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Prolight Equinox Gigabar MKII (Prolight_Equinox Gigabar MKII.d4)

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<Fixture Name="Equinox Gigabar MKII" ShortName="Gigabar v2" Company="Prolight" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>16745116-ecdf-4068-9e28-da2b15f584a9</Thumbnail>
  <History Date="05-07-23" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="fe62f120-235c-41e6-89d3-c138b6a0b9c4" />
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      <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="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="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="8~247" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="8~247" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Show" Display="'No Show'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="8~37" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="38~67" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="68~97" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="98~127" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="128~157" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="158~187" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="188~217" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="218~247" />
      <Function ID="10" Name="Show 1-8" Display="'Show 1-8'" Dmx="248~255" />
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    <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" />
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    <AtlaBase ModeID="78b8dd0e-faf2-41a2-868d-077cb702224e" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="24" />
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  <Mode Name="3 DMX" Channels="3" Id="d98080a4-a5c6-4729-8be6-909756dc9ff5">
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
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      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
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    <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" />
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    <AtlaBase ModeID="26e35bd7-86b3-41c4-8d9f-85dcd9693966" />
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      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
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      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
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        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
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  <Mode Name="16 DMX" Channels="16" Id="aa190149-6be1-42dd-82ee-572b34f28d4a">
    <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" />
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    <AtlaBase ModeID="4906aae0-cfd1-4109-b3ff-5bda17fb82ce" />
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        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="13" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="14" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="15" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="16" Wheel="23" />
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        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  <Mode Name="Cell" Channels="3" Hidden="True" Id="8a379ba2-ed26-4a92-b667-29ebd7b48761">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter: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>
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94NQTyYJmyty8vzNggyJEyhEpeUA7uyeVnYzF5fTbm82lFlbt5lOVNyn7NtLnOLwQ9V+jCIXm5cu+DP3fnrIRz5GrYw0TD1+nCtiRF341QmFSXjpPBULHdAPCduGqdOXOWXRYIdbrk5wvy48QFiInrhdzYpHJWg71MhjyhrIosAXE5vtdRYnyddgGMhPeD4OcnQqWYVcfCOfPzZtnqKHj62dYVK9knAlSYCE2nX1IdX0nQsOEWFRWVlaRLlsaTsZqQmVyczeTQ2d3dgry31qbR2FDMntpcsONmmBbYRQipGQEQqx5y597jvrrycr6Oky4IOBWKsDI4MeMPwGcisCrmNmT+XYbfOhOBFbPXzh4klUFe0nsv04AqQY9X5jTXseRGQtm3D6ai/aAU9/ycPVSq785eBw1yMrkobh/IqTeVPsmucnVhO3kjab8AJO4iesP1YStiro7dh8vssnFS5RizbKimoh1nG+pRncypqnaRLRdVY4N9tvZtXdBKzr5oDblw2dme515ZVel7bTEzCyHhvWgxE6EXaptmO+XPWsK4SCZ9vdrZhsStuADNfYOq6Y2dFjWXcULnjcji1uXWVk2eEYBe19ZK//Zv3Wz/XtzelqR/b+qllTtV22cQ9Cunun8wvr/nvcRiJmHqc7aeEy/gZ16AaaGsPCwX7wInYXEGXwCeD3HLA0IFkDMLuLDIWUZuJgvA76Hn5nkhv3i+6pl42zmV+2S8ZIpl0rFd28rISnCirHaMrvkKP6/TnUQxmRsKtjE48+g5JB3UyCV3XRTkrDxHZ1+XolXsinVQuC7zQHWtPZjFCZZ34blS5ETUsXOnPYvLNKoyQb41dP+L17/LJt6Nz20kBNsRStKjOqmg252kNwO8gG2ykbAf+L4OCVKinmnPFG5DJGGRpziZ809RXfPrnoZrp0p6cNRVJKmpj5Krb/hArtdwiv6NNjc1gp2eEVdEyqp2kFLmM0AWzm3/q72v7bmsubHxoVBp2S3hcLjXq0AXQUM5H37s8b9+6Nl97LdqanQ/0wPS6PH12cgZkIlZBo96UxG1233NIWVRRcvrHJwedzfApVhJjr3zIBu7JLP6+HLgReFQyHfFaeR9OK/ifQi0IG6VbfJ57K+0B6jUs3IjNzm721HzrHTbpiAXSZWdUMlAuPa+o3H6zpr7T4R1Mm/OHEZCUJUgMN7N5vBTf1CvIOhSKrT00ggZs8rtpyoZJMhJCzlZ7DOztzNIb1cvE3e8K58vcB7COJTLxMGJFw2KuJzZeGe6y/G6Vth/T76wmZRZt5TbomvPaGTkTNXtGP3Jh0IHKCNt5/tqaTIQLqvani5Nd05MTHSeOnXqcH19vT+pUYyGRl+gH3sef+SBay6/+rrN2zo6vrV8+fIx1bYugtZ1fSG6EUfe2JGxYTabMMjWoK0QqBCmB3G5+NtrmetYFjEDjFwtezKUM/78wM0drv0zoHaLywUq80GuiWnMHXPczsfMMfkzJwWj3kk5bB4kne8h/EifQ+UQ4ezvtmmIFMu+pay6FQorDuUUDC8BuG9FIiahnlFSxpbzwS+VvZZDVILiDN0cLc3zaVfc7ILno2I5KVY3zCSjVEVXpem5DFkRrYKZQTQpIACjGx/xYRKhpOlFikHx+MZNZPu2g2TujHJ2LWhgGpatttfncV2yAbu4bcmSyv3bttJnNW7OdqKbJH3b524dOG/l+V8cGxv7XVlZ2