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Prolight Equinox Fusion 120Q (Prolight_Equinox Fusion 120Q.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Fusion 120Q" ShortName="Fsn 120Q" Company="Prolight" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>3e4a1a86-a71e-4696-be47-41f26ea17e21</Thumbnail>
  <History Date="23-05-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="27-05-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="285d0883-8585-4268-9d97-99c3e90d8081" />
  <Control>
    <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="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="10~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="2800K" Display="'2800K'" Dmx="1~27" Colour="0,0,0" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="28~55" Colour="0,0,0" />
      <Function ID="4" Name="3600K" Display="'3600K'" Dmx="56~83" Colour="0,0,0" />
      <Function ID="5" Name="4500K" Display="'4500K'" Dmx="84~111" Colour="0,0,0" />
      <Function ID="6" Name="5000K" Display="'5000K'" Dmx="112~139" Colour="0,0,0" />
      <Function ID="7" Name="5600K" Display="'5600K'" Dmx="140~167" Colour="0,0,0" />
      <Function ID="8" Name="6200K" Display="'6200K'" Dmx="168~195" Colour="0,0,0" />
      <Function ID="9" Name="6800K" Display="'6800K'" Dmx="196~223" Colour="0,0,0" />
      <Function ID="10" Name="7500K" Display="'7500K'" Dmx="224~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Col Macro" Display="'Col Macro %.1f%%',0.0~100.0" Dmx="10~255" Colour="0,0,0" />
    </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="16~45" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="46~75" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="76~105" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="106~135" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="136~165" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="166~195" />
      <Function ID="8" Name="Show 7 (Forward Facing)" Display="'Show 7 (Forward Facing)'" Dmx="196~225" />
      <Function ID="9" Name="Show 8 (Forward Facing)" Display="'Show 8 (Forward Facing)'" Dmx="226~255" />
    </Attribute>
    <Attribute ID="Sound" Name="Sound" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Preset Dim Curve" Display="'Preset Dim Curve'" Dmx="30~54" />
      <Function ID="3" Name="Dim Linear" Display="'Dim Linear'" Dmx="55~79" />
      <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="80~104" />
      <Function ID="5" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="105~129" />
      <Function ID="6" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="130~154" />
      <Function ID="7" Name="Reset" Display="'Reset'" Dmx="205~229" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2" Id="d9f4e456-b420-470f-8fe2-6c96ddcc9819">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f7d4a39e-d6b4-4f3e-a3c5-cf751970ed93" />
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Sound" ChannelOffset="2" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="c1daaf31-1d48-4ba9-9970-0e8e36a0dea7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="af7b8d9d-15b3-4103-b8f2-176f31b61c13" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="CTO" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Show" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Sound" ChannelOffset="9" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="98868436-cd45-4692-9f44-290a212875c3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="057b5e66-8f6c-49e0-b073-ca0f364772c7" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="Control" ChannelOffset="12" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="9ce72bca-f02c-46a6-b401-e1bc6ac319d4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0b273046-a8b2-4dca-8a62-6b95e4f73ec2" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="12" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="8" />
      <Attribute ID="Show" ChannelOffset="14" Wheel="22" />
      <Attribute ID="Sound" ChannelOffset="15" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Preset Dim Curve">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="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="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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CNGcOmWh0WXcYCQ8OE5aFICnqQ2j1Il1Ag1a9bNdik1ukCUCoVYbQQGYvQc0WkQvV0nQYjTbgQZrPp1EQu9yAdev5J/KoivMIQEXSEF8WVV155ajqd3vTDf7tDVznfclC8lVUyE/Hk1DRchyPwNBF1xwqavTbcfAEr6w7+pKUFlxKRPlq2sJ5d70gdn5U08PCMBWu4RKpURSxhAr6G+kgZKfrMrFnkbP2VGrSEBlvxkdRNOH0JFH55EPGYjoEPXYKDt/4SC1tSWPWRd6F6808w8/4vYIrItC8GZC45C52/eAKLTmlH9fWrMPOtx7EmHscpbXE8NJqDVvXwvmQc06Tqv29ZOIWuawH9OaRo8DlC5MsRh9XpGTgDCXh0faMj40inslBoeyadQjKREMErfL1lekro6+mGoWvnvfe97/3r73//+5E9OsJvBRFBR3hBEDmr/f39j37/+/9bVxUZcs22CpWLuBJB5wt5IlYVGilVT2Sn84Rpg4M8jOkpfCSTRrvhIS5c4lTMUBsZUs5jRMYP+ZyMX8EFQ0XE6DXvOlhsxJGr1+lHSfvFTOFlUUmaUHeNQ7VJJQ/EkRgjBd9FqvuhbVjY10XK