiKLHxId9sZU0D7aS9l4RhewOwmBOPDfdSduN4WgQ8GB8woik0K1XA43mi0Geoc1D59ZdJvugiEn9406V1VY55Xq7NUngqzxeGxOH+ph07zk/e6S8nTo6VWbMi36yitZNZUhrs5iqjToVXfug1mMfjtgwL14fMpz88wzCwIq7zKhQnr85V12jJDN1X1yUb5MVzLJyDY0qH9rPuqhKM/RF3BfBzbz0qhxmetws88Q/P//caLldz0S/PNcNauXnzfxH5W1074rZ4l7qaXGOsrqcHBuRTWe322O3bt/+1R8+/OgHY298BRBo8D/l6tWrbfHwZ/OzJc6dO3dEPJyM4/h4HIbHm83m0U4nXRBfiX1xGM2nnXSu2UxmhoP+ZBRFsRCcgEf0Uc/NMB6jTChGgqzgvnyZHBSKomlhqeCU2qyg2rSrcvRWFMayeFiBsGV33TohK05uGY8I1bCqvQ2XTltzeem5tVucQPmpZqobP9TiPixZNtYSMtcqCPS1DEzELRse+p0avLKguV6LNpt9ga+yMvyskHL0TuK+2QCrPFSWV9gspfeg7M1bwc89keXuvS0fi45hh1zkPrjb18hM4KLPmwgyOlGc/fBPH3700KwuAgINvnIsLy9TbZf3t7rNj86fP9SL2Ok4nDguhV0I+tFWkhwW4r6QJBsH+oPBHrF8St7twjoijJmolewSt1z5y77fShYKY94AqWazbnY5ci9nbpR9V38dfx96vcx2tbWghqws5nYQy4Tn8oEEifz20YgGAMcjdZ3hogf6dMq68dUzrwGg3esjMjeYR/4zN3cWCY3/ndvbnemMmIDRXekpe0elTBYGFJ1v7IRcv6bAZNXoEralwv3KktANRM5LjcMoZ67nlKu7+OSl45Uj/EJqould6YleLj1Uvt5Ov9/v9vq/+PyLf1zKdG2iLQOBBo8EP792bUsVGF977bUjw+HwpCyl22hES2EQHe6k6YIQ8/3iK7g3iuNd4ts2s7a+NtXc2Ii5Ue6cbsUm/Vzm+dWMm+Uufst8gWVO0B4m4LROWbirJqj42xcHZZ0Yc+ZqyVBkHYaUiRCycmSrB2ldRK49bGMVeIJOYuXfCMPds5TuCSjvwafX7Zu763Ezm5CZa0K9iMDMyNWRs46e9QBcefKPKWEbUClDGlug89LrqOg2dxG6eqR1jEhXTccPKEWSVczANA20rhGfmYZGCGw88ctPPv3LBbH+oPJNeggQaAA8rly5sq3o3K/rIu2WNE0PJ63mgnhqIY4b+4XQ791YX51LklZDrDo1EcfTQtSCXq+r08yYFiNbNdBIEw1wqplx/mCUXOZNi3YCWjGw6lHpdecmz51pf31YGuik7ARqQvSdQfxZiTLTxvye+zU+KBLVUazZm/o3yjL7vHck20BIbHRuUx71PkfDAaNZqdQI+HYSzRcNTN4xCav2igMVubvb4jFd08SzY3LmNULyvQmdv8685bRslHtFnWwjSe9LJtPq3v3jzZt2VuBOgEAD8G+wk4HR119//aj4En9n0OudFmL+WDbKZoOQT3U7vcbK6kqj00l3RWG0S6wzN+gPpmXBLj2T3QxccWck6HtNkghyI4zjXndVdgRBUa/cLCsvd5nYBVF1xyhnWZDfrJod73e1kSnJOt5Y6O3Hf+fmRhZZ7qwMW4ZAORNUUz1ndA9Um9Osygm4aLdvOzKugcmNDZExI8Q5ZbkENt+cJmEFns2h9smLqYu0DqVWzs/P/XiTj8CWgUAD8CVz+fLlL8TD1e1sI0QgfPXVV09wnn09TXsn2q3mUtJKjnTTzsEwCveLp+f7vd5ct9OZFBoRWX+VFcVZV0bMnZXASS7dunrwzTt47upclCN056/rqJdz5m1P0Sn3BFeOgQa2oltuvAxn21APgtHIm379VOme7A0jshGnSbK5Gy9gEe1Unxu9jNw1JlQgTAkscyV4Rzllxgy1BWPEmubaqnPRL9ymcchMFzonKfa6WH82vHnz5hfbeY+rgEAD8BXADC79zfw8lEuXLu2LouhrnU779GgwOtZoREdFJHhwdWV1amOjGQqxnYgCvqfT7e5pJ8ncKBs2VD60qtliPGRTdYssFpI6l5XhRer2v9xb4iJ66wObwVZGIqurcNn9MnqKeZkxeV5ID/R9YburUnTsn0ngCX9ufBE3CYmKfDmryOZTq83odejGIjPH1/VfTP/C1n1x3v5wOBwvE7gDINAA/B/yxhtvbLv64gsvvLAkIvVvTAhhzzhfbK6vz7fayW4ehIsTjfhImnZ237t3l/d6PWm9N+I4ivwUvGI6mrMQykgxY6ZOsnM/SqmDLrQ2fzNfe0vrVTMe7duNSOptA2Jz0+nlKKvDiLrLEaSX6mwd5jUwZrnU9DiLG2fOnPn29evX39v0BLcABBoAoHjrrbc+Fw/y5/pW1pcq/fLLL58Wgv2MiNSfTtP0VBRGj000Jg4lrY2pO3fvhu1WS3q4IloPJwN1r6vcTNt3ZahoYM/YuqZCI7fPUV5xmZxEnEwannsiX16fan9oTzvP/fS8UoGlQoEwZmcDuuN4U9opJ5POhwZQI84+++zvPxO/Pr2Va7kZEGgAwI4wA6RbvjWdFPQLFy48OTMz8+zERPxkp9N9XOaiyzrpKyv3pzqddFoI/LQQv4nRaBTlqlCV54fnJOt+zQ+X5WF9bk43nC7aIf5MSLrTSV6Kyu3kFE7HsYcu+O16L75VQuVq3ToiCn/q/PnvH7p27d0727isBSDQAIAvBSPoWyqpKzl79uzc4uKinDF6otfpLCVJsiSk70gURSp9cXV1Zb7Vas9GUTgVhmFj0O8F3TRVqXxUk6Tol9vhQusfM+uvkzVe9KutTcO9rTnZHObvnDJriumMMlZfudf6qXh4aUcXjEGgAQA15Z133knYNsoAyEyXixcvLnU6nYNpkiwIsT0VTcRPjEbZUrKxsZi22/uiKJjNOI/TtB2lrXYoInTOzTR1NYlIReJUCsAMlhbcEi3gNm72MkjKg5SSf97651kGgQYAPOqYTJdt5aRLzp07N7Vr164j3W5XiHvrZNJsPyEeT002Jk+FUXigm3am19ZXA7H/OApDL4na3EHcajL94iatBDzffebMdx+/fv232zonAgINAHikWV5e7oiHT83P7x+0rhTzw4cPPyWi9NOjweBkY7JxLODBkaQpqy8mC2urq1P3V+7z0XDIg1DE71EQ3rp1T0bRV3ZybhBoAADYIkbMP2ZbuJOR5LnnnpuYnZ2d3OnxINAAAPBf4saNG7IUVG+n20OgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpkCgAQCgpvwL2JP2NoNbSvEAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>