aFsBRcVFRFKzoFOorS0dC8+d+2nd+vh336dkjTO6weqbbMOEqJV9iNTEdgO5CsqY2ZPtr5nU8wczMRB92OfjGw1e9CPE7RqAJCbPrxNHKK92US2DqncyefLxBFv2cZnCDuK77kurSvIVsCRxYSSDRnuYRkbiPYW/yOpLCpBL9MWpYZgFsL3KMnM42CoBax3wWr+14X17gvg01aZD7BasM1OY+YCnREq24KqRngUAPIgGHqfr8NLYGCAvfTcQwCAzTMa1Un9nLnMA8HL68DLjcttFzXJusX6zdVyIQSJfVtAIBQzhGm+cI0gSxni+Q/S+zG/fT4INEm788l4cjBje3o3NrDrK4uSeNLx1cPvNEk/2/Ha3rueefIptqxy+WXs01LjyeamxiTdHypyQN4fy8Kl1bbKTafSO1KlKXbyJSUlLjsvVb1r6Mczv/v1b6yG1qwK1bTOPXTfL6IVVZV1ixYtykrOeSGdfoU+w3N27afXdbjnqvbFNdkJWnMG/2ygAgZRz14kzswTFjFzAg8KkHAk7HwXl3ttj/+8XecyzS56lkFAJTlL8CIgL1LwU3G+8GO7wOW5N3S7ZSloNU/2z2KJ8dwno9HL9XpVplxrWa2lVr32qasyyXW8ZrrLbUsmT3lU3xOdB8jr8LGl3f6E1IENlxhkYMCgoqKH1M2ZwwjQyxbsGtRSAJ4CKkIuxP4rHh8NwAxhOY5DSZK9yPNmTot00gYh1nvEbkigus8/d/mpefPnr9JKtb3leuZkqCLKdff9TY2k1mAgre/NHmZqQNkNV14x1jZ34ReS6eR94XD4iN/+MoqIOlrPGB5gKv2kkNyaN8x/fGEnvYbNX6EE/VXfwvMHG09FFPJQbDjTQduCi6DT6XSnvEEQcha/c6Lm3+X1XAXLuSe4MubKWVwmKucgyD5ImPD47obh8V2GqleuMkPY5OP0jgPCKiFr6+Cl95VNhFSATNTeI4xyCZlHCtKsqWHmLTCEo8MlLdPWEKhES2nDBFE/o5asuuAim8xkqOybXgEI2QITRAKPWZEc4RJnPSdr1AMIICCb3y4fBFOdO8cL21+1iZqTMwasLExYfyKgQtlFR8rMxiltKdtEcuhvjxzcw2IWtnRvs8+REi9ZvLDtB+XV0Y9i2dp16+/dtbfjIzCqgtDR0MC8cvW7P/ypUGlor+9FecAYH9B2WeodY19rr7wiveLcc5aHSkK7wwqRVQiOdyidJxhg7h0bG1tOlfe2ST1oDsgwcYguKYA48JcrZLUcxC/ZPq6HB0fhyMH27GP/yEUVFgJ3hJgfiaqOlk3b+yGbOSOzDOfoQY7r1YAIZ5DR1TBc3zTrJ0wHoptUmUXKLPAhRYnlrJnM9AC1gugn0prpHgVvVdGdiyOoWlYFLIDQWqIzSU/8KDE0QYxQso7WRMl5S5fYg3hi8EIOrltp68/E1s0hEBsam7WrLxpoXbDgSr5qfHy8mzZ+h+UCZGjWe1daVP771hUrd0JhinZmumw7bV8+x3/rlZX30Y+P4DuuAXy3eH7ToZAeui/bsbzQefjIan4/8dwWty/4GSXJ3fmW5wXaz27B84IJi/lyC+CCMBQKVU32cXOB0gYNNxwxXpxPcsiSfAjfAdG04WXCcLYxyVEmalEp47+EtIwjF4J3g5NymGQOEKoHDO1pfNgPkgfTussVfX3zNnG4IBOcXGA2lSwjoM1AGK3EABfAcxRkhg1LZVohtWJZSY+bkbQ+Rbsth2wu4GVxlZqkDVp9S9T2YoDq4wEBILCfPPwEidbuI8uWz3P56crBU4AcCcYuz+r6i6Tq5xN7/wMPZZz/nLoGctXay+x9QL6C2uVX34XTon8bIqWmmYAq3P5USYqN4o+MjOwUcwi3LVz4mYbNW751221fxOBa9D+++b+mV1TXPYx1xcW5xaRRQny1uWnWz+j9+ABEG+9d0GWPUvXsMirjvsIMQbhtWmPnXRCgxKPRKFPjekXVI4WWp0KIaHPwycjZpR2cl7WoqGjD6Ti2CMpqa7zWuZ5aKpViN14kZ0AkZv5bREiwMavgkLY3wYoBKPIydkwM/uWtqsVukUzG/oo6w6MqMFkn7M3tguSyJS8QFQy/AlzLvVSxn5nB3McrEQwGwvgg2KiH26R7IldrQNG6RzVUJYqeCXDZ2v/mcWvSVMM1cAYFLH4HVOQsIz3hPL8Efc4gaezX3z9AdtI605iYoARtrgcZsu7/rAbWtX110wb2KapkrAMhqQbCsg26qWy+UJ8w24yFkoSfKs5x1ZL5ZO3V62k/Pv0zLAMBp0pTG/Cdvof9X/va13Z89atfTdPvLtse3oEQMU148uwbVO39Kz2Hz5zTPn/O8b5e0tV99JZ2i6DzRGeQjXBfxF7HJGA1Glb4YFuNYYCMH/mDKWjDITj0vlBvaQOsGt38k8JF0LTV3C5vwMlY/uSQbcx+EN3f3HCrZFWYdu7BJyq4STNDGxoku6ucqIL5F92Hs6X1Mt9yvncFtPjwkjhLMN8pYt9WSdHaS8JOsXw8hO4LMp4IR5lSUeUcEAFFMxE2w3bhHw+cYO5XE6zIcNgsj1/XmQtaXQoRQFDD/p/9XBlaa7o36babEyBHd4mELRIzh2jnHRwwSBm9Ucl+vGOXu7Zjdty2JSRCVd8TG//IBqLesnK5rYjFcxZJ11K4SInYYS0CcbB3JlJaTdJaeke6JG2TCQbdqeL850cffTRqHD1GSqw2DvcbxJ1OkwcqojVf5NvzwSy4bH35y19mf7mCHu8QbXDmYFBv/9bNl9Y3NFTV1tYO5VyQWCa9Xwed9BgFlRUUqG/IsYFnQnsKr1ZVTb6lgfZGDqMBqD1rLoE3OffA4S6Ka6++7rQodw5XsiQP+PZ7VGSsMmOIA4OeZVnub5ykuY0Zy2Uyzt+UoYJo3sgy2Kc7JJ0xkOc1ZqZkZsczJFsaRfwOWbcNdxHkWiFvNB4mJXXWiL6Q0lD2kwXE2VeOHu8jA/QCEpTYQkn3leszo6SyfqadEhHIVmE4MXMsaml2qU/u4oXuMF4sWXHCdADiBLiZQiRVHixQ5tHagcBB0ipy1oochQ9i52W00HNsXbEy1tzYeICYirAZpNswFFtxhBLPsy9GmMfG7gOmAlx98WoMgv02rFdtT6fSjHzTpemBEydO7BiKJ0AWE3Pnzk0SBeQe3rgxvurxh38bhZoXMWvOXBbg0dXdvaw96u/hkAeeI0KXubqsGnHJGyav+JRrwCwej++avLLVoOTcdzrK1UurduJ54w+AqcYaYD06p7HxP/e//sYXli/PnnQpX0AQZXvnfAkaZg3uBy2Sr0zIoSxudIxwqSoWFTQn7PzNFrkgbH/qQppQFTIUtEr9EncB4i4m3VmhpXEoqzCZqEyzCK86K4cBBwhWlbRbdLcC6cnJYPg6MasWgIfNy9ThxRPvJ0Yyye4w+smi7RaKlxOsn1cC1mNwTXYBs6+dnh+v4IDczUckGF/GE8ew45e4NmOq2iTW7J4fIGOZpHl5suq+7O3rYJv9CO3+/5ovAyliGjJ6Xo9FHn7iYjRqIXrPVl98HTnnvHNXFxcXPysfM2gQgohkcjDE8kdICaPxvPGsYkPDstF5MpDiz7Nws0P6OVb3ZnpvUVlZifBm6GtPV7FcMRQbZvXtVO/JjLDuyURxuHjrucvOW0dKmQfbwNCCVmbbp3UjWRGNJpcvX56tiILBI7U9zzFbAZyM/YJVVAEqfpgcc4UKmYEozmCdSNJ8W9V2boivOx8SmqhxkwB3lYK6BekB4oCSezAp05Zpz0dIMgeq4laHkpsYGqzLUA1icRKdwbYvIofgRJ7MFHv1FWWsm833l7OJya5ca6+8IqMMDpgtHrrvF6wMbDenqfEJWt2hVkk5gg6oCqVd/wFiCv/bf3i33j7gkT2MqV6rQfTLbaxS0BnlWMC1PPfcc79dvXq1axt0+4/29k6ALE+MmqS5qL3tNypyLgR4jrrQ6vMrwrM68tqeueSiCybzcC7gWRpjsVnlJD+Vni4qfRVdfU6SqMfporI98naVlRWv0GOtQYOA65q/4oJNhZ2505vzcyucDBSFix7l32mdcH2ebuAaUe/Y+3+huh7kZOIQkYvtGfBPAaoi1nzgF8JtLoc5QQxWEENsCWUReTAMpgJuVjhvyblMBYJAeSIZAMlkgHPa55Nrbrgx5wABnq8AapO7e3VWWBkALQI2yVd9n8XGgBEC/ZzRtoQte/bpDbaLF1eZLe1t5Kbrr80a2CB5FexTHXtxe1vknl/+evZv7/sZefbFTeSOO24fXHnhhbfw9a4eUjp9C2NfxSNiypcSWVRQ0G73wmBuLw45O/tQcj8YWvkAACAASURBVPasyaLdXSPpDq/t8oXTazCvg58enlmhodAqdJrzYzIwctPS8/Itq6Ki4gSrm1s3Mxt06/LzX8Eyebvm2Y3msSqmEQStLFy48NV8jwlUVVbYCvp03KM/JxSkoL18oFX+zUECSbxty4WRs/vYuuVRgEHJMmbrBgGLYbhijlcxNJYDrlh8nkGYCjhJ42WDWxYIlPu3c48X2BmDGP1V4AlhxHStHLJrVy5Jb+D69FJkJ0nSLjYfYIP/Lbr99MVLUAJ2GZXTadJJn1BnWK96xkgZ7mxckchR1TH27t1bevnqi+57ddOG697Yt5+8sH3XusbZs8ONjY05JztxBjQTJBdSFu3PMoK84EGSuxcC08+W2EmOTuvxNC13W4wPUDdRL1m9a2p6WrWN2Cig7saHhuZWTL5t/X8WNK0tyGaBnSNFO7Noa+akq3KTE5fnApRRJHWDkbUL9nDR7UtOlwiC5DNlY1sAvrBtS5a4Bq2yKVwxionnuR0bJK4sXjgmN/If7Opy5WvIBXgBYCbgWcFAyIsVgRQiPM4fMn6guYl5WnRay1Y+sfGPOjwI+ABb/YwGBDGQefPnLy0tLT3gdYwICZZ/haql0ZHB/t0tzfOvY9fTe6S0YVrDOvr1V177gE9FK4UzqGdRdNgkZy/XQ5UNmpfjwFLeabXylxE4fDsHaCXhfbRBN15dvkIfPHKMzF/UZmeWAyorK45N+kHT6fmTVdS4MX4BhAMXDLv27r2e9o7+Tt6OKujO/du2sNlBcB81a1KOvzRgwuiioiLl8FTJRMklI2MD8J22c+NjQhIGLb2MpDU2oNxWUr6jvLrmWwEONyP7JgqChjoTA1W4ivayM2dTzqr1PFudmCI0mUiy17PGylc7fU6158BURnnSIBf2Z2VQAgc580GsoKYHKOUZViQYCHjQahD4iwXyrLUGYLCepVmMVLBjKY4BIzA7QcFk0JkmaZaEZfeefTfCg2DRfDNay355zcAFWKCHxO0183tnpDKKgY1D4+PjnVhuGEY/D1oYHh6ejgkX6J19gp6bq6VGukiWMDyd/jtMmgssXb78q0GizPwAhQ/3JCCRHFzgnR9BJynaWGhSu520vGdYmlqrjqmmcMrhjNj+aY1MPgkGBO11HDtv2fmfrfzCbXfSe14FJWrlF2Z1YsGZbR89LcfNcZ48L/Qe790+f8XKw1u+/z1WORe3L3xctZ1WUva/6DvxwVd++ityxx03kpJI5GcFH3wSkEgk7BduPJkEqZqzPxGyprPbFGGx2PAlfBvaGKH3oYsDk2icuIcPIOfABywrw+Jp02rJOW1t71//nvWLysLhj3t5+0xMTLwTwiybeQPwVNAySXNF6uWpwc0IHKILmOhOArttP1V0bGSb/W8Qjb9CUfpS1Ze69mVTYfUdyPDB5eWKYKG10uBcUNUsAo1UzKrk4jFk0wJUL3eoR7Jy2H8XntV+d6o09Tjyw2Ib+hn3Ssg9OjraSivFjZg5fDfVsg3hOFVYhKx978e26ZWVfz8yMrI1m4sRfGaBsjLTjr5n9+7fPPa7x66klSqMtLFwtWPrKVuBBI/Re/8PX/8eqa771YcxqQIa0HvuuTe5aNGijwe+QVmQJpqnimOky87FLY/LLNdGs67JOxFWV7CNoTCcMDVdkpeZbHSyyMwLoXDoe02zZ/+q7cyFrIeRLkt30ue+1y9Je6FwRT+W5m9qmDNnjpFKpb5Ov/67+f6mlY0dGiL2Ga3Fe/Yc7ZlNii0fJAgFP3rOilZa5n4oXCxPJ5MmqWraJR0TzEGbXmSaqdqx/Y655cXtr86TJxqRZ3jiJlw+d6lBK1icro5kjE069dU16GvHToRJ70gvy4NNj/PhT9x03XlNTU3rhoaG3iwvL6/AOac1rXnf+PA14we6z/33H/2WXZ/o5qpCBkFTQhtb1LKthD2QTDdbz4xbfHDKdUmCe5jpWWDeLDaolnD7wwLV8XRGwARIi4SFAbJwTYbvLYeYUCZbHlxLzSr9kGJD7ZbbRRPrtvF8CWuvXr+pJBz5yFhi5PO04nzwoHWN06vN64LyniiZeKi4qHgTJ04/jA0Pz8bIN3OzoxXnOL1dGGQMlZW9k+5/JB/n/Afuu/9dj/zhv+xgFpWZYKD/GPsDojUzaQ8tHcgeFhQaSXvaQQ0r1JAHpHj5PEs7ZR5DMHNk2qDNQmHOqaqsUAaGW3iRiFEsae20MLXVyNrpJCk5n47DnBZQgt6Juo8JVr1Ae3HngUhRj+c0NipVdq4AV0AgYvKQhnlbn+g9sGdk94FuVk/5jE4QNoBItIBNtl4OA1mGNiJFhm/EsCEFR5gk7Rxrz/YXyR3fOLzoQ1dfvovyUJzem2nyrFR9x4Llkcog6HPPP++KiqrKfxgeYhPARkFy4hxagOgKxg8oforgngUgVaZuOw+4hn+Q0CY+apCa4jSpbznLJkNAlcFLjvIS/Wy5PfcnT26jXY1uZsu95t03vZxOp3+B9chhQL/bI3BeCVjOW37+jS8R8nNUOu4HDOIsK6/4bHFxcQdVxf9Az+N99FEU7xo0u0qrVq0iN7/33Q/R9cFdjIq0i/Ah9jDovX9ZTqcYFFSZCSP25h32MhPY9tp8LQgewPPu7O6d1l6tMHFo2jj8GPizL3NlqcOJmMRlunRmHyD0Gxysr4+Sd6x/F2lrb/9RtvPlroxpLXU860H/AuDqFRT4fFGf8R5C7XlB07Qq7mIXrqwsyMVuYmTikseffeHc/d0nyOCpPnJ08Gly69/tmA3StQnXI2uBKgjMtbl3tgOiYmR3mhjLC8eTtMUyEywP+E8eJpG3rDwZQU8blgAAkw/wBiYIMgiaKrenaXeXjdaOjY0tLRorWtbcNGsNfenez70NxNDPbJM4AmKAwlWUNLuPniAd+8wWhHsXzIhWshfKaw4wMW1impC9VKV1EjNV4o5wmSP1F7cvWNrXfdv7oSIf+UMYjUnbzR98329oN+M4z2GQDSE99At6Dj9HpWPn3mmOpdHKugWf6J4uXtj2CG0MruPrYU4pj0avDXQAAfz+cfutVkAoLX12zA7EW3jk2IiHiEmJmOUjZdgud2XWrB+ROOsCv57vMT2wSLWwubHx0bMXtL71pR07BRXiBpRQELdNP/WMLuhnP/phcvnV131HDFDJOJ/Zja76qxEN5/1A1oP/N4G+j4uTIyPX0CfYTLv2EFCkrahiuzEx8Wl8f+aZZ+Jtra3uufdYHH5hx6Xv+wRVs55dQmN46C0gIRyTKu5TQXqPKowMDHzqrn/51rcRfp/kTgK0ngwagpXPgyBdw8MuZlWFAAsS0RA52LBXpUp0yhb8t5MgzD1/jlcCHfMYIGmoe5h+uMrvO2aacLn5WCfeDR/g68VBFeYOUkJ2pPrJMUrO70e+WXsdbVVVLl+AVy4DjqbHnyIdXbpt5oB/LqZnp+ScWtzetiVSWv0MC26QUUo6aXfqVdijvM4Zg1Pnn7v8/bsPdTJTyjNPPlXx0fddfxtd8ym/aw0AdyIRLb2bkvJ1hUY6iTNisO/p9PP5lkWvdyvKADFjJuaSiBk+jmZ/jNaOat10hB40xuzvtWfNBFH1eJcaHLKJSwYlkp/e/MlP3UK++515L72wmRghbO+u5KINWtczvTmg/JHsHomRvAJWzlvaCnPU4+XV0U8XcDmTip6eHnZzqsvL10TKqmgLScjRo0c3YFl9bf2aeHKIhDQN2VCbFbtHO8aHl4WPDZwjznSN92wXIUvpO/ahBO0x/H9ve+v+XXs6GhT7F4T6ee3PGaPxNV7rqWBikR0s0VRJSV6h3ykj9Vffvef7jJwTCYcQ3Z+EZEylk5EbR1bCXj0xx8deF3MsWl9CRcJ+YlpLw8lWzher2wyT+fvCIyR+kn5NmarZgPZQmI694EvQVH1ou3bu/Nz+bVu+DjXJB90UAQ1wy+BWoE76w54mRkuTHWlMTaNXWb+16Oe+cNtN+///z9R19b7BSBov3dILV5FF7Qu+Q1+qW9l2HiHglJyzXhSc61fR8+Wua7v27Ft8gUekjh/E3NiVlRXKCDM0UMdp166QyTFdPs6z84/+rauri62+eDXU8Fli4h/uYy3MusHssvQ5DsxpatyuV1RuzfugAlTjEPL5nXPuOddWfeG2Dd/42h11UNJ44ViV102PH+6Bk0gM0neh31La5iuQMW2UpJ5hz161cgn53P/6wivJidT15dlPucVv5caNG4svWH5BizE23KKXVBzafXB3p7h+/vz50dTo6LKiIm3N3vGRFijbtuLyZ+RyaO8Tg1orQa6qlvClp/7g3l7yIuAQp7Li9U0MJqIk3ipGpU4W6HWlnWCuTHQd7lkME901y84OPquGAPDMC89tuufRRx8VyNlBRl5wXQj5ybBfqAwdZh1CUjGkXnAQJvHRBO1l8tIMh/+VvM7LMqzzsn77ZFiDd5pGkg6blQaolQJ8CTrWf+or9/zyN1/Cd5f7V2Pj9ohevT2dTm+37LqDQVrOoaGhmqL0GLpmV9BubB27vLDZDL2082Vy7y9/8yFaAc/BtuvWf+hLReVFGZU9KHC+tZkZI/OCX2ABXiYzr0Jscg5WIJYuX3bp4oVtq8J6VQvhbdmy8/upQtuhV5gjxsXFxXmr9GzIZvKC3X9+a+ulH/vkpzacuOMfaw51dDKljNSkcFdE9w/2x4EBEFOmghLTkkJBg6R5hCTC12m5/WfNm7eelhnEVCTPJdUyMTJxaWJ8sJke6ZJpdXXvPNh1wNY7ZVQcQKkC4aMDpKuz0/XcQY5UEjDmlAeFAJgeuC1S9CbgLluyRwFHDW30MBsMGl0PYmbnM24FlfBjYZB7MgBxMloevuRQd2/zIsXYAnJnWNttzKf8of4T6+7++neqRHJGTa3QLQOAIWYRdxsZMpnU+c0m5KWEXFdrPsJrty32PY8Hl+8ip/pGyclYghhaJkO7J89wjmWLCNWwjkJim15fcTtFhF8v3JegH3/4t5/iU8Kw0NQrr0DimQ/RFu+nWCbmps2G4cFTV//H93/wk46dO6NsAAAZvugV67j59IXbvm0H2bF9X3WZrr+lZU4DUv2tLic1eRO0iKqqyjW57iMTLq+EMqBoYPjB4OTi9vlryqvrNuRxipMG5s+s6790LaSioSJ8+iK7EEnGSSibmQNAMvgV555z6Rdv++Izn//kJ9iJVZ/RyOx0CPo5fOgYGUn0k4geJnpY9/X24OQ8s34m+d53/30A5dLysyaMHxwcjHbs2bcUAzbIbwJCu+vr//p+ev7v5xn5eD4UMUIUpHrypGMTdXkM0POMW+9aaAxZBOn5KTqCqol6dTtQRx44NchRI0H+8Nwmsrj1r1gD0VZsNrSd3T2snj7+2B/YwBO8GkD2tTMXmt5Pkwg0nFo6PUe17ujBPWvwmW/vj7LIUgzEm+lvdRZcxoEAn/2YNsy+LUIqACJyn3PvQMxNM6sdQu6k5Fy9NKtp4drXmaceeXCQ5UwiP2jeapJ12CJixT5O3XTOxv0E8QuNWsIKwMoN2SIJ7bcaLx5tIXdycs4Vu/ccuPtXjz4S1RKO77Y6mNdwpdTME3hBlZUpKGhPAUlUrsKLisYJ+QFEpIh71gioG7009/hWcbaKv2DYSjTIoDGA8Y1zlp371s98+uNP/eg3D1YvnDWNPP9mD+vihnSDaKMmOTvQmdeHmDWVmziw3ftuuhkeSOuLiop2ZDs2VTxNPd3dD33/u9+JvkbFwu7UiB005XLNUryRXMvpwr/iWtt/FkYkjRfirumyV427h+xsa1gzTeOfo2/2sZlgbpvXTjqsyQRw9VDtILc+qsr6hkbZAOuilri7uALRPLthI3qRXiIFChDraXtUUA4OlI5r4l5NPMYgA27BSvg3FzFbflCMmHME3+fa/qWMrBlRo8F25XnhJyJQs49rHq4sFbJckuOyo783PAl6fHx8FT75aLBlH33Ua/tsoBXpTJGcRfBuKwtWSJm+0IU42NPCYAOfI8+vmAuam2Ztp+r4qk5So7QNl+rlz3D7LioSvo+Hxl/1mkH4zxmJRGIWJcxZXuuTsVgLCWlLd+3uWEZJpxnLaGP9UNOsWc/QXjl8MG1bbhAFzYF0j+ve96Hr6b17HCoQqBgP0xchSiqtis7zR/OXQbRB87n9/voTnya3fvijd2pF2lPZjrln1647H/jfD3yOKtKi5IiphEWR68oHYr9sYZu45flrPaGb2xo2k4iy2WlonPSq5sS26Pr294sukubAVITek