3YW+cyfG2QvjzGVYlKvALk1BO7UP9t0ajhUVuD96no0SGLVsDE242E3nW0B9yWpxjNslOCqnKdVwBg0grbRt0uVrdTHsyMRO7GVSrVZgUd9koVoPNXpCiBkmUqmk8I12ieiXL1mGwbGRG7950zf/u+d5M7GYWSZ1XaYBq+C77ozjeQXXdqdKM6Uff/6az+892d9vhJc/IoKO8ILo7Oz81p133tnpObbwaWZzQ2hjZjU9PZVHZ1cvkbUGjdbbRGiidmCxiLfbFlZnErDhYFfdxjAdv8+p4xKivraSg9MVA1OGgtYVnTCOzghbsbsii8yeCThxH0rWgx6LoYUIvlwkcj5rIWo7BqGcsQCOR2p722FkP3opcl++A209beg5bQWUTAbm4DjKpMTHvv5TmBxwMp3HkAMsUyEm+AYVFy3U94SiY3u1jHtI7VdoIFhIV7hqSSuemiqic8ZFNynlYdfGxnwVxbiBGg06dVqIaMUrjVgiEKdSq5Gil0R9bHgQddvGk5s2LRf1EcHjl0KDiNxXU0x6NWDEzOs/8defePhrX//aJVG+6QgvhoigI5wQnGS/ra3t/dOTE5xeX9bJVmSlbM9zkcvlkU5nhUsdJ0HiKECeJGT1/MelArKkqH8+U8ACGNhFinOG2tRJba8gEhxIqTD3zmBlNg6vtRfJYgXqRA36cBVWJg614BApJ+DYE4iv7Efs8WE4KwdQ2bwfaTZ97D8G86xOOLf8FK2vWwVvpo7yWA7m8DC8lhZ0rOqBtqwPyYd3I/3nSzFy2wHE6z5OW5pF7UgRH6J+DtEAklEN9NA1sfpeGtdQODyDp4iA+XrXs5eJTtflVPFvpK5LlTIsOoaVMucWYZs7D1SOy37fCVHgdjI3jVK5TA8SQVVy3lHxgoK2KmJmShQp4NqKyWTy9R/6wAd/RXtceFK/6Agva0QEHeGEWLBgwd/dfffdmvDGgCwdGFbLZtGXy8/QPlm2AMB1PJFGVCjrYhlrSVX+q+vgVE3HXlLN716UwbqROilaAwsH+uHky+jtqmJ4ykbfs3uENwWrUi1H7adiwkNCGyLN3U7vjxTgZlR4O59DZm0rvMPjSJw6AL9UB5Z2wY/FUR8ZQuKc1TDipJgHZ1CmfZLFg4gRGRbuJNKmfSttJowstecVUFZtXHxGF54fd7GCBpH2qoeuDCngWh2Zko0kDSQpxcdiUtntXAEmlUGdrqlWr9O1SoKWlQY81Gq6+DxTzCNfKIh7Fw5kzVC4n0TuvM1gM1DdQltb6wWf+PgnPnzj12685SX+eiP8J0FE0BFOCFLCl81MTYskQUpQalsJCrwWSyUYJj/WZ4RKVAxdkDaTV0utCIvDoklF9qsyBWjbUBndrTEccIBjTx/CpGcjQxJzmog9FlMxQEpac0hVr1+N2ugx2FYNyQ+8Bfat9wKXngVj826oRJz2+T0wnh2DsjYG52AVqhIH1vQgtvMw/MNDwi/az1UQW9GJ/K4xpDpNTE9UEOfAkqKHvc9NYpoUb2sigfzhEg7kypiiSzrL1KDT+/up2+OklmNEru10Yc8TCT9kedDZQ8Vju3ONVL0j7gHXMmT1nKa2Tlu7Frv27BC2aZbOc8hZFI9RqQ0DjuOKQB6P7g2r8QqRf2s2+xXaKyLoCCdERNARjsN11113ydGjR9t9rj3lS3JWA5sqEzGbMdizQZQTZOUcEDdXSynlprAwnsBlhiuS5C9XY3B9GxoJ3vtLlnDRe2c6jlVJBTMVG9mOBOzOFClbH96uA7C9QKXf/iQMS4X/yC64ZyfhjTrQsj70C3mWcgSx18TgGyVSsE/Bv5SjDPtgjNWgbDwAryOJtE3EetGp6L17FzpTBuL9SWzeVsA6oWSBrUSOh6jPa1rjWOnp2FQoIw8aJGh5Pf1V5F0fI54MuCH6FtfAqpeJmQNUiqUi6vWqIO8Dh/aL/NXNRXAZYkCj/xLxJN2bsFo55yaRE631WhVeOpH+5Cc+8ckv33jjl1/yLzrCyx4RQUc4Dr29vTfddefPxIQf20w5ixvXE+SJQVaS09M5dHb1CFsqh3SH81wOqcKE5aLglHGWoeKgpuE+Up39qo7V5SrW6wbGaL9TlmVQS6poydVRGqohNWHRL5EGAFLc8dd0QtlfgPLxC+B/9T7o718Gd7gAo4/WLaJl0oPaYsLPalCySbBXnqoYqG4ah9K+AO5ICv7kDOqtJur37wNyNfhLMqgeK6HHBJa8dgCTuyeRH6ljISnbSs7BPtXBIA1EWfq8gvh1TTyGp0plDCoe2mgZE+YMRbgP1mo16IZB5FwXJN2SbcF0LidszCF832+Yg3jR2UWQCZzvpS+jEDnasu7YKJUr0Aztb+iwiKAjHIeIoCPMwYYNG/pihrmqRurO15lQPHZ/EATkugoK5SK7LAtvBAaLRPZQqFs2kd0kXk9K+/xsAocLVezUTOxQHFLSFl6XimNJ0oDlOUhN1lDK10TAB+e8c7tjUHsTcA4WYdRMVKoekl+6F/VVWVKcKuItk1BWtQLDOaCbBoXOJJQksW0yBp2TYtA5U+9Rkf/yIehsatmZR8t/Xwb8eARY34FjR6rYN1VDX0zWN7THSigR4V6cSWG0ZuEBy8FBuFhD7HkBkXMqpaOjpuBBRxFBNXth0XXqgnRdMWjZIhCnTMcWKyVkW9Ii/FvapYWRQwawkAI3jbjIiufyJrbnq77wJecAH4UGvWq1ioyR6froRz/6jptuuumuk/bFR3hZIiLoCHMw0Nf3Nw888KAIPGGHCUk5qsgTxNOF/Mo+w62t7TD0GHG3RcrZFdGC3Y6L96ZMcKzzfiLmg7RzN5HROaaJ7j84FZXBEoydI9gyVoFCRHVuHwd7qNBIvVpDbD6g8x2ZhPGetXAf3QX391pg5o5BPaOV1k8ARJxKdxpeTxZKSwpKjAaJhCmdJogc0589F9YjFXjPT8O9ewiVoTLSA1l0WyW0dqSFuWF805iIFlzelUR7r45D+y1MwMEyUreLNQNt1Pat1IcMXUOZrrePFDSdid4LXxVYLnWS9qvX5IShZTnCzZArsUgbhyJGLa656Ht0bTRIOW5g9hAkHVSY8WQl8YnJKRwbGuankb+j1RFBR5iDiKAjzIFhxt40NjoqH9N5RcAtriIT6vNnfsxPp1OiKjcLbPbe4Ef5d5bK2EnEtL1qYYSIaImmoou05dv6srAePIhnScWupHWnJgyoMaK7ZW1wB8vwpqpwVAex954H58mjUO/dD78FIrpQy9AJJnLQNeoPkbPf0wJloANqC6loLUk7mTRg1IR/sutacB/fBjO+AO6Aisw71qPwzW1IxGKItesoFV0M0X799LPvg4HxYy4mHR9lFXinaqBGA8yzQ3kME3kuIRLupL73cyVyW4GeVGggIFJ1HWiuJmzRnOvaMPXApAG2tUgXO78hpmGQIq/XbWFzblinpRsIypWayOvBEYkzM/nVdB81j2V3hAgBIoKOMAf1em0xkxAzDgu/hmU1IOx8Pg8O+GaTB/szsKmDCapYLOJMIufnLJbdDhJckNUX9g8cmK7h+8WSqLR9djKOmO4hnkyi8EwOhkOKNKvB6O+Cf/9WeNN1qKe2wHjtUqgHjkK5mIi4WoPTatJ+MTieAXdcRSyVpab7Zd9U6pNWht5ORPyh82B//3koawZgjU8hfclCeGoFe+4cRysPGgkNnT2tODpUxEidBxIXb2HzS8zEPfkqdlB/2olMT6X1y0j9crSjZXhIJpLwuAAA0afr+sKGzEybSCSk2YM/iQlOCDs9Q7gm8sKfFTQqmvOdrJICZy8Qkfw/kySiN9RL3/GOP6LD7nipv/MIL19EBB1hDkZHh5M2p9UUaplzOksPjdDFTlQUITJjUhIlrbjeIC0igx2RTaeiosVik4iFBaQOn3UcJKseFtH6TkND8qJeVJ+bgUKq2aWBwFyUhH/mUtQfOoxUyoD3J+uB+3fAHqV9liyEWh8TBKeacXgJnZRsG/S+NFTtbLbA0FBhUaeq1ME6PLuG+s59MEmJV584DH1nDWD79jYLvWwKIXbtXNuB4oEStlt1pBUNHYqHCxd04qBXQXXGowHAw3JVQ4bIs99M4lrObKfq6EmlUKxUxT3gNKrCP5wLz1K/JOnOTg56gZudzp4vbmiXnr1/TO5Vq0bbVbqHKqnnAj2RpFGq1t6KiKAjNCEi6AgNXHHFFV2ObSki+REjIOUQTC6aCFnWhA2VS1s5viUUIT/CP1WrYYWnYgH9qga0BLbUq3jaVbCIHvt/j9TjorYsqpzHOVeHxhONLSbUrhaYD+5FJaahtKgb+m2bobxuMTRS4uqeo3AS1HZWhULKl23OXgt7RvRCMZZS/8ah+qTg2V4u8ssZMJcuReWb98O47AzY7WthfPJXcJe0oO30NlSHyqjvmsFUxUIPke4p3SmMli08vm8UTyk+VvsaBuFilU5KnRT0QboNxxRfuAYyxXKwCheO5cx2PCjp9HQQj8WFmcfz3cY9CgNVNFODlM5omIv4lZ5ShA3EoOtxbU9EYE5OTqJSq57x0n3bEf4zICLoCA2kUqmlw4M5OdmlhppPIiQeV+TigLB9KGIfRTzaM5mXSA321m2YjoZNRNy3Ox6pVAVpQ8HCeBJauY4jjoskJ0Na0QKr4sPaMoJaxkT6lA54eyfgLW6BfyAH9+JOqK0dUApj0FriRJue8NYw2jJs2KUOHaIzEzmCyA626LKz7wD89h4k/sfbUPvBVthFUrl/vABaZwbWTTtRSsXh1Bw4JpHzgiTSZQ+TxK6P0tJNx/eZCt5Iba7uSOCxkSruoycJNR4XE6M8GWjR00CcPrOLHZ9P10xRezEM5mmQsyeVtAhKcT3I8BUJfmqwbUs+kZC6VgxVEHTMNNltr+8l/9IjvKwREXSEBkgR9uRyM8JuOj9cWbxXZAQdh1AbuglOCKSqTmP7eM1CH5EWTxQelmZsdKgelvS2YpTE5KbDkzjX15FuMRCfsqHkSrDiCvSOVlSfHkV8YQfqAymoz4/A3F+GZxWgrTeJ5EiNlh14RJCeV4ewfqvjdIIE9XWCXktEikTSdg+8XUdgty6B95Y1yBTKKN++B9gyBnvGJsWeRldvCmbWQFVxsPtYGUOWI8wzi9iUQYPHQDyGR/NVPEaDzy56ktDZnc9XYcbj0k2Ok0LRPRB2Z/YLt+U6fh/eLz/w5mAfcsdzgpwccpsI8qFzJag9X+Tp0MT5aXDkyi0tL/V3HuHljYigIzRARBHnpEDEvM0BcQJK4IXArmUekbPM/SwTAXFkHRPS68yEKBeVVNiW62IJEc/vkzKsEeHtLZbox6agM0nnIRWbJzLXiZxir+mDWvBRPeqiTgNA+cGDSJ7ajdr2EaQvfyvUzY/C7yZ1bNCBHMpdLZHqnKLzkrLl7HrsAEek7xyZghtLw6LF7HLgbq3B+fluxJUEnKSHVEcaqTVpKKZ6LecAACAASURBVE8VMXK4hElS96YeR8mv4u00YPRXXUxTm/9SKSCZSuKiWByGV8MevlZSuOyvzLwrrj+YIGRfZ/ZxFsEnDhoyOTDfy9zY4YRhEAIuIxEhjtNUv/ne84Sj+VJ8zxH+8yAi6AgNENnGmIjUwG7KSo9d6kSCH8NolLTiPBJ+EHjBZGMS0fIT+4WGhgddG0P0GJ82dPTRdvaSO1qoYJr2j2kekuu6cGDbCNohg1syR4mojo5CXdWFeHsC8cQA3B5S0mYc9m0b4b/5LKgjzwArOGczkRynJa3loMYT0gxD53YOHIOfI9KcqSN2xtmo3fs4nCenqM0YrCkP+vZJYGEW6qSFwVwVo54Pk1R4nK5pVWscrUTGh8s5/B9S7BNEvO+J0XUSYV9Iavo+2tbZ2YGxyUlpc+fUq6KijI84bfddP/Br9qTJPnzyYDIXLh/SL5onW5ncXbo/bM4QxWf9Jkan7YlkUn2RryfCqxARQUdogIhFl0QjSYZd6viR/IwzzsKB/ftJWSYEcXPIM3tyWLW6SLup8MShruBZepzfS9u5rNQa4pyVRLK/rFSIimWQxzlsh95TxEL62emcgvP8hdjHfs+aj4GDU3h+5ySWr12I0hN70Hr2StS3HIL26CFYZy+EtnkaypttYKQIrd+Ax4MEkaivdMI5PIFaoRu6rcG+66dQz14MtScD90Ad6rYxTMzUEDulHbFNNDAQoc/QNZ7am0UuZWBJXwZPPjMFR42hjgreqOrIVixsoWs7r7WDBhYfvZyLg1Rz3IyhWqsIbxC+TzxoMQn7XvPjxqypgxMrKbLCgVDhNt03h5W7IUtmzZuC5Xs5d1WEVz0igo4wByapuzClKBOQTSr34IHDQkknU3FhV7Xtukjez4qR7cP8ahomthNhZnwidM3EQl9FvVLDIXhYTcTWR/t1UfsHSzWYPlF2WsWiI9NYbJCavWQ1bE/Fwgd2QO1NI7O3hmprFvFsFv6FZ8PfupVUch7u2hXwNx+GuTYF1yqLgaGyeRSJXgXxC06BU+BRQUX1W9sQW9CH+kgJMbqOLA0E/mgJbf2tcE6JY+mWSdhEwFvGCti0ZwyLEmlxTW+nazjfIWVMxzyuqviyzgn2FdiwxYQfV06xi5aYNBR5NjggZQ5BswBmdc2BOzKohfuoeNI85JH6Z9c7rgsuxXPzn58sJxYhQjMigo7QgPAmiMUaCnD16tUol8tCMQ8O1mS+Z97gy4CVTCojCJqJiMl8OGHg96s+6kxcMR2b6zYK9BMbtG28ozONzbkythABnk9EtKIUw/ZCFQop1iUFBdWtu6HSuXU6d42rZR8eRJXUsnrLXdDPWw0kSA1/aStRpQ7/raOkqHPw1qYRW7Ic3o6DcH/8UyjtJuw9VWQ66Rp0D9pUjQiStKruQx0i0iflWvPS2FaSE3dPEmG+0Uhir1Wn8yp4Y2satclpTNoGnuICsnEV6XQG01NTwo2QE0ZxEAq73amCaCG8NMLk/L7vBLZ66SPN9008XbAdiO8JRzvSsaawxsuAFR4IfRGJiePcGiNEiAg6QgNEzG6ooBnDw8Po7+/HxMSECKRg9cxTXmxP5cjBTCorvBOYgCxSzruTKbzbc5Cvu7irVsY0TwqSulwQ05DIxtE5Xcd6avqcgSQcUsyHJz30cMjzlp3YXfNwRktMVOQ2WKlrOhLdGSjveRNKt/wUqXQc9QHqw7FJWPeR6s4QEe6yYN/xOPT39MM1OC+IDrXDQLVE1LdpGIWqhdYeUs17ZjBM790qEeXDw+iLx3FPpYK3tGawumIhRop3IywMmTRQaAq+x3UT6dpcruDNmeisoghtr1tVGRUIRZh22N9QkrQ0eYTpRtk/WlECczJn+2PC5pJbgsBn518VNLsyKiJbYIQIzYgIOkIDRNCFkKDD6txHjx4V28QEIYKIQo9Du0vQFhDhOQqRLU98xTCUSKCQL6BH9TBIZHmE9G6Kjlrhqnji4CRaSC1PkYLUsxnoVQdxdwZLL1pCylTBqU8dQ/Zv34/kbT+DXyO12prA8OY84jf9WNioYx+7BMP/6ycYuKgX5WEblUMFtP7FSsR2loCfT6I2UkHyrHbkjlUQy5AS708iluoQ9Q5VUtKskEeIJM/LaBila+guuVhUs5AiQs7QYJFRdBwtWjhIhLy7XkU9kxY1EavVmnhq4PvBOTVkiDeC/Ni+MFWMj48jk8ngwgsuEuaLp59+WpCtSMXKCpvt+mpodQ5s1BxcE6pmRQneRgwdYS4igo7QgG3b05lUWnoYBMnmQ40XqmrxaM41BmdmgnzRsogs+/tm2ttRnZrAUiWFkmWjarukol1M0n55UpRVIqwMtbOfyNon8ie9i/xwHupICXkisfStd2Jo3zCSVRfWTkdMJHZu+FNMffVHeO6qO5HtaMHovhKSMw7sbBI7v7kbp6xqI8XqwpkwYU/6yE/U0ZKrQbE9uGNTsEm9Jxdm0Xm0jFi1jko6g9YOHdY08FzNgUVK/XmnjmFSuUdLDlaZcZyXzOCHRKAtLa3smyzzYHN+EriNcG41CNJhGzQHrvCdeeCBX4pAFjb3sIpm4vWC8EGFbfo0yCmaFuTo4C3Bn18QHh7Vj40wHxFBR2iAiGYqnoiLCTH4InZP1BxshhYk8C8U8iLZj2no8pldV9Ha3YWxvbtxlMhsxrJwGq1rJ6LyNAN3VMo4VTXQT4Q2Y/v4ERH6O+i45UereLjuoIdO1nlgUHg5tK3qQfwv34H8//wODn/zRzQYVNFDRNt76RrsuvVxmKSQO/qSqI9VsHP/DGpElktIwafiBio0GGRSOhIrW1AbKqLI7oGvWYTSsR2wTFLw5TrsioVDpIBHaKBJkvo36bh3taSkmaJQw2PJVhh0H8rFgqyPSDfBdjhaUWmQqAi2FLZjFW1tbVi2bBlK9FSRm8mJcPjQfCH8nyGVtG7ItKRyrAsUeJg1ED6iOcII8xERdIQGSEFPNXPEcXzBKzRVZNTkybLJyXH09w3IQBX2lSYy/nE2i5bJaaTpfYxIeKli4OFaBXUioixR/vmnDWD3yAz6Ji2c0Woidt5ivOaBA4j3JpH52iehfewGOESitX/8CWxXgzZloff8hShtOYqff3sTOlIGOmo+fr51DGvjOlb3pbH/SFmETx+bLMChvsS4mMAuWkeDR65UQ+sPn0fZ07CZSHbSsbCCSDXNnhZEimcmTKzj8lMTBfzCd+Al03jC9JFOJTAzMRUUy5XeGkyibOIIzT/8nicPk8mUMHMYdF42EWlBeTA/+CcmCOlJo2JV4XGSJrbnq43gwiCqBQ3zSYQIISKCjtDAvn37JhcMDDTMGSHC0k3MVjo/ovvSmjo6OoYFAwtlNjvwNiLp/gXYOD6J1bRvjZPVOy6eo63dmo79pFjf0teB7N5hdBE7VRd1of3c9fB/dRAW7Tdz7bewdbKMhF9ED7U/QUq0o4XUcm0GJUdBr6Lh/OVdGDwwjTZbwaKWJCZJjedJBfd3t0ErVVGkvhSKXD8Q2Fip48zODHxS0YfqVeyxHXw4kYRjVTBIZDip6Ohw2G/bQZ5U+HOkap/IZhBLpVAtlht5nTXVb5g2ZEyJIgNWqA2hlXVdEDETLAezhPdLQdOMIAlvg54kLMWenUAUkEEqXlAGK0KEZkQEHaGB22+/3f3U//ikzFushHNYc8laVWXuCJ70yk3nwKWxOKMbVGmLbu1qwwSR3PJ8AXv8Og4Toz1LywyrVSKmu+/fjoO+fPCv7xrDM8//C54iUr3Q9bC4PomqrhJp+lj0/70JnZv24Mj2IWyersHVfaHGjx6YwlTNw6KkhmrZwtFiFRkiyKxuY7BmYYzaaVudhjFuI11RMTVVRltLGjXbxiq6ltFaTaRELXCpLRokeCCI00DykF3GMy1ZTJLqzppxVEo5YT8OfcJn1bM0cXhiAtBtTJzKat3ecfcLkEpaDGqeKiYOQxe92UBCX6wn5R0ZOSLMQUTQEebB85WgTHdzDujwPVf/QEBInJX0yNGjWL1ylSAcTdWRjKdweKAPZqWGZU4d48RCcSL8JBHbMnrfQ5rzPriijNS452ChynUKbeSI3NYsiuPiSRVWkdT0w9vg7ssRwXv4vZiB9rO6UXh6FLuqNhbETPS8cyn23nkIg8SXazwXe8YtbCI13U8E3/173dj7ixEiYRUtHAizLosjjxWRhnwC0DgAp1qB0Uq9yKTx7aPjIqR7PJlGNpVFIZ+XCaN8WUpLWuNlBOXsfZEVupuhqnMjtWWWOzRyjTL/uqLIri9Stjba8qUvOfugR4jQjIigI8wBz4NxwZRmA3RDFYp80HowQcZuYipGRyeweOFiZFIpUqRcdgroXbwYG4dG