1d27Ca0UWETIQBISfBKRwcLjuAJx06Ti3UaPECV8io56xo9v9noZWNasXBFVV4mDiTOZy561gw+ACdpM5BDGNBTECBsyyIx50PKIsornGx2N1Zc6iLqHiKKKTNFgWGreYNYsxSbsAnbUs+08YyPR9hAuJkCI3svx5OgNU1z2S4sbw2vKVECg+vQMit3Ba6huhRjC2W09LTtXZAqTe2aDLLLV512dve+B6Tb6XiuuLxKxhOJd/LBN96IlZWVvVHI+Z2O1IrxeLw+NZb8gka0SzrGhzGI9WWtpOw+nvxoIj5x+Z7EqccIYvGOuh1nuI85Jg6V7amUiP+e9hr+nt4jPMIS7toVVEFzUMX7xOKFbfdufG4jC3tG7uwa2nGDkuZZAp08HSZxicFNZ7UuIqv+6h1keHz47kriHy26Z/fuf/vGnV/75Kv7MHjszK6T+c47kzyYOcxTcG2VAhScwSK3Qha+65J2FrwBxJljUCzve+G6+RRkzgCpYR97w9b9dlQtIkURui+mm8aLDzu3beKYBDe7//PHZ56zGt7QqVOnKjHYy9eVTJScCSLFu0Lr2sbKytwyOQIaSbP3piimEaMy7jIpndPWRl7fz8MVrAyHwn3F+EVTlWPOmExytpctiJBr9y1lppJvNzxP+kbdrbTUP3KTtPVp2tfRgJokDcDfH+MObD5HD/iaOCZzrjFa1m7aiiyqk0LCcTtKhUERJJS55oYbh6mq21hRUXgO8HxVdHNj43OPP/LAfD47CK1GriCGcFnVOAZsOjeafvmL29s2q8oJcn6c/LwGC5LJ5FmhUIgN/46Ojh6HTzeWFaeKFxnJWPPe8eFLNC0dDR8dXJaYGUXCFma7p4RMX3tt5fj+bnsIvrOq8q5EffSO8BtvJJ8chEdHKHK+1l0sZtNDhRGd6WHbjNbOZgNbZk7qOF0fMb1kXt6m8xeqJc+EQ3pl5f+mHx/l6gmAinTsew6F2m52FknD5tpWXPF8uZk43hNjY2OLHvvdY5/c2dVJy03aSszbAhBmeUFYgASLL/cjY/GFzdzOFlQuO6qRYbtEUq45lGyqF8xkXfvY0WOkxzAbKSMxYKqwMZOY4VvLz9MMB9CZFwzy3Ljszzrx7BkFxfr16ye++e/3sPqxLhpFYpvH7Ksdi3Gf992VWZ6BH9C4o3HG+Yuh2IiZkAfhOPCz9XSRc6ObhEHSN/ZcSkivmqQxpsjtA2Wim7VrM97LiRPeckayGJlzm+q3AFCV9MN77rmXqaSWpkaYIKKd3T2zqEprxjKq1DrN9JfpDUVl4XtpyziZs1AGD92xUBKJIAfBTc8++yxZfdsXqbyM3C2uD4VD/7Ggra33gfvuZ/OWhSurvpnPiUnzvZFD3b3vao1U3D86MoLahlwD19DPSqpuSywPAsoY/Qm+TPSL5Xh2eGKdqMz5YBf3IKAoo6TLSBsE96hlE+sbHSG62Q4wWyYIk48HIDQVpif+8oOsdx8bZF1QlKGafisoJiYmXHkpoCoYgeo6MTz2gXkDZI3jR0qrsybZT46MrEMO72R/0rY2qL2jwozoYC+ECUQmVVlz6+OOADgZusz+Pi31FLGnWSs2CV60dED5icoXX9dd8U5mIsJ54n5CuPTQXgRX2rzBwv1pChdRAsNSLm5oo5WAGpXkskHmTkaq9eaK0KZd+3suMoaHzimvrrEJOm2N9VRWVuRt/uSAysT593a9RrhZycjwa3Z+tZ4xo2ByzlDMjV41zlx3IzFJ2rZLW2dk9ohEc5zgBmjPEm769PNL8nZcdOBL0JPpU1kejX57Ef0Tl2m9R0oXLzmbsU5XV9dAeXU0uPU8F6TTL+e6S2lpKVJtgI0iuA8rL7zgoLwNrTybuc01nU7nnMeBVu462ef1iY2bFtK/3SBuOaTeItkwJVd2UB6dJLplZYTDWvWkLJxZHeQxAbwcobA5xRm6yolEH6mPzGQTFfAUqNwHHuH///rt75GTGMiiDFMIQeNeiz0dO5JQNhEo3h3kf0iVpjZmM4ft2tuxGmrMDi7wIGe4tOGeDsI+bfvfOv1V2DtTqbBNxtMX327v7e7cO8tP7mGeqmRa8VNUCSdMuSXAPIzBBvsQUYq/Q1b0KsZkiK4JSaIMYtrOp7v257ZzNC7cxIH6Ex8dIOXhwvNP189bNLbl5e3w2LmwfbFTXld39zmwFzfPbvTLeeKPYn2vE20sesWYjZo4psrHAFpnm+RciGpWmTNIj3UwL6IGSTdeSMgWk6R7hmEpNPcRzVZyvXHAKV236rl/Wt8/mYJWAbmE6ceb1vf/zlNRon5e+0uh0ifWeK0vLy9n556L3XV0eHThgc4DHz+wdfM1W17e1sCT0MjpC3maV94FEj1bMFoPcGIWZ6oRB5qhPgxL9DGPAJ07+Iet/cytxZzd5uQLZhcMu4J419/wLuZ3iymsRpJmlzs21G7m6B54Y1I8BbzgJme13w9F1ob96MHds3lGRq/ThUkD2wz2Z7q6sTuHyXtnhEnpGU9msXa70dLOyfp2UvbmW8nwiQtJfOIxM5RYOAq69jOsHBog6VfQ1e/sdM5P7uLTOhEe1dnEwCbMiQ54L2cyvYOqKitePN7XvyYWi50tLqe/22CeSKc8pzLKCrxHECQwaKIzabeLFtgT4Hyno6GrKZicfeGnoi3cOOtSZpO+s+55wWfa8TQqU3GztUAUB3jH/bIpehN00NHq/wZQta03NDS0GnGW0IkhRYoe5vmQad93pbh9vv6ZVC0eg0KDEhkdHV1Ald4+eRs271tAgh4Z7PvMPb+8/85nnnxKF31pOfis6RwgZ7yEPCUhn4gg6TsLujPtF5St1bEyO+cDhq0e8RennSzV/JDoanITAAbUoJabm9aTV0Z6yPj+boKQf9ipj2KAiuTg2eADJLZ/6veP6EePHrNfUCeCzKzR4swwAF4CEFlaXOgJrdV7Hbc3iyYN57gwY0Axi2o5X4DcW87At9vJIaqsQ2lK1IYZwdbzpjNRRN/QAabijZBGxmAeCTtvPM4RZI56oZeibRqwVbgI1Ev4qIuKN1/Qd4g1gkcO7p0RX7p0Jk8xSu/rDPQiw1VVWwo+iAfstpmY5PyRzhWTr5yBAMQsbsvNHXdOe1JqajlJSwOG9he/qfnc8CRoYzwzFcZkAq5dKSuva0kkssUyKTDEBgaupLTxIdotZU/Bil58BiHj+yZi5PAzf7zhtyMT9eLo5+L5Td9ce9W17y6vrf0jmSRN19I0az+6bzjOWCI2s7S0LoOg0fIHST4wPDCw6u5/+fa3EDEJpQzy7R9M2AEOuo6HZqpXbvvl9l0Qc7/VCKQxAULYnBEdHgYRKSQeM9E4Jm3TC8ESHiZJG3BdG2A5mXXruJmz4DgmAAyQwf+WDxbz5OUsL7dhU1iAO+CPxe0L/uWyt6/70v3/djcZCBW7zAs8sEPOB90y50yo+1eLi4vzGqDlYNdPG8fMsXn63FJXkuGQqIJzR02dx4p2kDQhtTB9GP1k8Ohxqt4HhaObSHHPBdtu7Zwps9cT8/4Y0o6Tmed6IsXcKVk9WFdWtoB+PTY+Pr4S5j+IFNpIqn1oA0LM38NFBSFunQi5MSnkLBJxNpOGH+g+1w4vJT+ogKnD6a24TR1u4H0zxQB+ZY+MPy0mDsxTN3fu3JaxkRFb4ZZVVnYmk8lDZWVlLcnhYZCvPZsEJeAEJeDv0Ke8Ix3Srjnc03M9z5yHB4fvdPszuafB9m0HXblggUOd0yETHll79fpfYHt07wrxg2ZIa8yEwSp6KnSGx1ZQFlkja7p6er4JcgZsc8VgH3uznMEiZzQH5CwSc8aphb09HnlXUd5GTDTuTpgvk7SowgmLnON5Tdw2M0P6NIH7T3sc8/2m1JLRHxv5Z6qiv/S7+tlEP37EGUzz2aepfjoa7nuClJ9tbkLmBiW9VDBpFErOfmDEbZF0qOQxFn3IIIwfOPlH3HEBPP0nt9c7ATSnx95UXlplQKygHiSGhs6vqKnZoFk5ayFSaCP5YiHlp5lVl5wvLpM5blpxYaOdLuXcMzn3Cd4dH9mywkdFEyIKDZZvphgeH3zeTX9kJWgxAQ7VbRfGYrE6LTV2iUa0ZYe6e6PDQ7Hmxe1tiKzboJH0ISxPp1Lv3fbKVnN0V0qsJIdQWzmdw5SAM+Y6AxBCjXPAoMkJIVoKgEsOV5JGV5z803d+Ev7R/Q9+FHZTdH0LjtLTJvbCvoZggM6enoXtNZmETxuMF+jHGr9itm3bVvJfDzyygvv1ImeEHU1kyR97ZDdkViKQImzMXCVzMwa/XmDkQp007A2TgwtFEjcHA8tfMOztRZjmDTP0FOcD+6XOXLmi9iS7pk3b8kBARaLnwQeeuH3zuH3IzEqGZ7aofcHqXAgak8wOWvdHV4zgqcKj2fKSymCZz0n6JfrPeRlL6TUzk45c7rg5ELh81e2kP2/nMbV6bpBmo6uhx9gGP5QS09xB+ECmtJ/dHHIep3WoX3HuImJDw3nP6i3izaE3X0Ke9s3/53Gihcw5B7UxbTqCZdZeeUX+A4QWqiorEhjTYKLFguy7oVLPIN2RYe9Jh5ReGipyLkBJ45y8VbSYotSJJuQAl+HdwjR1qhnTPQmaUh9Lh8ZHV6Fcn3j4gbe1rljJ+rg8iAF/yAlA8XZx/2zEDEARi37WojsYTyaTOS2NQ0Y4AmL3o9Ea5pK0v/84OXSoH4ZJafL4mgAAIABJREFUFtpWqIoujVSdhPfCsy9uomJaU96rC5adTR7mU3x7YMmSJRf9+sc/ZKaLc9rnswkJ4EoFe7LR77SueIh4YP2DjtmCmzC4jytImWPgmovIy9eojzlgLY8+tImSdcouC2VEiEnACI4YsNy4BqwRc+6mhUYA5K5b7k7MpGHNZiNGCybZ4KNb3UFldXX3rm6vrvkBmSR4TSAbVDDS+hzH/ZezpdmeLOKglEXOUM6nm5z574Z33U4eu58wko4YfN4Z0axjEDHVmphcyb459Np0OQBXI7Noz3Uu7bm+lv+VYAKE+jjiASxb0oWs6LTGuiWVlRUFJennwGTQPEWW5ISUoZ5F4vUjaSy3t/Ui5wKRqaIdtzobutOjNQercT1pe8wpHA7jXm6Qy/ZR0NpqeQlIukEgZjmTl7id6B7Ggx7E+QTFTF7spBXx6aiABsuTkHRdNrrwdVXVLKgFIaYIGMG5fPyTn6CEY3X1qsMiOecVoofMa+gaI1qLln+R78ajpC6bvymCCzAzC4DK/qPfPGgRhmGpxjCz/3Jws4OKmIMC24KsQdSEqmqQrqi3mZpHUvQBwx4lh6nFpbytQakWgZzZlEQ+YmNoKFZwgAQ7tM8x/LIMyji7fQG7//2DmS+yODDIBwQLNWsEIWcZV1okrcMmPd5PuI8Z5lgwQL5C/cJLjifk+JhQKJLx4L089/zzltCvBRE0O/957a+MlofP2bWno27lhRcyFz4IqkJS5HLMaWpy/E15DhIbbvUsq2KRhDlR5+TfPAlwq2i32x336MA7ZYR53pcEG6TP1lxkEPTo8OiCg50HbqeEdAXUrZwqEXH3PLQ529QtXnOGcciuZDKgmGurywnc1xFZNo1eTWW945cLYmbBG0cHiDmZAGqwM7jJFXRnd+/FyimYggFhqGd6rdRoI8jIanRocXm45rde2+Ge1dHtxIYMphh4LXiBz36eLzmLEIl6+gtJwfMjbE3kyu3SVgOnu1sb1ZRHutCNk6H53LOc4OFZZ0/ZFRRp7Y26cNEaSASYNdjLIjZV8GoZ0cnwJJBzvmi9Av+aJM1s0sSws9yBoAPP4SiAvcPDtG5We9fNoKC1cRh19sjBvYvJhUxEh8Sw7EKgaennKflfRpgLqfuBi+pZGYotqekMcHIOop7zNHXYKrrxeddsQWmn00OQL0BLOHldYIzkify9YFPj0IkTc5/83SO37zrQ/R6euhCQX0yzfepkg1hsslNCMvLa+sEJnSVkULcCKMbLXf6+qARmiGeCHDL6mQUHFRU2qpuuv5bMvpLVZBLb302ObN3MKiG8CwzVlM8FgnbfDtfXzzzzxe2vLlcl/aeV9jl6/ZdmKwfKEzZ0PvEBD1BxpyA0Q0FFGzNHvsQM1C+90P5+lBCBqGE2SbFKA3OH6eEBIqCN3EzCzBscsP2jkebz95n5IPaTNJv4RqncZsuJdfKC8J54jYwHQaSsuttU3Lgm3F83OQMp7cqCbc75wCRm8btl7ph4jKoMU00mrYRiScOMWjNNVbyRtXxpdLPxEZFrbhQ/0F7zdnoP16DuIrd79+Gei/Hup9Pa9sko3xQsmdnr6mpLWcKignAaTBsyoKJ/OmMvOdTFvctMdQH+qqkxj5+wushmf1ljZk+M69BGdAVtRDfIZTJaHB7s/85//PhHtzy/eZuvyYGDeyGwxNOWLUxWwWKwBeyqvMNsZtsyvQRACMiLoOkhEhHsmiBn7r1gjqGZJgB065iZBcQs2a9xkZu4BUg4d6homD+SyWRzWVlZp+dFeYB23zpRcWK9R5RTbFdVZc8XkkqlBkDKT9DzQui4QXsAaASR6tKAdZRt5Vasp4Ocxd8g6vIXnjJfcmtQkClpEHX/gHXPrcbCcM8TKISMM6h4s9CpwE4nuMnMJc6tL5NBzp5udQqI5Cwu27PX9O4wMEWibqmtBLFJGj2AVLnpmkkspc3MZNKg8GS62rU0zRpCTxDvVHlROcwmjC+o+s17Hk0Onr0SZj2ejpUPr7Fw7mof/2U/yEpYtEOrbNIF2Klxfh/cupDcOe2IXa80ywGH57hGvnO8X2V1DeQtS+bbYzq79uy7a8W55zxdUlLiauyKhwcGVt/7n7+5BYNW3GUtGxgBxvsIj8yKlGaGK3LCFueY4zBtq5a3o2H+jVHChl15KSUvM8yVkrRF4uyY1pdnnnwqwzMDZozjfTs9g2ssO1wzYbE/OaMLygsVPQvJZ9js7fMrKdnB3bxw75B8nUcBanaKFZ5IJe1KQjiZ5Cyv6/0GIbM+95TtucFtYpjlJkmV9EC0n1SHq+0saSLMHhZ37coEnlG+jaIIxx870w86F6RKUztYxFvY7DHIgQIYGMwWiMKJl5O4/NsP2ezPMq79G0Luvsn6YTk4wxYtxuTg3QoxQrM2s4KLeAMK0YLvnYd7Vp81LzyHEnjWiQz8kCapHXAaQFxAfHyw2Ss/dL7Ae/bqPvV0o3mRM4dIuF7fRUyivZqbpHgGQioxzbqcGiGYNxWUhAkWVl9MyIH9+7cl6qM7FhRV9O/eu3fgnOXn/WtxV3f3p0F6QclZBEYgORFzsi6yRslBtsCpoUE2QjehGMBA95538Usoyc9vnw+XHUqoTeTRx5+yBnRg3jBsFc2i6QTXP9lLA91gZcJ/nFZu04GZ51hS3cW9LoqLi5uJRPJIZo7PbBFbmOyAfjDVwV8s003QvZ04IFgIOQeBSNIA99pg3h2I6MO9TPDnlrCTqAMwb2WbClx1v/KHwSLqZIyPj3cFnEXaO/LKMBMd+YVvi6pY/C6Tcy7qORtgbjm84SkyMN7vJFqyU63QdyDC85/YsaIusxSe1+6u7eTvv3R4zSVvvWzbR9777g9WRqP/le/5hIujA/B53kLFyuHDvc2aVZ8nA+mydKf9Q+jaoMHJOzDFJ5+GC4UEq0jlInDl26XPUz4U/FDo1937NrH5CcFjGOsZpBoTQUngNIypAYjYpUJu6d2P/YF5jr1j/buuLn7s979blys5c/MFur1jpzQyNnqC/EPnYeW2l9ZGydN95rvxT83mxBslkQqbsLktjRM8H0TjCbx5N4craL4dK0cgZ24Hl8HCXSsmSGIstqqCRDfkdKGEJUE6BPME86Qbpe+w5KmhF0fTSMUZiw2frSzAQvPsxn40HKL5hfk3s2+mohPVc6Hk7KeeZfR+4zKbpIEa3PewOTBFopaPQI51l9k+Ffcr636j3knMS+h5TEgnQhX6IY/NMwD1pwpt5wEpXghCutgGZI2/oCStMm+IuOQDhPyqI0xSb9Ke5Jj5HGwVbZiudshAaLrg8Ytxl5GkJPB6/3HkVK6l5PrNaz/w13kT9Hjx+GEMzCOylKLphe2v1vA0BIUiERtstgccOTkTJ398QZDNGiKw/HR6eOhm79/g+V144JFgxnnkD0+Shzc+weomogx5Jkn6vLRi+iIFmlRQ9MJgxDxokFR8mHzBg5g5ODkDIomDrEHUEWsWBZQvjgjPaFtC5tHfsNmwCzFMtY2uNswNerVJ9jzrGxSd41Ug3B/Htq20IWcDrZQsQQIaAGN0aEV5uMZVwRESz7qSB/fUnpg3t2L69Ole/b7naWVeA9MQh2k2CNsmHwQdjF9WfdqVM8eHt8N1/e3kx8t+T1W76d3BzwvudwP0v8FjBqmWfGtxvWagim55U2T2jvCMjGTsA+XhfBUbnpsQm0UfrjO7Sn5QTYiAM1e51QUhWVE9n66Bxbnzl5Lk8Rd5tg3bzMNCu2ljxrxR7HcfXyTTDb1vcD3Fu7Hl5W1z37l+bHFJefYJnlXAhBTNTY3dqdHhJggSv0TzQXHixImKSGnovF17DrwHc5WacJ4z64l7mdFV3hleNuSganoSgIlq7XzRdnSRs97xQDKs/01HiFlz5jIew9jeqlWryNp16+8PFOqNisDtzEgqPhaAmEVARWfA2h9EbdRNY+VjcPChZ/fZm2CeNZhRkMTGiS5zV0A+GGV2vdU+WbCHdnV3r2jPfcpAVMrXqWoYIQ8/Ua4yY7yyY/fzMIGwZOa1tZiRfINHURN1dg5fE2J4Nfyh4dGi8EbMGUHUM8j5ogUswIhclDib3PTVz5H42/5RCIzRWaOIRPGcAFi2NWt/834bSrcvbgPt7OlZl889N+F+zoXaoBOx2FsoQQlLzF5LSCHY/cgZtuQjx73Xe+2TD/B8JpbPIxs3RUiF/oC5kD6TpDXXIXPDROgwnpMxYGUxNQUJi/gM11jma/MhvbLnABkdG1ldQqJ5EbSJ9M+nV1ffRr+ck38ZzJuhcef27f/2wvZdbz3esbPiie3blb0bILBPM19+mn2ec4ciLtS2WZnNKnqtmD2Gp/Vd1L7gO6/s2PnZYjNSLthhODl7mTNygU3aKIv+fX3hQuZGh9kiAG5GMd3yCKmuq2Ux7ACUNkhRBPfN9kpsNhQbzjtwYk5T4yOUXG8gVgSViNWrV4+f6jwYpy9/xIjFZpV7EJJeXLUJpIZGSAW4R8H2/KdSz5ycOX5ESfrt37iMzPvc03bDgUYRrT33v8WI/ZHEbDJ3RrntHZA0nIE8Dj679P6tm4sXtLVdjmmt8j1PRb72vLBrb8eq57ejboHdHJaPI9dGm6OeZXL2I1du1pCXBdk3CDbtayRFS2+m35BP2hpUt9axwJV+Z2YYnrNjwOhn79BrVk5rPqehwb2genpW0UbzuwWcFtMQheaKn0gmP/DQfb+8Gu8y3okks8dy8ePh/M4hmytOU4TgZIG/P2LSL8ckxZyIyVVXXUWufMeVJ2gP5eWy8oovFxcXv0K5hRRTtkY/pcGnfKZi8XBTk0TOImyi3rvXJmnAHnw0zFkVxHTwzNxgueEFDeWmr2XeOQnKS6tZpj1K8iWq9cgbffzxp9Z0dnfP81SMOhljjcqezPQULJpQkVA/H+Rie5ZxW/qfyJNnXE8Gu15jYwRQ0ZjUlKnohMr1ktc052UCce+x5pBDpGTr8vNval+8OCeCljmZH6UQP+ijB/eslsO8WdlCQA4n12zEKqpokaQnk5xFrL4oTvY8FyZGseEy49n5vomZhpVNA9Y/QDroH77zWWcQLIF7iOsfGorlNy+ZhXBl9d5cIji9ENGrxhEFbLrK7mTiD9Q/bPfpFe5vfvgzUc0qbxOxl2mStPlAdGtBdXktyPn3Z8yY8e7y6qjLRFpcWVlxQI+UNvj5PbM8xadOTjo5i2BELZG0df7myCdVAxFruRg8EzTfBlr88eXnXlCs5551K12WPopKqZF0m2o98kazOeSGhld6lkHfIK/zRNUaD6iebT/mHS94rssGZnuWFDQAVW2sXE4ePtln+z3roucAbaShjl8j6L2IrpXWgK+lqnkW6kOHOgkGoSuqqvQ5c+YEf4MsxcePXyjGx8cvoERgufZILnaT4CmWr+fG/j9kHygEYkV3kT5tuX3HXfk5iEPYYUE+hGUpYZjD7bShuqCQACJaj99Eb5XHIKgiTIMgMZH4aeuKlTeTrZtbjMH5bBkbb5r8WLM/KVioufSaMwUt6DZVMjB6YyOq8Su0V8fZSGzc25MDrnNPDg2Rp/M964DgJP3DlReQIc0c0DFtoVE20JEOm3PmiY2JTHpeIcCwERuJ2JIKvSZ3gk6n96NSIlm5FeLqQnNjI3w8/urIa3uWkIvUlR85i8VBKvRKOAmqbM/ZyBbrVSQdBBgUhN1ZhdUXr2YuhXxwliX9tzw6oMBYMvlje4l79F7mXqcr/vzmbWWf+OjNH6Rfvx/8DN1eI4VqI03TrO4JV8v8M5MNJlP5nj6YDSAnZr/5Ctg65PeuibJ96HtQUFcNQoMPvMMrpu+5/Gapw8TH81tbr21umvXVhj37Lt/4XFgfPHKMdEm9nFN9OZQf1CNjstzqPBAfddcrHu5tdXaY2zDeK3CbyAMqFDfPbty3cNY08oqHqx23O4veGLlAOUCYbfvNL9okDQ8PZPk8etQw7VR15fY0MdyTAzDVm/qG87Sjnb29qxbV1ORAFCaSyeR+VEaohpGRkRmoXOJ6Wmk3wtl81/7umWsV61UQU6YConoOooRV5Ixl+Zg42oodsu1obSJtS5bYBO0MFhos412ZNd1WpNi0b8ZHYX5yGkU5yrC3q5fs6th31QUXXpDDfXcbObiJQxwkDDSJSlaEbf9nqOD/DnIOoqJxXofTYeKXWJTPcg7lzM0bImDfxaQAwOjoaGtpaak6IiQLIDTgdoo0o2jMf/fA/fkUw4AArpLqmnVLli1tOH/5yi88NHPaJzDPpXyVLBlSlrn7AuNPYKuO2z7Q5qcmjNM4oV1hym1mQ4fslV5BP8XhyuoD5gCbYxsVQ7fjcfif5odcyVnc74fCb5B0NGqY7kJswsywPVAomjhU1Re2ar5+eCiWl2N9JBI5yhz0Ow7T/rLRRtt/FwFX1tS8uGj+NKY8dU3HMZQ214Z57bjJ88VlcF6Ha92fC0DWh2dOcy+0vYIMe1ooZEzgSf9B3Jgai9KINWbANibmrNwJZv8N2q2WIxbF8SLRBp1LsqSJiYk3UQf44Kd5DJPpZ03374XA1qwibi9vjj8VyfPrZ+os4SbkSKlu2z1ZUxdH7m9nctOioqJ6gkQqBQIZLS3323wpgiEcDmMc7JP0/fgExj5Y9IPVRp/0snnIapkTr7hcVsp/AnLevfr3hLAqJTqmO1PIcaKGvzPiIvj8ohpJKyf9KKbq7wjUoRxEAUA9l5DJHxj0wquXvoV9nv308+S+Ax3khvltblPHgEnSGIfjA4Vi+kvbCVwAlDUS7sPFjbb8C4fPXqxMjJ0NDXPbXz7++FPnkglNWRlp2S8/v3niXGNsaHU5qVESdGVlxRF6n+fjPvOuDZ4XbzsLGeDLdX94CHBPjo7xYXJOuZkyEpPCIhghGn2Q8AkG2Dhz2PTmwDMYtIjZvtdUXR8acuJFGFngRbNciKjailyVGD+3OFwcYHZ1/kJKfqQkfzc7qhb30gb2RDQanc6viduie09cSJa3uYnVlbxIKAdq17XNH7wJPBcEtUUDYu2ujlpTYNFLQZTlBEwZ9L7X189kfuwwQ/V2vUaOwwZKSZpETHY4efLkyzNmFHTSB+l7Na+5qXGstWl6iTzTd76oqKp8mZ73uYnEMXMBPW/Mov7g4A5yY8+lgYJMmNrukVKPcvXtF7AyGaBlH9jSQIxpmEMicwCdwZonFO++QcVvbVUpOcIy2mnKl7e4r6/vlQuXnU1e3bSBdMdN3uJJjvCeBSXnfNWyCiBqkPRfS6YOnarowWMDrMsNWygSDjVQAp7RVuOZGxjx7his6qU3BrOsXB2KrKOLf6jc2AdpjYywaMUiDbaIP8rr569Y+XQdJfBde/atWumhFuc0NWW4OU9WNSmU3Pls3QBSuCJBFCczNI6c12RyToMVStzhguhiRzQzWArzHuI5JUZjqyvDNb4ErZrUYbJAG52N0x9/ar1D0EBuYY4gUZGkAU7OspqebCUNU0wFsXyhCZ8815mvEVGWeAywbYKc8fyAvjBX02FGDOgJUnL2z3GZFele2uueRz/hOromFhsOFE+RDZrZMXMhLrpGe82EIpCtKnn/yL44Swfqt99kAMd9cPkudCRdKBNjuQzb8EFFmpWCPVRuui0qeKMYI4dvHj+OaA9XmBWLFowHG6GdDHLm6ln8fSklaZFJQRSmahighKFThXCYJViIVB1hftCpEp0JMChUrq6hIniYOJIwJcaGPlxOojkTNO3OnfIbsW5ubPwdbQD+jt7otzxwpLdo/fr1GbHnmpbeRF+ct/KG0JxNwWD251wJVvTmKJScVUCDx+3QAF589zyGjt0z4THhEffFh+dHKI+oXbGT6DXlVVDQ5/Msvab1iFbDxLx8ujTASz1nA7Z95mf5n5MIPxUN8p+WeooYISeBJbEneSDWZLLmb6jnRS3NhE/VBnMO02ypBKlvaYDbY94+6SLQM41URbfWNs1egzo/Kall0+b74eRINx84SO/a15d6J0wKYLqwSfo0+kxD6XcNiW0MT1VBhGEV85rwbzqVYiraKx8+wFbNaWz8Mq28/8SDKFiK0IAnJZOzOJhYKHGDpP/6gcfcKtpKnMQ9CkDGZvY7es5FXm+w+UBwfbv2dFywbMXyMxG2msu5aOk0nHuvO9TdG1qkSP5fEY0+t/bKK/o2Prex9pMfuwaZ7ZROL2KwChrBMg//5x8JXhY3hV/1PK98yVn25ICZQxwsZD7b23fYv1mota3cHGhFYXtgSoSYuzg/Vyyri2hYaQsKFDul5eUbkT4gZF2TkwclGGAOglmImzRkJe0FUVlnU9X78zCZ8GRj4bCpnEHOeHawucdfxExUVKhQUbPuineRtVeuPT5/wYK/CV66F7QzmSBKpZ6dN3ParZ3DE6GxsbHlJSUl27LvmwvMBw9PDmbmqMiadp3BcwosrponQzl72MDtwCpD9GUitoK2J4gmZiZLgylp7wFQRtDhyspN8kAhXOu85402MZlmDb9jiHK3rLyWJI8NMFt0Wfkom5Ggr8ucRgYpMkEURwf7mHoAet7sNnc0TD9ezLyyuH3BBylBfymX88C0Pug2UqK+2GubxQvbHnnovl98qPPwkXXti+syCFovrdrOg1VUaVg5fiS5wOE3yAGkejoBkubAC85zpOBcocTK9AFGupykRWKuqdLJjFJTCgwaY2QgmWTbIUnM9KUFDILqzmchCpqSx6trV1906KnfP9LCJx7GoOE08hQlxdsZKaoULCdm/AFIYBSEnFUDiHyZHwGr1vnl+dCtFAyY4RyNPydnDJ6zREpUACyZ00w++/lbn6Yi4rLsZx4IzH0qFottpIr8kS33/Mc1o/HhNSXVNQURNN4xO0ma4SjNk+NmU+qaXzAP2PZpL4L2Mnt4KW5he5T9g+atxBhWlW2Rt7DEsJUHfa/KTTdgTIJQVVXlyqXM3qjx8fFOPjksgBcS751sf86VkKGmJ4PEYYv+3mWXMrWMc+NTmSMMHAn/4xOEJEcNO8Uf7IxbB16xchNwG5B5k5DgpbO798b26pqcCJrDLwcuVWnfoQ3dh2Kx4ffTn5+W16eKU10scX8exwVR/DiP/fwgDhT6wcwwpwlTLlkVjjbiIGkMTLXMOZORBICgnY6OfWY2PGL2GnhC9uAw7GEW+TNf0J7iz6jC/MrzQs8gGzgxB0WQbHb5Dyxm3gEM7sOMx+6xle6AzwdaW1puT3yhaenn8jmiH6hiHyzSUo8e7+u/hr5Tt9B36puFlId80/YPK0ANAJmB/DCriqyMRcL2m93btc0+az+VF4iIbKYQwTvkwcEXSLw8xxFsoXg8s6L0GDzANoibMIJGUnUMFIo+jbL9OR+izWUfDArKdmjAtkUjwX25OajDMq0NDJguXcgTHKMdhbThKDqLGHgqIqi+aNTsAsIcsn/r5ub5ra1L4YeZ6zUdPbhbacwHUN7aK6/o2vjcxjnnLjtvXVG46BF5PRKhqDxmOGT1LK+DuYNv42f6CAK/gBUOc8A4wuy2Zj4B7itksPtZZtUTzMgsDtQe0qOUoE1bIkwL48Xjj5QE9sZyj6jw16iQUG+gJBz++TU33PgVJA1iqQtY1zK3l8pPPYvkLKpeFWEHJWlsd2jPl0hFsXuKLs1w3m6ku4VHPZsj1JonFMmS0GAao13M4ylbvvKgoKTJpgbh3lOlevnGsy9aQx647/7m2Z9v/EBlNJq3VV6zcnYzU2bC7fUNFQ0zh5wbOggpq8CJGrDJGoQcxD4tELN5/DhrQPqgnu021PF4dkFqY+Fux3rTHlOT2ebpyqrKjZQ4VmebUzAbeP7n02n+sIMnLJWFJJmapquDFzCKTaz0jLg2q7ddVFQEZgpM0Hpp1U7zW+Zs5yIWty/4N0rQd+17veOW9kWLHpHX0/s8RBVPFSI3URETwoNRhWDD/Y17WMAEwQJUWv1JdTLwsw81kcivTILm5himYik5w25OXyHblQsujLx7zYE52Iy+NNEb6snlqy86LE/l4w+37Y7V6UkwGyJ39KL2BTtpPV/Cp2LDsSon/pZ+3pWTuxuHSMqqpP5+5okgJo/M/TNtPUWJXpb+dSBhhl+DsFnAUBgNUFfe4dgq0OfYgoAtHluAe0qf73/d9bU73rlnb8cXV154Qd4ErRdHWS/AGN3hmDkEey5IENM/iCTtaW/OAY6qziRnpVlFIGas+0Xv0+RkZb+6i6cI69atHj0y2NVOqzUn1faYmswmaKo2h7xCvvOKBswDfioag4UwcwCm3c3tY+gVWQYzh5nl2LBmaDHtPVpSOzMnL6tS0m8pRM1vswmt6CfzZk77MlUUl8353KyLKmpqNonrm5tmbcPs0jztaFm5cxJKcwN9mOW6eT/bBs2ERjeFf2+S+bLCFDQgKnIRaAgWS6PLmnXLMdM6AJs8XBehpvDC8lD2Ld2HzeAiSs5vu3AlaW9vz+ultXlIcPCfhHmBX6X1fEkoZd5rjGkg+1urZeHjClkmai/l3L7QbW8WEycFzRHtRdTqtKaZ9RwmJbaGChD0zviEzyBqNKI8GGKSUNlHn+/55zrBTAsXLnykbcmSdz503y/OWryw7b3l0eh/5lWybipzOACAoLl3irXKtkWLSpoTaKEkzcvKZTkAcma2Z+5Aa5G0meVRt21zuriS+dWEaQ/OefflCFwO+xVsocSxcNa0d8oh33+KgcCgKB1JkFErAodduzWhNA9gkENc9XSaubryB41n3U/6mB16JDn4lorw5F9bVVVV3/wVK+/Y8vK2f+7s7f3iopqaHDWZGyODjleMOYhnnvNkDhh62aJVkwEDkWgtU80qcmbrMRFmpJNQTc2+pxPpN7SIb7vmiclIliSCnsUbOHdey6GiYcKJHflbUtlwl71dLmpald1OJudcbdO8PJg3TBc720+LiK5aHHzyZoJxGismDcoaostqjHIzpnsAs0+DTBrmLbRzSj/44IM/XXXx6q98aFVhAAAfcUlEQVTc893vNL66t+OWCy68IC+CTqfTw1yZc5IWJyNA4BPI8COdK1z7TQY5F4KTfI5Uu64adv4NuwcgkDTqNDdtoHeD54ZnRdJFi4nKBs12K63azV+sQs0chcBLRcveHGbwhDB0hPSY3O5DvzdS5VBp+YQCf3xhMzmOIBfdYB4empYONJGdjCCzVZ86derua95z4y1PbNy0dsGCBecXFxdv4esipdFeEBt3tcNDij5ERbaHu5zoWeEFOS9Hrq53IHvVAKSXfyY3aXByBsT7ggHn6Z3V5AQZZF23xNhgc7mc4isAVOTsacoKCNpk97KySyP29Fog6dcO7CDLpKS7+Zg8AHnOQk7WQUla3BcwBPszrtwcrDXVGQhYnLIOL7tOX3osRz0jnQdYYzQUGz4r9yvJROfhnptBJpWVlbYHAXz+U4nU1168aM33Hr7vF+efv/z8d4f00K9zLRs5kNHQw9mT13qkg0UOEa49e8b7ybdmbiXkWAFzFU4SoOTvbHw+w/xmeP4wrwfeQ/CQ4w2qDS2dUTscE0dJ+jBeuP9OcubwImkVdO5VgDwR9OUtSyWInkqzlKXcYR/XVV/fSY4NDLDK3fcmFIXmnULKA3yUPBuQxH9kYODOjc9v/O7+fft+1L5o0SK+Lq2lH6EE9l55H5DsTUv9BwmBO7R/IPWZ8wZklCUiH19p1mgIsUtOjgyzxsn3QpxpHaQNAsfgFOu6pTXffOMcThJ4x5gnV/5CkySFi6sO8gZSJGlgz97MnNDZXOr8ZldRmThkE4gXYfPtMtSz4SR/xw8oMHHQGY0qNz2hoTyxM0B0fUBMjEy8bf+2LTPxbOfMbnxWXLejY8cPP/q+d1/zj7ftfNvDv/7xNy+4/B3/VV9fn/M7JkJW0QxMjfbb9uj5Vx0hiza+vZDD5AWQs2naMOSOjQCx1+N85blg2Byk487E26qBXJugaev1ErJTPfvss39WJI1PGVAHeinOccBy1Ictp5/MKB0nM2cuINUNM9l2nJxBGKi0Ud2MqJo3BwPR6ZxrLtSg6I7oh64jR35A7+dtj/3usfbmxsb3lUejv8TyfW/sewQqQXypyl/Ag9xEkM4mG0mryDZb6lG+rrCIw4Qr8bg5qDFdOfrMl4E8WNdNS+cxWYJD0oVGEcrFCvNUugBzAmm/nZFmkAG8XMlZtV5O9i/uJ3tvGMScEbpMNfAEsx9xkzMAbyd4q1BKqPc/o+wwxmLrkcUOXjl6eeVGcd3y5cvHEonEh6+54cYD/3jHPzbMX7Hy55Sg1+d6DHg52cezvCFME6UVl2dVi5MWSX/k0RXkAMn07jhdADEDODbUPGDXVOux6NZJ2vTselx4nmb9A1HDOwphU16TXrs6sZWVFR2U/Np02sHwa/pkdQsS/cq115JrB95UEmq+yFqWdeFnL5hNTgxWew5aAcdpq3/eUjOZHdJpRqpytD8bpiE/qPvqwoULR1NG6jMbn9v468cfeeCuFWve9gCS1mP5vpdfcDWtiMUfIc4D4u5zMlFniyjMlh86l7Dwus1Fdu1AV8xQzD3lNfLMgYa0EBcv02vE/M5JulATB72ODm6W0S1jLVQ0zBzIbMdJGvAjai9yznfyWHm/0TffStVzgoV3q9SzOICG+4zGEPWfm56A4x07mQpNU6VGeyethYRjd3V16Vs3/HHdS1SR/8t7vt4hmu04wuFwz6K2BZ+56fpr7/nF97933ZfuuOP28jzjDWzbs2GaBXQ9YXuv8ad/khLktxueJ00zqwkRQmQmm6w5KbPvy3eR7mODpilJ2CYqNJoDltFZ544MjgHaIm3e6JrPCWU1hdUWVxdBN89uOlwXLmo7QYUdZtxWwcvL4isPPhjYLDEZ4C8XgEopErMKUNOudwx3KgcvjsRYbCVTgznMnBXSQ7+58h1XfvyB++5fffnVVXfSRbdief289s30Ua+xzw1ubC8gJ4ebREHI5szbkzcoGISksY1osGSZt6xRaZVdmI9As4lKiRkmzlR0r+n2FYt5zzTjDWcgTD5kLqlGZSBXN2+4VT1FTtKY5Vs0QQSZKHYyZ/ZGlr2K4seEJdxriflouXoUGBMg4WqXqyM3OaGHmZHCNQ9Mq66+ecvL22bAbNg8e9a9XttV1NTce/nV6y+jSvv6u77+r1/87OdvHa+IRm/32l4GUpgCYq8JKWsxwsTNOjbv4UM3SPxNdxkqf+l8IZPz/jcH6QvhrpUtLc22uykmHWBnaWRm7xZrrUPUOstod9Xay5LNsxszkkVJw0DpzRPhWWvJYMZ23hcQPYMpZ2Ay1XMgGKadSjRlyMDgFV5IdPm44gN5xEcHSHk4uKrTtLQONSiq8iCYf2br39Bjv3jvL39z8y0f/PCPMeV9VWVm4wcVDbuvPO3V6QjvzmbyUNufneQ8Mjgxy88hZQ1WEYW/vhdMk5XB/Nx1ZRU3l6lmE88FoolJzoUwLfIUJWlikzRHNnvxZMHx3CCOF4B1K3gjaVgEBRe66dXEjiRkdVvo2cDNLpEYZJNNjI+Pn69SvtmASSp27e34OzTEf3/rB7v7Y/F7yqu9Q64HYsMfXH/Du9p+/v3vLf73e77/1U/c/DGQ9NcCHm7/RFhvJeLMKoZJ0vCtN38aLvc1/L6z7nkyrZLWvbow+eDWhTax3jjr0ry8PPj+sHEfeLSBmTROvtkvbWU+C545kAdqhceS1mS9vPuX+QIwwyyt65evfhtZe+UVo+eef951RUVFv5PPw0XQekXVS5ix+SXaCEyEnSL9lDEnZz/Is7EU4rrnmmpJuGrRpME9CuRPVGBeedNEy9kuajn8Z79gASWRkm03v+/6b9x+2223vbLzlW+W6WVvLystPcHs6GTYNbhjCLbo05GhToZM1Px3lLg9OAzDbOm5GkND1SLcS3b+AjnjORy0huEnM0iCg6faLBTcjZCn1+WAC9SsckdJc0w2Eatgk3NFwpKInKgMVw9GF4IiqKjC1bDnYfZmnAaHp419fvM2suqll+9tX9D6udc6O5+BzTjI+Wzbtq2E1td7H7rvF/XXrFpOFrS03VRUXuTrjd7Y2JiYPn36te//2Mf/SEm6+e5/+dYdf/t3tzbtf/2NT2U9bjp9VC+NtEJ4yWMPfNJfZt4RssSxW6EZpGfYILWjCZcrHvyUvQCVLSpkFf655xTpbniDxHmUoAvueshy0isg7saTW2GAGpGetCEbW9D2f9s7F+io6juP/yfzyDwzCYF6SjJJKIGQSXgkPIJ4gEit7LqcNQGVba224p7qObVuPZW6ikLXA3isnrar4gLbQ7HWqj26Igd3i8iSIFDsYiAo4aV1ICCvEEISMpOQzOz/97/3P/OfO/fOI5mQC/l9zkkyjzs3996593t//9//9yi9W02cgSiBDgaDJ9jkQqO0AqgiN+/Y4bg7kAi1VlnpzDRU2ljxwuBAQLraJd/piZPNo8smJr8NvpOnpoGYfnNcWVOq29gZ6HmOnqzz6Ml6W+137/tk/NhvHQ9vk2DJQe0EsgdSdZMX6f72JYy3Ds++2FECpMqz4knkSozo8gI9QNh9QC057huF6IyeaVPHWSyW4zErTon0zBSOHldG5fi/TOJNSBlSCH5p0d1xLYgRZ74tsv9fbQQD7ieeSQgYySXVCSdoPfb0smcmjf7WlK21s0v2l4wd80afwbhBWZxHhP5fT0+g+7W3N/z2VpgYrL3nwV8ZbIaYWuhqZGZmfjFy1Kjy5StX/37r++8sfHbZUw9XTauoKhlb+LjDHVtIjAM106FsAN8onusRPYoQfPCK7L2ujAC92QaYb9pusZHcERaysGGi6v/SEmdwZUAFPZYYcz4QLvMaPesXG4sOwPwWuDkuEeWmWUkOHXXwHAJYbu7suX4qzvdScd6sdTyiTkuz2XyIX2DMx3vFL4lpgrC3a+HaUAq96D+U+hPaiC+FWNuOjs5pqfx/unwhHJMsl/PLVD4HQIH0nJycJVXTK+vWrnmp4h/nf7tCa1lxwjCRvzgd4qxE6d6QwtAg3ClbsjjlREqpHvAo1QlZJXDTpCchmHkJBdrvVxfhtEVxEBYLvYvePKrFrFllUg6v5HetRDpKnGOQasloIQqy1ojlO7MmE3r+sV6Cv3t/W8XmD/+3gorEi3Nmz61zZbkOFObnQyo+u8hONjePIQZD9db63bcd3F3npOcrub1m0UtUnH+Wyj7JjQEW1dy95If0priq/uP6Ct8f3tk+q2LipjKv971Ov/+dmFA8Q+gI/X2b2voki1p2fykmSpVHRxJqQlrO+8mvi3cRZ6804QSCrQZvTguGcuCEnwRs6uuVRDp6fgSOP2RtQgYntL0L14SOyiCUKg7CXNnEEg80kDg3rmh8Nb0ujmgeQBLjg2bWxaf0HsLGB5C1xy3d/oowr82hpD9WNGwPr1MtzaJK+ey8P6GI2KsQEIfdALXqnN1TK8fSO31Cwe3o6Mjds/9g+YzJ00mBx1OfaHk1qPV4ZMGi++fR41u39pWXRkEsNvgHlTCRgAgKImWIn1G8r3RHpBMQZ6X1fOkSm5OO8tPym6NWogp/DywFmHCGzM1AZxuhllPCbeBJCsrhrfL5QAonwRwAbBtPt2dRHOyv9ByK+cONiJ9r3CcNVM55Nq2uDvBrN+xcTpwZW0hAPsSifcYnZ9Wxhuuis6X590INCR7RAaI8epz33MSy0t9anVkHaq4aivzd7bWfHTo8nZ7T5k1/fL2aXj/VosjzRCSwmpc+texcqdf7dEZGRspNLjgZ9oyN40rGvzujsuqhvzbsfXzP/s9q6j/eWUPPnVdmTZn0oSPLuWNMXt6Oju5uX5bdOom3uVPsqvz9y35o7oO2WolY+S7a6xCJpW+TH5+K46Bkxx1cXULwQDh4SeUrsMoLfHn0C7odX7DXvgxEvRs+b8eWFMNEIAhzsNCT/5bRkrnUYrN8rb01EjEC7XI5IUMonEsJfQGh3OdgpHwPxNXB+vlZSbgeLsBnrkE0tKI5REy9pgKSSRIKtMPoqIGQpdrv3UfMVmu/BBqwOC1NU6dPm/fQI4/WrXvlpdwLKpOxbOQCHWH2BMiVWbFnxWAIMwDizEPrxAgZBj3DLl9pJW7HCCbUYnKHGvx7gIsc9pE3VEgXA4niUAL78g2z1DThIrV8WuQL3WCVfO6wv1CvF+pGAw1yekY6LGqwmnuohe7MaI0M5SNbFjdyBlC+zoWZx0HPqpgUosK8vrsv+HOHO6edLWRktV1enFwxJX9GRdUCf0/7lK+aTxV1tnfcyhOFIBbZmeXa4R3r3dTmb/sjFef2ge5rbm4u9DN7cfyECevLS0u/5zt9+oFjn+6duufAwUX0fFkUnrs42xJ1fkUdEzEhhKkpxEVLPf74TUyt83kg6uPRjoeA8Ep4OVHklf9Tlcibat/VjCklIM6h+TV3fZjpcP6byWT6i9aalMQIdFFB/kH6Jddy8YC7GfiiyQBEWsuKBpLpwALLwDaIE4TMypEd7rCtY4QGslH7Iwy9xaQKdiL0sgavO+JtOxTRbvr80DNgpU/0ljbQE2FAHXTNZvPnVTOrfnbm+Lc3rtn4lpRgoBBEeM7myGV/NKCM7kg3IM4Q7iO6jljxHTlJAJrFWkkrKy7ErWk4nlplEgEp29Cn2S9SDeUAXeu6CA1Ao+k53sY728AoZvYddzIr/8Cenez/SyUEYEJHWl4q7i+NInJt25gbisVLy6Qi1vxzYJWPpIcRaporRwdcZMQu0FrATYRby3wuAM55ENkZM6t+QMX1dYfq52yQTrvWYcsm5W75ulOJkx5h63+BfDVGjBgBYr+2PCdnbXFxcQEVK093Z+eUEGH+yeqS5uaKubPnjti65c/kw/ptrOGDMgqChxWzaUIeFy2/FhZqcfSlkGhxbVblMlEHPGolKlhjvjsOfC+QEAelWH907+LtVqfzF3RfU3ZDxAh0kIR83PJhm0DFov0aZRZysU50I4AhncHfLXWOjlNbWekX5ZOEQDxhETGG+v6FniyFYJXYsrJeTupDCaAXzWv0AtoYY6kq4JOGYEmrheClC1i33WQMV0NTAzLYoN/qN23JZe/ym+WcOXNgMqTNYs9Sv0MnWo/iOU9SsQ4sigNKx9bAAxbXS88TH7U4IQPVSa1oHh3Fb0SiewfEGQTbk/sRex3ilbnoxhNqUdBBnLXrUAvTSklWiuIWMxdmiCUu8uS9BuKc1AqGCNnYOWnKzuYVH1eW0RtmX1/fnXQf/p2OvAoP+o/G+XzkcSBKqKXEFvBVBOKUP4watai6kqzhqAv2TB6t82tEGV6nnJOB72JiWcljDnf2b+IeiDjECLTd6faB7wm6YYc3jG5Qf61oLcs51c/05kRqP3BB5vWIYbKHpx5rpfECkttDMoBhed/JU3PjZbi1tbW5N7zxp0ehuNKypY+doCf8xpR3RgOXy1lH/1QnWg4EQRRptl1pFOrpqyAFC8pMRW5y4GuH43Ps88PkDA9nskoizesjcHioHa/NwY8/dI6hQ7rL9iz3yx0dHb+mI4cBlRxTs1KSrY2iBZzXsA6WXkyH91cnT2aGSecZKdlAqhcd7UaDuQ9RsHNzt4UnTnvOx7qfYB0QmjiSfUQpFjY5CUP0sUe7NKQRhHhOR69jxDfy2aQTT5GmwnbZO7bsZYPN8EzyR0JfGI3G9z0FBTuXPrWsbssHWyZt3rw5avJY7bYVey+zkRx6LtoL89izXDlTj8eL8/MUDDWeFs8NOuFY0hF0x+5JZaUaWxraAZ2CIKeCdQyStyEUCvngZ+XKlTtmzro5UefAuMQINL2Q6vfs2k12fLQ9akYYJuhSEen+CLMW7P8KgI+KiwQv1wcuiDFxLli1WOh4tLa2Zh07fHTbucONOQ/U3E6mVUy/ewC7oArcgdX80AC/S7OhHNUJ617C+i+mS6j5OphICCMQsCjnL/g7dnLSi4Oc/d0Gcjl4ld4obOHZa4Afb6Uwc+th/NSZu/YdaLwVCkdlZWX1ezs5aqneyXyPamRaXFuqpleuACMEupDMl1+HOsfisVDejAAxZprNg8ANVBZycFdwoBCOlOAjFcaJTluNPBbXHhEZ8X1/zOd5B29gWmkpTDyxx4We/LeJ0fQTKs79OzA6AsL/CgoL5/344YfX0Jv9Yog+iRc5xEU1RMgnkXW4wu8XeVi1VRapYre46XJURC0hH3+fCuqlY8eOxcTd3Tzr5oTuA2XCm8Eg3bBXrFiR5N5qE+viCAZDe/f8BTqtepTvgUg/7/US0iSFAqsJdTqFGQBxFq1nAPzPbPhPpMQVu0kyzqRwOymaQ5m0woEv94tz9nD2mxq9/t6qY0eO/mbNhnenQ3B+zT1LHsmwZaSvLBilsCAf6ulWJ7MsL4QDXQPa9rSx/ReFmpNIsMXlxzXJwqyoEw5+zImyxbDgHxaQvf+zlVw+f05SEpWvVu1ioeLcVFRUtLC8vLw39hPpo78WtMlm2ket+//evHX7Hc1/O0BWvXCSWVjHT5wIp0WHa0BY1EdkvBWYCIiyOjb5PWu4kpmaYPPP++nbIRs3vHjX98hz+Coy6OlbXlkCiQ7EW1z27tWMq8stFkvKMfp6xuVyQbzMPy347v3P1phMFVT4wvnbVFDb6A/r0tPX1+e7ePGiDx4nW0HPoNJ3wwvapjNUK/7S4feX9IT1XCTOmLhKqLH8PP37BBXpdIuxGnBTGEUvHggDYmFb1OIEcYaAb9g2vn3wfh9kUVEryJ7lJ6B+4jAGxBusPh5OZKTrOtrwSXnIYHhtjGc0+6J9J0+TjvbO2q0f/PkWurzxxw/eBxODP6XivCbd++WwZLfykpypZNuBWwdui4F9UoH2izMjNyClYKsBwsxR89/DsfI1n+IWh9QgIZy+FsmEgm3nfk8O83+6nGdLJkx40GQyDZoVl5YoDpN5ydInn9ry+3X/MW1n4zHSJV8JXEhhUjCeOIt/uVBzl0giQjYQ3SDrRB8R7wjSc/X6GSwDrbCITT499P17NlnszhUGs+GghcSfz7iekW888BNuBMCtVMBoNIIwD8GWDT6qAl1UkL+bXoDVF+ViN0pEkR5MoMUVr4gGwF9IWxXjh3nKNBc5SHVtOx2d/cjjOmEyZSm1OI5+updQ6wl+RpKt26ED9/2QLisVQyLs5KeWyf4JpaWP0y9fO1d0AIQyQ6fBAgwKvv5U4Fa1fV+0wMKN62ixpI2iGMdbjxg/C/526wdbYGKPwEw61HqAyI3uK63SBIxcQxksbXFSinK+yJO33mDOfJWKszJ8W3dA0aSW1tabl69c/adX1q2thQQDLXcTEFViQCBXowqZEq1IFi0XkRJ5CH+FHmsfPc7vUWF+z2w2N8QsiNxQqAq0zeU+yE4cKtA8XVcJiPRqiBO92EKe9g0o8kwVEGc+S8qBCyg8MUhI1F9eexguhNF5kX5psB/c0iuprNpX6vW+QH9IzeIlpKv7ctGJk6dY1hRfnlqOdVan673GxsYdVJyTqlfQH4LBYCNclLwKltKS1jruSpRRF/CZZISZoxa5ATXBeV3wsLUoF8cBcYbwIRBwEOZCT95Bu8u95sKFC2843DlXkv7HAyBdtTjAP97Q0LB46aM/f8Df0/7AZ58flu78Bub4CWc+uQRfJqWFniPqlovkBAr7Me2ZkfM3ZAnFDedMRG9v736/33/B7XYP/rAV0Q2qAk1PhkYQtWDj/2laDgCIJZwtK+lPOkVaGfMMgIAxwciOjssUKqbFhLsA3CKZf+ddfzNarQszMjKa2Rv0+nZaczTrFFdWVqZtf9SABgnjbhp5ZpdcSD2RGPN95Purtrz4utZj5XM1geeohdxBnQTIiJpYVnrI5spafeTIkXe83pyem25KtlJ2fKSCTPHTBMHFMZBMQhG5eM96hy17/cxbpMnopqYmS1FRkWraIxXJToc7uyPV/6Pm80wFOsxnP8jwQlWg6YlwdFbFpMCOj7ZbmXsgr4j5byGwHywoGObyixdEOkCfr84dmRZrGsSZd0ThfmeAt/bhiOLDUZa7jMQiTthkzLT+1Gq1Ng9o49LM7TV3rTt+ruUXYK0qUQowF2bl6EEp2Pyx8vPicVITa/6+1pBdThsOzK9ZtDfT4Vru8/n+WuzO7h6MiZVkRHowgaYKJDbLnmG3q3dfRpDBQKMtKIFUz3p6sc4Hvy2EXdV/DBnOjeTgkUjgeDgUDOJJqWXbRYX6ebnQ/9WuTibW8bIIAf4+CDObEHS7wz5nPvTnqFnzoriAOEP8Ladk6sz2Uq/3MWo1q/VEHXIuXr78/JzZc29pbT75nabTLQmtYjW4iwQKtoeRi7cDykgHMU4cbmRizRJlHGiIENYOelJZqQ9iPs1Gx5sWp4U5+IuLi1Pe32RQ9glUA1wcVlsaJgoRROdoCnRRfv5OKs7zIQgeAOFrbc6JiQuNsmDB/SC7IEBUXh1bTH7V1UOuXlbPUcjNcpNXZVEWvc1qVpxSnNXEmoszxIUWevLfDBoyHqHiPLQ92eMALbCMRuOdz6xa9ZMTzadrj366t9LX2cfuesqJIrFXm0yPy+UM71thgUfFxxnt97Sb3aquWwiqh1Al5esDLw/aPyCMMJFDIF0uDgTRM5oCnWl2vE/FeRWfpQfRg/oV2V/54qYEc7iAssXkkDjl+xAkOyrOLLhWI0URvl4QecmdUfq1zZX1OBXmNxN+WAdAcXP655dl7pxfji0uLqDbzQK8TSZTtbhcMBg8QH/ahOdXBloXRARClYYa+P7YedWTeK5xoB1VEOR6QFOgzQ7zISrKx7fW7x43qyLSvFTZCQQex5tIFD8nWsaif3kgwHq9eSOh0lxvVeXM17v6uv6VilxKXU/0gkJwo2IF6T5d460ZOiB1Ol6lFB4HHS+tH0FuBDQFGij05L1A/6yHeFhALBvJLehkxBlQinEy4syX0RJzXu+W3ki+nlBa+kOD0bDNQdRqdyEIglx/xBVopzvnPx/6/uLadX94++95bQ4eSSBOzgHK5xxRWJUTV2JhnXjI/tduV5aL57vWSZluof02l9t36dKlt+gQPeXQJwRBED0TV6ABhzv7jh/du/jJIqfxseNnW0aplelURk8I1aDUEj18hZ78r5Qv2jOz6tgD2bUdDAajJrja29ub5FqyMeTmJu7UgVwfSDd5zMVAECChQAPO7OznFv7gn5/r6+tbYLhqqFCm/SvFNLzyfhSo5ih9rlSc+7sq5IZBKtOerkxCBNE7SQk0x2g0biFGskX5+nCawEIGF5aQZLFrJKqIr6FAIzc+KQk0ggw1maxxAIozMjxAgUZ0Be+Qo050w08EudFBgUauO9AHjQwXUKCR6wjJek5LwX4EuQ5AgUZ0BcTNd8VE2XHXBro4kOEFCjSiK2Lrr4jWcgCLJCHDChRoRHckKjeKIMMFFGhEd0TioNHXjAxvUKCR64hoHzRvNIAgNyoo0IjOQUsaGb6gQCM6BSod8sJcAcVfBBkeoEAjuoJ3yLHZQiQQQEFGhjco0IguGcqu3giiF1CgEV0BtTgCbaeGejMQRBegQCMIgugUFGhEN9R/XLerpaWVBLr8pLu7W/ZBR0LrIItQKpQkcfbwgaHZUAS5RqBAI7rhiSeenE1/hnozEEQ3oEAjCILoFBRoBEEQnYICjSAIolNQoBEEQXQKCjSCIIhOQYFGEATRKSjQCIIgOgUFGkEQRKegQCMIgugUFGgEQRCdggKNIAiiU1CgEQRBdAoKNIIgiE5BgUYQBNEpKNAIgiA6BQUaQRBEp6BAIwiC6JT/B5jnHD04en8tAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>