8LmSS6oXOM1Q8DSR22JqZ0E8gUylgIuUONozJlLtcSwmVWwSaVaXtuO5A4exs+7jzbtzGPRdLKD1XMlkZPsM9lkubE8T5pDdRM4P1RwkTCJhInCOYuRedtAAUr9rGLtmKnjSs7A0mUF+Tx4diol9roUiB5k4FsZp74W5EnbEEnDpHAdaWmAmkyJiUgSYBHN2wvQAT/oze83Z6oIShM33Llgh3RQhidkLJ/+kyYNNIC71X+SKZudoHglUWY2FB48IEZoREXSEOVAU1dWU4Bl8/gM3K2eOJgzSkXKwBruHHTt2FGvXrGEvNKGsY4aJ6WWLsXP7TpHGs9VI4LWJBFo6MlC7+5Da9BSehI3XrlmO6Ylx7CICnLZJQd4ziGdtF7tU9p1W8IYFrSjNlAUxV8tlZOjEy9sy0Eo1bK1bIhHT+qWt6LF8DA0SoVOnF1sW9k+6GKaRYp0aR2vNI7LmWolARfXwXq6lSBf2NrqOyWoVGJvG090dsIkwTbqmMilrJlIX0q4uM4UqIudGswlDlc7RJzRpzEGQV5uNIZzBLpFMoFKuCHe8YAqxMeBF5QgjzEdE0BHmoLW1jZ7jFfNExCOcOBQ1IGdNLPx+OjeDmXwRmXQySN7vo2fBAG6fymHN4BCS5RpixGg9hRLsg0M4qnggTsW9m/bgKLHTI7R/1vVwihHDBbqGrpqLomJRmzU8XLKwhc6xksjtdXT+WFbHYzMWnnN9LKIemcNV/JwU6Qi1t4wGjItbM9hXtXGaq+JOIvFhroZFZHuQqPA0n9R3qYwd1NYYm1g0BZOZdjxJ500kksgXS8IrwxXh2wF5wg/Ctt05fsrhpOmc+3Mi+3N4jDBjeEgl4vRaCMqEhTHi0uDPJcQiRGhGRNAR5sAwNDv0zz0R4XiiTqEk6XCy0KPPg0NDWLViGX32A1usgjip6vutOnpGxsSj/mlEejHioxIdG6djhhUXNSKnNfQ+RcuxWhVr4zFsRR3P0X7xikfk7GMpadm1pgGDXn9yNIfdroMeOse6mIksnaroOEjT8ecl41BjBp7JFTHD+T4UDWfQ+u+7FvVRwWK6nBHqfwsd8wNPQS7Tilw6hmQqJcg5vO5Gbarg8sWEYOBmF3pzzC9o8EKYk+cuaDubyWJ6ehoDC3qFSx4vNVLzMSOyQUeYi4igI8wBkaslzRhKo7JKiLByiAL5SM7RcuLV0EVI9OTUNDo72wPyVhAjAl125ukiLWnXTAHdnKSe2uAJQo3et9N5LmtPYHfRwSYi2QQJyF1WFVN04kfpHJpXx6VaHGsSJvYVCniS2uS0oOw98dqWNBLUka3TVVRICbNv9i9Jqf+oXMY0KeWC7+JTLVlsonVHiVvPVXWcTudso9dbPRvDHW2wkkki5zRKpYpwm5s/HPlBdF+YXjRESM5z04wej9DdLiR0bp9TkCbpvJxTmqMUE2ZcfObq3qoaKegIcxERdIQ5UFXd0hth3Sewrwq/YFUQikzir4sAFQ5jHh0bhWpo6GhrlROKnMzfTKF49jokt2zDunoFWceDwUTr8gDgoiNjQi3UUeLagMSBWc6UB7nPKBF11anjqKOTqga2ECG2eVVcRNuqNQsWKWRL8/Erl/ZXPKzSTIw4Libg4gzepzUpIgFfX+BtCkr0bJAnhf9QRzvqRMyxeBKVSlXWCGy6xNC1LiRo6V7XPAmoCtLWuYgtpDI+3ndcPm2IbeGEoTLbXgsNHrWaIbw5eEBkFa0ov16RR3h1ISLoCHNgmkZNTmyJWt1iXbO7nRbkQTaImDnMmwunMlEbhoqDBwcxRY/u5597DtLpJBGRDHGO0SP90NlnYNO2HTi9UEJPQsfeUl3k6Lj3aB6HiLT2U6MmyeBTibBS9P7DpJRHSGXuol7cXylhmMg5R91ppz5xUYBC1cYupS6cJFqoT5fpMezzOOeHhja299L6u4+OoUhtDlEbeZsLCCTwUyLnnKkiEUuiWCqh5tSEXT20Z4Sh1yLXM2TEJNuf/SaXOiZYzm7HHhmqvEEnvpm+H2Szk7ZsBAEqHDbOLnetbS0iVzTbvH3XnRfAEiFCRNAR5kFVlRrbNnwRixzWo25Kihn4QOsGF47V2GYtllgsLgqfytSbIGVaEwEsJJgF6cWyaTy7fh0e2bULtdEJ6Fz5mtpP0rlaqPkeojoOZukhZnwntZui425269hG5+okbrNUtkUruIQGA84vPUF9MTxZreS1JNVHSIX+kIivndZ3aSpaOfcFkapJu/RCw9bWFtzXkoJPxM9eJoVSERZX7YY65/rENXoQ1cuFgna942zNCRpgdM4zTcSNIBT8RBTtBxGXDQUtajjqgs+5QEAhLxP4CwVN1+D9BjbtCK8uRAQdYQ5IzVUVdoP2Zd5nT0S++Q17KhMJqz+2PxumKVQkK2gOYHnN+eeLLHfsjcBqsFypitwUIiqRiJjtvbEzz8KRA4cwtv8g+hwQKXtYTttOo30miGzLRFJDxOrjqGKAyHMzbUsTu62HgdPbU5i2PWy366Jk1FoitwHq8y4aFErUz5VslCES7CLiXknn30z7jKYSGGtpx3TMFD7c3K98fkbYgLUg5eecatxCOQdRg4E5IszHwTBNXbjKWVULSjKo3j2/wm4ApflASNPILJPPZgdshIZHCfsjzENE0BHmgAi6DJUoSvHF4zeazBshibDiY2JukLNuCBs023Nr9TosS+apaG1rRb1eFfZqkWaTi8wSSS47ZQV6ujqQ2HcAayensdhz0EnknKZzPMkpTIkiB0jFsk/Dm1QXMY5AJEI9Nl3As6RA9xHntdFrJ20foaVKxx2kNjziv/NpcFlFA8rGRAyb21pQi8fALZp6jPpioVQqQLAw+x2z2aLJtszwgsk/4VoXhHbL7YrIascTny4NEjHO+scpRV9A9YbJ+xmNSUVhJlHFKyv3sKi3ItdCfQGij/DqRUTQEebA87wKe3CIII0TCDom5zBgI1R8/Hlyagr5QkHm48i2iEkwNoUk0wmUS2UR2MFmESZFJn+2SztnnoGNuSK2Hz6InqlJbCcSO0IkNU4DwwV0QC+9X+KryNE59hPNcr3xHa6NkuIhwUVt6fx9tM5ixUtdaVVNPJNK4ZG2LGZiXLfbl4qfLiRfLMK23UC4iiiTuco5AJMz536Wk4Reg385KCdGZM/h7GzD8XliUv/1fz6NPNrhq2hP+j2Hb+UgqIpBg+6f5kURKxECRAQdYQ7okb4oQpD5PSfjn8fSzcRs2zZy09Oo1+owk3HEicB0UtMOqV1W0uzhwW55LS1tKBB5l4oVIjkzqPEN4crndGQx3rYOg8UyytNTqI2OiUi7CrWdIDU8Q314liMNqR9DRJiLFIiahgYdO0zrntZVFNn/uaUduWQCDpGcI6OnxT6VSp3aK9O1KA1TSzgJGCIk4dBrg+EFpa1keg1F5iCBC5cGj3gsJmzTnKg/k/7N7muowmVyJTaiaA1zh1DXiiyEsH79ell5NkIERAQdYR6ILKoN9vL8OR4KspKIKhaeZJuamkY6mRSExfv6QYY3PqJm1cV+YQrN1tYWFIsqpoiEk8mYqAIe2rjZbS+eSQmSzwz0wapXsYOU9XChiDoR9V72USbCZP9pdgGcJBIuETEfSqbg0zHcjuJKkmPVTkId1WpdJNAXvsqi2G2YFl/YNGSaDE/O3jXn2Aj9noNMHGIwMgxOm2qJgBaeYGRzTpYGFunx4Z/YHXEemlO2NrIE+k3bAPHU0t3dHblyRGggIugIc0BkUZLERIQRJPppjioMowdHx8eEl4ZPZFm3bBFkwYqS7c2uq4l9mKQ5MMMPch1nsy3gii2Dx46hrNQEsesiQEPaaAWVswufEQe6E5js7BBubp1hmk/qwqDlicrYngh6CfI184BCbdQdH6VqGbVKTWSNC0O1ZZmuueaM2SKvaMr17DXImrdLP2+e7CzC4OKxNFiw6k8TUbe3t6G7qwsHDh4Vk4rqfE+QJnU8ew7I8laeIgaMIKFdMDkpFXZnZyf/TdZ/J19uhP90iAg6whxoGhO0dD1jVzv1BJ4FQhUHBVHZDusSCVdIscaEGYA9PHxSwXXh21ujNTzZxsfYtKTSaSxeshQjIyNE8uMiaVAsZnCADDRSp0I+CtErDSG6KiuJu66cXOMJTF2RP1suj+XS4FC0aqSYq9LG3CDd2RwYUi3P5nFuDtdGY5sv/JGl6veESSNMzM9EzYMPpwRtN01YNPCMjYwilUxx/lH9xC528hoaE4Rhzg2G4s9Rz8ElC9u8UShECjpCAxFBR5gDRdEm0ukMCoViUCklXN/kC42AUCDt0Il4ApValZaaCL/2fV0QsusawhWvUCzAsi2kPFeQnJNMob+/Dx0dHdizZw+qlWojrFzU8/PDbHlaw1VNBIxQm0yYtu2IiTxLqHOiPk46xH1VgknIeZ4VzdVQwvfStBEGn4TeFhDtMiHbRPxcc5FdBtnHm+8JK2jPcfmpwFt4yvIPXnrpH371llv+qeXE93Hu5KMwYjQV3g3vohwo5Ca+7qJpRgQdoYGIoCPMARHGSDwRE/yhnkAaCjc7TW2URGUwcaWSycDNjjSzbwo/adetB1nbVNpWkbX8mFw5Mo9UaoLU85o1a4ikd6NMClhUB3ecgEi9oLyUVLjiGEXW9pNvPGFG4SKs7K8sPOZ8t+HeFr5Km/LxHhvNpM1Kl6MF2ZzBfbAsS9qeSUXze8+rIJlIIJNN8pHlpcuWv+7uu+/d+uBDD//Ti93LOYOasEGHHC29SMIgoLDArCfSkaajv8kIDUQ/hghzQIp4iM0OrEbVgEPCycEQwtUM0pshTurZIbXJZg4m6VK1QmRbE+TLkYassFmRMkqlkvjMJG3XLUl6mQxOP30dJibGMTg4JEwVc0pBhYSqBBYC5mdPFm6VPste04Sf0qSOm+sI+nNc5pTGNckczLyeTRp1ImNWzmwNZ1u6qZNyTqVFPg++elL0hxYtXnzWfffdl9+wYUPfZZddps6S7a+HNDMHQ5uqzvqYBwOKsKfzKBEhQoCIoCPMQb1ePyarTvsiQ5ywRs+LcuOADU7sE3ovmOxzzCYBIt90IglLr6NcLiKdTAtVSqvl5CK1wbbcMiffz2ZE9RJW3Lyuo70Dq1auQtWu49FfPYpisThbD5BfFb9humVS9poUcLNilp4YfiPZkVgbkPZssE1gYxeh11IxV6uO6COHrauaIUw07JEiXAdVzevu7PzOpiee+CC3R7ysvfvd//LzW//pO4Gloik36Tw05zFppDFVaVBQjeCQ2QFIlX7bEUFHaCAi6AhzMDIycqy7o5PIgn4aymwNvtBeG06idRKhsitbmYg0lUyJenqcBIhJmiML1VSLiNpLJOKQAXezKpwJ2c+TTqXjeH+L1DSbNth3uq+vFx/8i78obNy48VdPPfPM7xNRJpmg3ZCgQ9L1/KZQakm+XPWEwwn5dW7YtAxYCVU1b2PbMkcWhoVgeZ3r2eBiMqZmojWbFUmUaJlYs2bNWT/72c+GuCVSzj1//r6fP/29735v4LntO+gJIHvCKujNHiKzr+GEoRxkfDFoqYGbnSqSKem2Hf1NRmgg+jFEmIObb77ZvuIzlwf5N06cCIjzF3OODdOMI5/Po1wpi8+8ngmIzRiaqgi3ulKpKIgxzM/BZMT7MiGzLzV7ddj0nicBudxUtVbF5ORU9uxzznkbLd/at2/ffaOjo1fs2bv3bNquNrvMeWFgiS8LuLJXCbsIqgHxhQrZ90MlK7fxACHTfnpBik8ibBK0sVhaJoKiviZi8SNr1q65s72948u33nqrIOevf/3rn1y3bt11f3fDl42xsVGZ2e9FXKBDG3rTGtEHkeskyAoYIrTo1+dXno3wqkZE0BGOg+O5vqISVYWP7k3BFUyOTMS6Lu3Q7R1EwsUyKtWSIN1kIomYKdU0789RhGzuYHOGSetD/gnbqler8Kitum0hVosJFS0mG6tVrbOr86/OWLfuz1atWvWJe+6559aPfOQjH9yzZ89f7d+//wwiWbVRNZuVLle6VdHwZQ6jpWXmOFuQpTBbBDZnnhjkpE/sJsjqmu3l7JM90DewJ5mMf/mRRx67JbwfV1555anr16+/l9pZdNVV18hMd6yAXyA96Gze6Lk+5DIuJrCTi2x+s/k5wgPUiKAjNCEi6AjHg5iDlKciqqp4YSWVubwhov8SJmyL9GCLTJpUKJSEmxpPHLLrHbM6e1+kkmnhZlclhcymkMAQKwiMSZ0JVJhO2IWNPrNNmBcm60KhmO7v77/lq1+58Qu261z+zW9+8+xzzz3XOOeccz61bfu2D+zatXs5N+ULrw4Fju02Jgxd3w5UapAYCZC5OVSZ+IjD0rkP1KexlStWPJROZ7905513Pt18nf/wD/9w3ete97q/+cIXvqCQkofKoeysvpnof4ME+8026NA9UYSpNFzwAvJWGqaaqKxKhAYigo5wHISJANLtS1Hm8kWj2gikN4dismuaI9Yz+fLkXrlcEgQrTCFE3CIftBmn9zHhyaFqYcFUJUjnKdusW3Vpxw5Iu1apoFgqolgocPRhX1dX1203/f1NN73//e+/g8jyqk0bN13HZH3mRFhDdgAAIABJREFUmWe+a3x8/C2VSvn0w4cP9YyPT7a6vpcyVFNnc4Vj2TXVIP1umkpfb18lNz2Jnp7eXYsXL/1epVJ54u67794y/x7ceOONH166dOl1Q0NDHV+98WsiVSkH00gVLvNwCMtxkDzqRGhWz0qQgErmhw5Lh80Giavhk0qUtT9CEyKCjnAcFE3aNISfhiIreTdrxTkBGIoS1CaU9uXWVk4xWhN1/vL5nIgSTCRSpLBjQj5mW7LCnGFVq0KVSz/n2Woi3A6bQ5jg60YdJWqLfahZlXPCpaHh4Ww6nf7g8hXLP/iNb3x9/AMf+MAD+ampf7jllls+NP86QnOB90IMOg/XXnvtaxcsWvRpOsGb8/lC8sqrrhKJm3TdFIrZCwJlOISd1T7b0sOm5xeSfaHcznxjPcUTuaj95rvKg6Fws3Ojv8kIDUQ/hgjHwdAM6QctNaJIRtTs6zs/Ui+M+ovF40RcTjARGBPEyku+UEQ8ZiOeSAglyko7bvD2MmpBvuiwXSc4nsFmEXbDs4iwDZPUdLEgfK3z+TgmJyfZrNLd0d7+Jz09PX9y67f/ybVdZ5zWHaA2thGZP/LZz372V1dfffXYia7xiiuu6KDB5A20XEyE/Lp0OrN60aKF5j33/ALPP79blMNSdX56UGhAqYvr4kGDJzNFTUYi50QqKe9KMEnJmfKai8TORxjOzf7lYbRkoJoDZxSPnhwiBR1hFhFBRzgO6UxWphjiCa0wOYZ4mQ38kB/nkjZTkh5MurGJgk0ciURSVPwulcrCpmzETFEaK26YyGYzSDhxUqk1uK4tyFuGEaJRSVv4TrNNmkiyrhsitamY1DMNkayJvUSGh4eJVJ8nUar2kart6+7uvpDO8dFsNouv3nijn4gnXFrvU98U0zB5clFdNNCPickpHM7l8PxzO0Qua85pzR4puh4TBQaEYrYlMfN7UUWGEyjRKwfYmPFY47qlq9zc3M/N98gPXDpkwI0yG3QT3s8gHWo0SRihGRFBRzgOqWSCOIRnCmfdv2QI9tyIwmbMz3jHj/9MaHycTmTH3h1Mfpx3o+gWYJOCZpLl/djswfk1arWqUKJqYPpgCNc8BO5qxGN1x4Zv1aFbGrVXQaFMbZDilwODKuzcUxOTgsS5bYWNupqms+oNBxg2odg2DRp0PGe94zDzatWSE4hEwCLnh2XTfnWRLIr7b8SkB0qCngKSyZSkYlfakpvNG7NBPdKlruGhIW+STD4194EkuE4lnDyMJgkjNBARdITj4PmuQ4RhMlWwd8Tk+KRQw6xomaAYzfbWZuJuzhQniVpmuGOfYyZAVs+sgjkjXLliC3s1Eymn8+QIRvZlZrMGkySTqqZqggThz2ao41Jb4vz0j8trWb4lJ9xoP642LnIrc6Il0dFZX27hOyIIUhXnFZ4l1BedVD331eZETnU78KdWSOUbsugAEX8ynhARk/I6ZZi5qPyt4DjlPGuH9sXi++H6YCDzm2sTItg33D8ycUSYRUTQEY4DEUqdJLTJCZqZlNlcEU6IsfdCsy9z+MreDc3qelZRy324CramUZOuDFpJeAlxDLfHEX1sBhHVrQ0dOhFjnM9H6psVM7eqBkEuwmsiyKvcRGoNW67LOTfYM4RTogrbuCqy3XlBgqYamyzofJzwSahqjb08HHlckNhJqHEaGGLUB7aXs1njePKVA4TM3RQMSphf+FXF3FwdvrRTz/GOkSQuUpPKklfR32SEBqIfQ4TjQHRTIa7J8LvWlhb0dHVi/8FDInczY/4E2HwPhub1zfuzONQ0DrvmXBdyO5Mh+0wLoral7zOECxuEaUHV5E9UelF4DW8RJkcmbU0Q/2z5KGZMUY2bU5EG5gfHc0QSJCZkmeNammzqrsyQx14qOit9Ikgm9EQsLiYBG8Q8L390eG2yVNULV1QJ84PMx7zA8KZ8dqLN+G/wFUV4lSAi6AjHgYioLBWripn8DE4/bS36FyzAI4/8SpghQl/g+fboE5F001ZIm6zczoEirC5lbg9H2oy9mPCSsImoWbXzOdgU4geVXYSVVkTwNTVrzxJeY6DgcwhLAatiRZAok7sn+uYK7xSh1oPwc1EQVihlqZgFkbPKlY1KE46izrm22UrdzZGC0pMjNIPM2qBln8QaReatDjstxT8pfDW8L1rq3/OdRXhlIiLoCMeBOKfAj/gikpBedzy/S6xnz4UwMCP0sGgGEzcTHK9nz4cTtAs02WvDZPUiDzNPxtE/VspsR7ZNR3hOiARHTNSOtA0zuQoPj8CwLNONzmrY0O6MsKKKMqu05Tau0qIJTwzd1IPJTGOuOna92dlRzJozToT5g5IPv1E0QFNnzRuBYzkUT2bmC2rRylwhkHk5eJKQngWSv9m3FOHVgIigIxwHoosZpg3hs6uqDaXYqHACaZsWpoUmsLlicHAQ/f39xxH4HNttY3KRiT54yA+YVZN2WBiKIZSzH4RV67Yug0JoneO7jbSifpjCE2goXi84jxTSsk1deHiYUAxdEKeiht4hs0o4hBcQ5my1kxdPJcr9d4Mc1UIdB66JslJh+JQRpBtVuHeNYoSzNRODxYm8OCI0ISLoCMeByGta45Sh4tEc0m7b5HjARCwTEM21y4ZRhRzuzco0JPA55BfkaW4mRj8IiAmZVg0dGVThGCyUNZNr2JYXJETyvROUt1JEYmWRPEkNAmhC80jorydIH80J/mf7H7Yv6oAz1x6XkQ6NfoTHcnj6xMQEOju7YMZ0WDaXyuK23OBgpWkgaTYLNYV6+2roohd5cURoICLoCCeAN8ETdzKK0BdpNecTWXMOjdD3l9exG92J7NPz4fv+HLKGMlsXO0xs1Dz51nx+VsQnSmsfmiHCXNENW3WYT9+XJhGRNS50kQtVrKLOIV2HU5N6cwwnL3AhEL7d7I6XybQiGU9idGxY5ik5rmZYQNKkoj1xb9EIVgk1tCjIGyFCgIigIxwHy6rvU0P/Y9cPI9wa5DX/fUi0vATBIY22Xsizg9HsuibUZsPOO1eVh5XFQwIWg0Lg0jbfNuyHwSDyw6yDWyOHtNdQ6Io/q9iZ1MOqLeJ6A1s3e66IYgCCOCWjNveb2+Onht7eHpSKeeTz04GNXAv+uGbNIEojSEVphHsLW7pL90+Xe1mWNf5rv6AIrxpEBB3hOExNzXwvZmpfisdMlEkdyrwRahD04c8h6Pnh3i+EE22ba/v1ZiNKZKgJwlqC7B/c2CtQ7D7849qc9aYIFSmOI3C5fTZ3ktpkUQizh4aCm4NybMvCwoULcfDgQehsZhHX32TjVmRxWZGKlPrZ19cjIhVF4GJTmS3ZrifUsyJs0H6jb2E0IverUixuf8GbGOFVh4igIxyHa665ZuITH//4/Y7nvvHI0WMiDLsRPQc0TBrzJ9dOtC7E/PUnJPM5xt5ZNe2dQIXPDxyZ//6FJvbmI7Q3o2myLjx/ktTzyHQOlUoJdauGhl0+CJThYzX6xwq6o6MjCOSxhLkj7HvztYfVW6Q9uukpIfhfqVSu//jOO6d+o45HeFUgIugIJ0S1vuntCxe9YdBzve6jg4NwHC/wLZ41M5wocVIYzhzaW5sV7Pzw8GY01z0MPTp8//iBYG6+C2k6OJFKfjE133xOcS1Nino2PhyYyeXQ0pLFyMgYkqnU7ESf3+jknPwjYRDN3MaCABSRAaqZ/puCXYK9CsX8nGIBESJEBB3hhLj55i32hg0b1i1euvSg5zrJY0MjopJIkP1Y/r+JNMXEYKNa9mxo8wvZoF+MQD1XsqD0EfZloIowgQRuFYGbWmNyMnBxa8YLKegTqe+5NvPZ62MS5rwgwr3QV49rx28qQnuiwrFh0iQxaClzaxAGrUglTvfOcW20ZFs/8YI3JcKrEhFBR3hBcC5lIunze3p7t1brlj46Os6xeQiTFs03LzB98yrPC2oFzssh/WImjrnb+P9KcJ7QVuvL4BOPI//mEi0rV8d25na+2f24yZf5xQaGxiQeZom6QbLSYVv6WIemCxw/2JwwD3QYDt48KTrHf9vHxMT0jx59/PHNL9i5CK9KRAQd4UVBJL2DSPpdvbXana7lKBMz0yKPBttdj8tPEZTCkukrJJW9ECG+qAlCSE01IEVPmDrCyUFVwXHnFWqVEyK5s8ExXmBOOJGOnkOogYlEmFga6+Z0RrYXKGG1oYr94wad0BwThnqzZ4qi6PIc3Ge1aZJVWlGEeWV6cvLpJzY/9e4XviERXq2ICDrCrwWR9F0bPvvZD1iW88+cXY6rblukWMOcHKGJgxGSjxISaUMJK7PuyIH/sddwifMbtuswoCRUzwhIsNm3ej45hrUBOV2o4qGhVkUipMCeLMPCT2CrblbBiuyjGqQ3nQNFmc3NER7r+3MGi4YrX7MtnTskJgTDp46gxBerftdnL5kdm5965rz/2DcU4ZWKiKAj/Ea4+tprv/Oxj32shuGhmyyr1s4pPdm7gyMKOTMc1+hzgxwZQs2KcuDyWGmPlVnnZJpP6WOtCkWsIowlZELzOGDFD1zSAmKVfs8hlEZwhx+45cnoQWrTUWXCosAk0ugCRxR6s0StNA0WAkE/vXAClJv1/DleJY13AYmLw+YNErPmkVl2t+neqIr0qRbZ83yp8vle1KrVXz2zdevFv43vJ8IrExFBR/iN8Y1vfOP/0Asv+IM/+IO2ZDK5lt6u8DxnaXGmsGRkbGxgJjfVabt+T8w0ewuFIlx+zA+9GUI1HEZdI1DcCPM9y0UN4spFJRNTEwVWReImT9pzG6HbCAJAIDmWyZ8z4zVzqx/s44ZJ8yHnGZnUZW3cuSYMYabwQm+NJhmtzvNC4RgeDhkP8mA354Ju+DW7olWR24OLA8jMfbJ0VqlU+sX27dvf/rv7tiK8EhARdIR/F+68884cvTwWLAIf//jHY+vOPPNbZ56x7r0bH/kV7r33HkzPTAsbMuen4NqBnJfZ9TlHsyuqpiieF1oyBEKS41SgiJnQXGl39gRp8xIQImeFY5UdpoXzFZEEqRKoepFOVAtd32ZJn9nbFR4VbGKRoexi4BAs78/uS6vdMPAPstCrsEHzp6aEUY3BpwkitannzYl8ZFI2DVkkwFA177/+2fsyt3772/9UqlS2TUxM/Piqq6469rv8viL850RE0BH+w7jyyivV3t7eG970pjd+bNv2beb/uuN25Kemhbmju7sbM/k8RsfGoLMa1gM7stfk0eDNJkCyPfbGUBCLGTKAhLepTJB+aN2YdWHzg6hBT9qNmVzT6RTK5SpmZnKwLI7ok+WxQj9lJkr5WWkib6Vpvd80Iak2zBluGMEoVLZUxWEFl9DOHXpnzE8I1SgsQPslTBNnrz9bnZmeuHBsZPBCw4zj1DWrv/adW/+5UiyXfjY0NPSX119/ffGkfJERXnaICDrCfwhf//rXP3neeeddee9996Z+/OMfIV+Yhmu7aEm3wPZd7Ni1C/VKHTLThidssMJU0TTR1wh51jTEdLMRqCLsz36gcAM3O5EQX7jbzZK06kvziSJUs4FsJkZEnUE+PyMWYSN3JfFzLUKJJpOEEubYaGSUE2W52E7MUYFSictqK6zi9eCzG6RCVUK7dtNgE5xBHquJGUpRpWXdGaeLdkvFkqjzyFVb9u3dxyHlSSL2P164ePF/ufrqq9+yYcOGR17irzLCyxARQUf4d+ErX/nK+/7/9r481q6zunft6czDnW0Gx3HqITiJIQqGFEQr2iIooqUTRXrviSchKr0/XgfRiqpRkODRFyVV1YS6VAUqClStQJCSQlKcKBRS0jiNCcRJgEx2PNxr+05nHvfYb631fd/e5zpJm8Z2se+30M31OfecffbeB/32b/++3/qtHTt23N5sNqb/5E9uhW6nQwH7OPHaK+TgtGDMjVZLDmDd6HHmUoyUn09oBiHCKI26suXMQADp4GBJAxf7EOxjW3bvJSqzI9N5COz4mJ6eEUy8AJ1Om9q1cVEzbSxRwJxOPbGs1KaHgJ4CeNbfrNg4N8u4OENR7m/O9XghVC58UoMLOe5imJuegz27d9FwXJzcMiMeo2aOks9gOIDRYEjSzLM/fiq/9dWvuv+mm27ac8sttxy7QF+fqUukDECbelklbr/ftnv37r8dDPrb77jjDui0GwQsea9AwHN2dQUa7bYcaCKD/i0GWyUzqExmcm/YifYfoyYdi20NxjyNBWWHQiEPjmCZJDvIUVRRnE1VVoiPLDWkBTor09GIaXTIYnM5Vw6oHdO0F8qTxuB/iOW+WrQvNEkcJ3mT/EG8WjJ/S15dlC2Q9zqKAhiijAE4ZNYjVozAS9Y/8VLMiN7+mm1QEc/XajWYmpoW5ylPF4ButwP9/oAYvrIR4u8zp8/gVIG7xOb3XYSv1NRPcBmANvWfqo9//OM7r7zyyi/FcXTDgQOfJMbsj8YERsgYe4IB9no90pBxZJXlpi15Uj7mxgw1U1DOGSSmDKCtZyHpxJEA0YCcD6PRkACdHB3iIoCgjT+eYK7IYlGKQN3YttNcat48/jeiDBEEQGTPo9GYJI50ZBcDuSotUyTMqm01ecVy2UUim0zw8/HV2J5NE8DxeBMHcuJCUirmoVgswPzsHMyKn4L4N4LzrGDzKHEMRyNoNJp0oZAfOtFoM/LH0BaMv9ftXbt//37v8OHDwcX7lk39pJUBaFMvWeJWe1ow5r/bs2f3u772ta9Zp5cWifnhAh4Ckk/6Lg5kDcH2HHB8Zrro0iBQ29D6bMsQ+8SazMFQoUEcxs8sFlkmPk/MOooJ1AiwMylxanGQ7W+xbHiRI7TkPMLUk21lPNmZmFErnY/IP7b+XEtmjCDXxgsCsm4EfB15Ki40Xikv2HFZMOiCAOc8TQXHOwTc10q1IkCcgbnb61MUKQ87kK4Qh+8o0EeOUkyn14WxYPi4G9u3b79B7N7DF/QLNvUTXQagTb1ofepTn/rTN77xht+7555vOJiH3G11COxw/BSCTBCiVS5mgBYYiFJG4vDiGZZOvMMHCfuD9f8saU+T+G3LBhDFgPHfHnhpml2c6JyPJFFJetluPtXBl134Szsas2l7/LpEtoOf266dLQuUp9qSx8PSDE5MQSsgDpyNBDvvdsTdQ0GwfsHQw1IgALtODpJOuwe9Tp+HA6DUglPDueeb28sFGI+CMfTF3cdwOOTPlMcl2Pn8ef9STV1SZQDa1Dl16623vvvqq6/+25MnT87chc4MnBIS8bQUZMYQS7dCLGOMlLQgrWtUEitjGTSkfMYElqoZBFKBQQE2a8jpj/qbxRn3gnE6k6KEld3KC7Ryy6tDIvXjNOgpzQphwOaLDEsfk4uayKhJFpGt6DzY1tHpfSjNuI4n98chjTkRx9HtdIn5uzmPpp3j+aMLj+tSrjS1zQvG7AuAjmQYEx1znKjt1l/ZN2nqUi8D0KZ03XzzzVv27t171+zs7I2f+fSnYTTsQ7vVpixkBDlkysh0I9kUrYBZSRmWBCvSbqNIZmuwZ5gqk4ehE+ogY7mj7hDFWpXsoEZFKcAOWTuWTFtZ49QHnBOipC10CsxtkMNh2ImhQFG1lUeR1srx32HI464i3aZtZ7aVdifihQUXSTHUfxQEMG6H2JBCvmyQ20NLnhNzN+FAMOdevy3Ph1rYZMkGh/Ry5CrULsDXbOoSKgPQpqgOHDjwseuvv/7mr3z1K87qyjK5C6I4gEqtoh0MliU1XpCBR8h2pbWNgCWxdYxmNmg/smLdkZdYqWtDbSwVJgBUcBLWhNqgw5QSukAodYT2TTNpBl3q/CNGb5OTArHPtpxUYtEs3QY15UTdASC7lfYNbQNEYPXHPmngeJFSkgppyNgZSAuFDrFlP/Epd6NULAqw5sVEmd1E2jq+F6eejwVrTshDbWcuJEq6sVg/V8HXpjZtGYA2heB8x8rKyu9+/gt/Qwtz6M1FZMuJW3Nc2MJSA051ZD+BaypFcBMH6EYUy1IeZvYDK90YH9uWdHZIsN9omVNSQpo1x6XmuUwIGVLCSMOKWKIgXzSGN+GTgpUH6LCWzSx0PAqoIatXW9K1wW3jvGmdsESOESWTMDgD5NwcLyLKO4aiVyQ5A8EZNWrOGbHoOWTR/YG48EW+/CxX698qQC9JslclU5u9DEBv8vrIRz5SXlhY+O27776b/MwIQr4fQq1WFQCCt/nyhZIlg/IDs0YgWWY00doc6XwN1QGYkKwaY5CRXuSzJiZlZ4UPW0V4JpPJcFpptib49sTx6Angch/VUFgFtmlzTKJWEPlCIZ9PMgucbNdLtfIkwsVBZMIe2etUwBPug+u4BMLYuOJhwwqm64m/FQsF+sEFwCD05alMY1O1RCQ/hRl9Qno42Omly9TmLAPQm7zm5+f/96FDD9qjcZ+sbb4fQ6VSIXaZ1Wu120LpG6CeVNnHkplu0Gd1nhxhYS59TL5fpUGnmdII3GohcmPWtAZr204ncFsgI0Y54hQdEpZ8bSJli4lKmIlnZZUkNZPoY1DlgibphJcO+bFdLcPg43yeWbMldXjK+RDPT9VqkBOvHY76EIY+LSC+kEauuh/TveJA1DjWl0dTm7QMQG/yshJrX7vRFkBSIMtYv9/nCNA4BRJmkaqLTv0o5qoW6VRwPbJph0QH2PA+bCZJ358liOmMQcqLy7BxVaqBJIrZFZIdWrvxJz04AB1Laql95v2yYRKI+eXpYqY+dhmS5LjSuWGnFx7M0eA8jRyDsgTgXD4HlWKVuwxHA9kl6KWfIz/X1oufwHKR2KtYHSufX/+lvz1Tl3sZgN7klcs51bwAlJIAlF6/o5swtO0ts9iHpTzEWOdOsAZaKORHcmVMZl2wScHJgJ/Ujdn8LFkv6M/E0qOjSEm26R0upLpxIqmvdoZoJo6uCwZ0JakoSx3o904Oez1nfJc8ZpIybFvq6OkEFQTmYrEoU/BAgrcjnsuRTzwQwIyNLmCpBDyY2LbWvflU0GKr0tBRapIDacf/5S/W1GVRBqA3eVmOFXs5DyJxC14sl0g/xtt1zKtYX1+n/AjMs8gyWrUgpn5jMZha2tmQljOxoKgqC3Ypy5X7NOGBRnBlNwRdHLS2AdqBQWlxoFwZmc9RJJ682JZs8Y5ICgmDSHqbI7lvcM7+qfbzLDjjsSE4q3Niq0VF8ZpqtUrSzHg4pgnoSg9X789u136Bz+LFUdS42XMOhkFv+jIAvenLDpAFFislng4iwQbD9SmNTT7G2/ksyGT/rX5zC7M1oRlnJYfs8y/EXjeCmGaaNNfP1oyanrNTMp62eqvOQL3+p8HfdgUoxq52cSQFADUrkNY0pWwShDLw3+GcaGTuEQ2jBS1paL3Z4vFdrni+jBc38V604xGQQ2YG44ZORVseO35Op9Ohz8TcbFqDFefwp9+8H54/fgIGfmxyODZ5GYA2Rc4Nz7HJlqZkAixlDUMHgrrVV6C6UQPWSXWyVNs13/7bGpzV7+w2FKhmgXlSjgAA3ZqtwDcLekoyiOWsQzVJJaOb0y9ySPN7QDF9wZC9VMoZjccChIu0Hcx9dtwcXRwUw87KP7xAyOFI4+GIGluUZq1dfwATx2LLC1i314VWqw0dzDURz01NTQlWzlGkTz7+Q8rwADIImtrMZQDalOc4im6qxTwbtm3bBkePHhUg0oK9e/dSkwY2WJTLZXH7nZeRmraUHNhGh6WaQRyZl5wOVZXDYa2UBSvbHmnM8rOzrg16n2XpuX8poJ8rR2jAjtmpHSeBBusssJKXWbFY+TG8fBhzBjSl1XlkHSyXq9yinc+RRIIJe9SoErMPGmWOPMaYjoZ6zNWExDLhu+Z9xotdU5xT1P1r01MwCnwIfR8D+0m/xtfcKBj0qVNLMFpvGga9ycsA9CYvwRJzLjZMZNwOCHaoge7Zs4ce4234qVOnSI+uVKsMgGSRi6RRgzvfyENsWxO39cRmCZ3SVmaAdPIItkMHEXfUMQgnoLIwFCNXgIcsPsvas6Ol1OuUxOJknCHZ1+okuiThTA0Ea4fZdmKh3mwRCKuJKhhulKP85oSYdOwwOKNW79gI2uPULpg5r6m+DlpvQWDGi8Dc3CxZWHARsZAvwCBKSLPG93f7fTjy46eg0ViHUmXKA1ObugxAb/KyHdfBZDaqDVqwYq2NRkOyWIdu+XmaiATaDColsrmEtmGp7j5LMmdpoVOvFeC+fccu+NVf/0340ZNHaIFsql6Hxvo6PP2jp2Aw6tGrkJq3cVoLyi8bFhNVZKidYetZQFbP2bZ9DpNP5B0DwiKm0enp4+JCgdNNpqbr4piRaYtzk+D5iaUJnI8xEKwZM6BVk0mcPRHy3PF1yYKQtOaulEPqdCFr44SXsU/ec7yIhRTZiha9IjQbHfGYtjF1vr5nU5dmGYDe7JVAYFELMwOarbsDNzaKWASEluyeo7dusI9ZVhodMdn4MdkRpyJIwzgEP0xg66t/ioLt53HAbGsdrr1+PzTXm5QQZwnGOj1Vh7/8i0+CPx6Aazv6Q9WcQgTHJIr0ttVx8GenmrYFju5stKwodWcI4HUtl5gzSHY8GmL29CoM+gOYmZ2j1m10tuDfkIX7owGUCnX5nknZJWXOQEMCUNbAuw/8M/rMB+MRDAYDwZ7z+nwjs8Y9juiaFMmGF9uk2W3yMgC9yUvcZq/xhBAsW7PN7GIg68WOHjlFljUJQlk5Y2Pjh6qNfydniADtpeMn4S8/+edQrlUIyH5q505od/uwY8dOKJcrMFMvQ6VeBRfjO7n3md3TliNHZ7FUgqoJ3gQkclESpZMEtWKL27hVkhzTd2V/s+m9eGewdHqJXBjVap3kDJQdSqS1e9Bud2F1ZQ1KlRIF6VOynQBo1J4p7wPSobfZUnozAjqCMwLyCLOiw1jmc6iJ4pwNjdtUIU8RZ7Pi30ya3SYvA9CbvAQbPIU6q1JRU7AG7fO1ZYSoDBmF2JarazFLAiAZ8QRbzdJrvXCWSgScER3Bz739LQTGp88H9AKIAAAUOklEQVScEQDWgzhowY+f+FeoFCvwzHNHxfs8mtBtAU/lVo0salFRbowiOtXlgWNEHR0D6oh98SRzRpqKw2k5SjSCZrNJevtoOALPzUOxUCagRLaMx1EulWicl9/yebKL9FJ7bhXUIbE0kk3hs4gpY/dhKV+ElfU1buJGv7XNdyvUO5OwEwSvMEEY8J2GpWQaOhojcWzyMgC9yUsA0XPYEac72rJNIuo5yijeIFswMpHbATLgSH9jTxpsWVggOxmPq0J5IIQ0j4LSk+De+w6K5y2olMqwMD8vWGcA+97wRrAFGM7OLAhYjqBWrcKRI98njzFVpslFfmDmd6L2TjpMFNOWY6/o2iIuOp4NBVeAf7UMi0tLMDc7v2HqN2rHIfRHDLRBgMw5oJ5GZd6jj0D6HnM3o5I2cHwVzh/EOYqra+uUCChtc2zXo87KzICDBKSFkNoi9Xk0GrQpA9CbvMSt91OYtsb4ldCiVdogwot9tkBnWxJQNLFZEsjJ0JbY5GZQlZUxdu7cTZa8cqUChw59FxrrDfk3gEZzDWbrNSjlEPzGMOz24XhvTRBfD/753iV2V0gWjOzY8xwCPL0gh84PuTEVHSr3QP9KZOhQZudk+zczeGSs9fo0XTxW19ZgfnZB+7ax8HygTo6OEOpolI0r+u7AZlacyGQ87a0mC58Fy8ur5MqgOxB8sZ3eZdhySgtnfNg82Runksu7AvpvnFQu3Ddv6lIoA9CbvIbD4anZ6Snp03Uoq1mSYxkqZOnBppbUSHUEEoFUCog6HjThbLYH//W7hGMhkcIEKtjQMR6xxU08f5UArl/66V2wfPo03HuiDUUBapZgn2tFB8ZRrDv1IgpJSlPzYjkXEOeBI1gmjkW/s400G+Ba6uecE0251qQ5xAL0LZiZnoWp+kzavZixHKr5iYTJdD5SL7ZqX89KGwS2QQDLZ1dg5PucA7XRCgjp0ABHBjDRbMcQ6PzHMhBqNBycuSBfuqlLpgxAb/K69dZbu5+8/c+AoZiDkBQ4y/Y5fqHFcZ6JsidQJQRysQRmO0kXGHnxMJJRSTbN6BsFQ2KRAU4Ad214w+u2gdtuwpuumIb15SG8/ef2wlg8/qfDx2HHVbtgy4wFjz95Ah4L8mDnXOgPfQKyPk4k8cfg2p5gvfM0WRzsdIJ4FqQnFigV8bW5azIi9weHKzHRTnOa07sIefiQhjMpJq4WKdXFCQs15ebKGu0T3X3EapCBlITiRAM5fSJ1YDp0R4BSEF0MgRcv+63hgQvypZu6ZMoAtCkEPYGfHEtEKWoWaIZHLNp2U9CWQJNljnIMNQGypeJC6XluvwYrShcQgUGRtj0KoVAQAOlbkC/m4MTaANp+AvPlPLzthgX4s08dhP/xP98Kq493wHJz8LbZGP7q+0u0qDc9NQ2dbh+2bb8SbnjzjXD//fdCu9V80WPkfWWXB/qnKTsk5LAnOmZ5d6BypSc6AkG+F2x5/IkEWHa1qA9IZKAT3V1g80sYaz84ZfJF/Fr0Q6O+rcRs9kxLq5246GA2R7Pd+ugjjzxy7Dx+zaYuwTIAbQpQ1UU8QhAJBODYBDqyEw+kHUwFEknwoujQTFlyRTG2QmrgQJDL5wrkbx6NhjAaDwn4KYgIWaPYcqGag1ZvDPW8A5EfQGF6CqDVh3Z/EZZOtmHH/jfBYOCAJd4z6rRgfmEOXGS75EkeQ6mYh2eOPQXPPv80OLj4SBO/X8Tqhz9ku1MdjTY1y+CPJVvQ1fQVJWucc3wW3w8o5whefPq9ATFwtOmxZh0TM9cLrDKUg88d6KYdZNpov6PHNgM4OjnEcfVs13mPAOcHzte3a+rSLQPQpsilpvIxUGdFzde10/9rqJB6PYtPskwsS2rT5D9WrwO+VX/rW38W9u3bh9ADX/ji52Fx8STdulO7uNjQemcIA68G80kRyqUcBK0WDMcDKLgJbNkxA6fu/Ta8ftf15KRAr3S/MebFwETKBsAjqDh9HwGYczicREkzEmQlYKZPpS3YOACAdHYr0wCTpKx3I5NWzmd8LV5mXrV1FlZW1ni7scq4jrUjhs8HN/twWqBN47Fqs1W6kwgFa6aGGfH31bXVB33f/4Wnn37a5ECbojIAbQrkHGmQy1dpUp0tFwZtDjRCSQBv011Mf4tTn7MMm0vbu2mLAdz3rX+C+79zH8zNzkJbMOBSuULdc8ioYwFU33z2DOzYvg2eeLwDOT+BqwXjfu1cGe4/0YbRqR6847ptEPUDmgG4srgE+Rt3gX0Um2Q4tY791lJGwU/FSFKaGm7TAqIupRErJ5vU17V1UEWVJhq/03Ojgpi0HM/jtXBxryaO59prdsHJxWU4duI4g7aVtnjjvlEbdxgSOCMQU2qdOAcgtWsKU4rjv0nA++MnnjhiJA1TE2UA2hSHw0uQQmChIH4AmWnMuceIZugTxjFO2PbBrgh+/8bgfZYPLPBcblteX1/Ri3V+4BOQ5YoF6Ps+/PDoMRj1BgLIYnj89GkoCRBDs9mRs6uw74oFOPHgGgy9EixctRsOD0sQ2jwwYNQfQTFX4jwOwUQxtJ+4LTHpjUeYLvYhy6bLTpxBbAA9YRwyeSJZqYP3P22UUbkijz76A9j66tfyOZAWu1h6x9GepzJBioUiTAtwxmnhaqguvnY0GMSPfO+RD57/b9XU5VAGoE2BQ4uAyDhDYoa4SKXKkrfkGLmJ8/XQOpYvlsHLuezdjWWyHKS39LGUCIh548RvFeuZDWLCLOUSt0t7hRzd7mOq3bpg6cFwCGfHCTz9w5M6gc5bOgkVwVjdYh5i8Zqpcg0ajSbc8MY3wfTcVsjnXRiJ9z3+xGMQ0kUkYRtcJgaEpQnu+ItUYp6yDWq3yuR+Zm3Uajiteh0+3rVrJzQ7PfWU/iRLNp9gyP/s9AyUBUBDZlAutp6fWVmG8WC4/sq/QVOXaxmANgWu51iWlCfYuJGG6+PzuNCHt+ZxI4JuuweVUkVPFVHaAWnTlqXnUifarseWtI1MVOna+HyhWIGrtl8FnWYbzi6fhaHjUVu55+IYbZ5sQlO+I26SyePMv9CHktiv48efh7Mra7B7927KcXZd/ltMLdM8yxBAgbOUiuU+a6eJlWrSSUqqYSJjIzV/6+S6tWYD5uZm4PiJExK4bT2Zhe4SxEWtXq9DTuxXLC19WJjJcfrsWegPR1Aq5H98Ab5SU5dJGYA2BYE/DhMaxR3rSdNYOPYK5QQcx4S2NnQZNJpNWFw6C1u3LHCQvSNHTIG0q9H6nYz/pM5ETsCjMHwrzdFQTSUIZtjBd+ONP0PvX145CytnV6E+XYdt218D37rvPlg8dYK6CLE9m7Yrm1JcdH8Ittzvt+D7jx0G5c4gHdjmPJC0JZwtg7ESmZPsSCp5ImSYkm5UyTSsSDc1dTVyN2IMecH8jx0/Kf4t86Udi/I6Qj8UwMyzHEnSkHnXeH7X1tdhaXlVOlliKJXy374IX7GpS7QMQJuC4XC8FsXxa6iN2mJ9djQaUVA/zuDrtDvgznoCpKskH/T6PTizeIq9vgI0c15BsESX8icccUuPMaHYwuzI5hFi1pYtcZ/ZswZr8b+zyytw9PmjcHpxGbZu3QpBIMDLLQrWmYe91+6DpVPHJ0ZqxRkNV5s6pC7Mbo1EM+FJ212ctmZLBi1FGfov6dcbbXrZBUNLuUfkPkSx1usTaaHDczclwBkDoPBv+EdMqhsMB8eWV1dfs7K2mve8XCLuWYb1qanviv3+/+f9CzV12ZQBaFOoA38pipPfzwvGl4yHPAgVdWcBuLOzaCNbgfmFeQE+DtSrNdJVQUZ10vvRSDf2KeieFhcd9r0hiBGwejkB4jnIlxwB5DlaZHRsaSVOeNEPF9C+d+hR2LV7L8zOLUClUoDG2WVornXOCeRPA/jZJYEInUj9gtvAVQc6AqqddvtpdFXsWh5/Zk6hzGGWjSsZbzRtx0/vDjDOlN4X02fFdFHgWNNSqSwnnscwGIxDcbH7rYf+7aHPX/hv0tTlVgagTcEf/tEf/sHRo8/mFpcWf9EJrFoSh5ViqVbCuYSLi4ukN2N4BYbaV8susWo1xTuWmivlJGcfx5Ge05dgA0aIgUgBeaxxtBReAFzM/nByUJ+eEczcg/1vegtUaxU4vbQIW7ZeC+trTZgTFwZs/KBIC2LLMoc6sUElUivtmxcq6Y9SUuALhWyIlA6NUFFgkmW4A1IyaPyPXFTc2PDCwO2QRMKhUaA/H5td6BrAPe/k0sALRavZPF2dqr7loQceOnERvkZTl2EZgDZF9Zm//uvfyT7+4Ac/eN2W+fmHTx4/URqMx8Q4yYKHLgu8tY8DAmTMVCaGSgtjErxIo+XAnyhRU1kYsKOYf0jHjRLSptdWTsPnP3s7jMchBAKFS+USHDw4BfXaLFxzzR7odgd0kfByAthzCOy27spja5ytFwCVRIG6MHm4pYEZ7XUEyglnMceZEVesWWeaVDZkenAlMiyJ/82gLsOSYrksSncVnBfdbDe/cvh7h3/zwn5rpi73MgBt6gXrc5/73BO33377H8ehf8vxU4vQ6/Z5KogfwkgANqJcoZDH6dTfyIvfAth2BX6w3XPdIi7ohTIUn1QMqSUgKBLjzMwMzA5zjSXzJCY+bkJjtQHf/tZTlA7nDxxgEwTmT/NMRJx44no4WdujmFQHf7u27AyUoGlJxZnYbcQSSCLJNUrESUAXGwH9sgtwIzBn3BzKQy07A/UAA/bp0XG0O+2hOP7/JcD5Hy7C12TqMi8D0KZetBqNxt9Xq/VbrGRRgmgkQLoPrVaLgvhxCslv/MavffiLX/zic+o973//++vFYvEdAsx3eZ53tQDbHa1ma6Hf65aiOCkLdjyjNGTdsai69WSp5zG3I/uYZZSYWDe1mosff9SHbtvnwHuB2x5a7RyHh7F6LuQ9DzwvR24SXJzEiwTLMKh2xDD2BTv38gS2VqbxRhV1BCLgY6RpJPWPRAE+TzdXo7O6vV47jIPth/7tofZF+HpMbYIyAG3qResTn/jEif/3sY/F43FoR5HMUE5SSzAC2Xg8Xsq+58tf/jKC01dfbJu33XbbI1//x6/vR40aO+8KNOm6qAe4ogyCIfkIfLgYqdLmOGOaNd845vl9DLYREuOMFo6viimWNBwPYDzkqdqsiZP4zGAvE+yKuTxs2VoWdwg9aoTJsmc1/Tv7szFfg9Ud3malVv7Yd7/5LwacTZ23MgBt6iWrWCw1ojicUyH52t0gYNB1bQTk4cvZ3rZt26z1ZgOeP/48Jb8h3CEQF/MFyInfu3fv4qxnxyM3BWrPhRL7iRF0/VCw6sSVEkkiE1ClhBKn46LUwqUCbvUYtWOUUzAPBIfR1qtT8Owzz1KyHO4HepeVpDGxUKgdH4nOAckC+Nr62p2HHz18xys62aZMbSgD0KZesoIo/MFwNHrHeOTTVOtAslF0VFRrtfg/3sI51UUQjPUCHrc99wVg4jTtd77zF+Azn/0sOTh8jCAt5Ei+wMG2OHF7dnYKapUyVASwImAj88ZBt5qBZwCZFiZpD2X/YMIjuoh1i2cc8T6cNUglnmiKCwdeGLD7Lw39tzRgJzpQyZLbR7/4MBkOh78nwPnPz8PpNmVqogxAm3rJOnPmzG8JADq4sra2Q0CTNxwM4uGgvyaQqrV9x46Pv9ztDQaDp2dnZt6uGKme/yfAttvvwFfv/ApN2qZoTmTQng0VAcjNRpcmsizseRU8f+w4dAeRAEcfrrv2GsoOWVtbJxZcKpaI4SIbpmD8MGg6Tq6SQ3oO5Plmp4Vk1x4mzNWnqP06isW/F6YnmlPwzgFDj5TUQtPN5QWg1Wz2cq738w8+9OAj5+FUmzJ1ThmANvWSdeDAAfTwvu58bW9lZeULMzMz/8e1HWr6wEnf6F2bqlehmMvB2uo6eILZYqtIzs3DFdteBb/yKz9P466++c3vwNLiGnR7EfQGPZr0snvnVTAc++JCchaWl5cJOInlR9GJ66677tcPHTr0KH6uAFbnAx/4wL5er3dDFCX7HNva3e12XzsYDrdsv/KK2VarbaF0U6vVSf5ARk5ZJMAzGZMw0Y0wYvtJf9A72Ot1ftVkN5u6kGUA2tRFrZtuuunh973vfT8slIrXYGZFEjqUNY1yQalUpFmF09Mz4KIjw3EIbL/x9e+I/6da0Ol0BQMfCjYbQl6AN07BfvjhQzA9O08LjpiGh6+vV6sHlpaWJnzdMQ0ehB/In4lC8P7oRz+6fOTI47OY7Df2CzAeMe66nksLl764CPi+/3StVrn5yScf/0exveBinC9Tm7sMQJu66HXnnXe+/r3vfe+nn3vuubd12r25xEqqgjV7oyABv9dDIGQrHQbdJwkUci6UKyWolKtQrZahVq/A1vkt0G734Jlnj0Gz3eFp32Ec7Lzqql9+7LHHDr6c/UHwvu222w77fvCuQp6UEAqGEmybpA3cH2TTV1+9+0t33XXXizpUTJk632UA2tRFL8lmP5R9TrBY+93vfvc1ggG/2bKsazqdzs6VlbXto/FgSxIntTC2881Onybbrq524PTpdQj8ABqtDsw6eexO7L3hDftueOCBB575r+xTuVw+US6VBQOPdWYz6s0YGtUfDonNi9eY5DlTF7UMQJv6iaiYPXJPyJ8XrPe85z3bu93ufitJrhuF4evWVlZ21GrOFttyFl9/3Z53HDx4sP8KdmG5WCrCqNEmuYVAGvM+bJctfwKgW63Ww69g+6ZMvewyAG3qkqm7774bFyzx57zLDOL60ELzRhgGOr85wTFaAVCsaphE0T333GMWBE1d1DIAbcoUIDCHjfn5BTh5con0Zj8IIMQZjJgREgjAdpIf/Xfvo6nNVwagTZkS9eEPf/gLH/rQh3Y0muv/13KcGcdxrSDwk+FwEIyGoyNXXPHqX/zv3kdTm6/+HaaIsBKb+G39AAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>