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Silver Star E-Lite (SS2361) (Silver Star_E-Lite (SS2361).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="E-Lite (SS2361)" ShortName="E-Lite" Company="Silver Star" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>e6919f65-fb48-4cbf-b8d2-e3efadfee674</Thumbnail>
  <History Date="17-07-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c0173cb8-38da-4c25-ad54-b1c805e50f45" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cool White" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="2800-3000K" Display="'2800-3000K %.fK',2800~3000" Dmx="11~41" Colour="0,0,0" />
      <Function ID="3" Name="3000-3200K" Display="'3000-3200K %.fK',3000~3200" Dmx="41~71" Colour="0,0,0" />
      <Function ID="4" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="71~101" Colour="0,0,0" />
      <Function ID="5" Name="3500-4000K" Display="'3500-4000K %.fK',3500~4000" Dmx="101~131" Colour="0,0,0" />
      <Function ID="6" Name="4000-4200K" Display="'4000-4200K %.fK',4000~4200" Dmx="131~161" Colour="0,0,0" />
      <Function ID="7" Name="4200-4500K" Display="'4200-4500K %.fK',4200~4500" Dmx="161~191" Colour="0,0,0" />
      <Function ID="8" Name="4500-5000K" Display="'4500-5000K %.fK',4500~5000" Dmx="191~221" Colour="0,0,0" />
      <Function ID="9" Name="5000-5600K" Display="'5000-5600K %.fK',5000~5600" Dmx="221~251" Colour="0,0,0" />
      <Function ID="10" Name="5600-6000K" Display="'5600-6000K %.fK',5600~6000" Dmx="251~255" Colour="0,0,0" />
    </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 %.f%%',0~100" Dmx="10~99" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="190~255" />
      <Function ID="4" Name="Lightning" Display="'Lightning %.f%%',0~100" Dmx="110~179" />
    </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="1200Hz" Display="'1200Hz'" Dmx="81~90" />
      <Function ID="3" Name="2000Hz" Display="'2000Hz'" Dmx="91~100" />
      <Function ID="4" Name="4000Hz" Display="'4000Hz'" Dmx="101~110" />
      <Function ID="5" Name="6000Hz" Display="'6000Hz'" Dmx="111~120" />
      <Function ID="6" Name="25kHz" Display="'25kHz'" Dmx="121~130" />
      <Function ID="7" Name="Dim Mode Off" Display="'Dim Mode Off'" Dmx="131~140" />
      <Function ID="8" Name="Dim Mode 1" Display="'Dim Mode 1'" Dmx="141~150" />
      <Function ID="9" Name="Dim Mode 2" Display="'Dim Mode 2'" Dmx="151~160" />
      <Function ID="10" Name="Dim Mode 3" Display="'Dim Mode 3'" Dmx="161~170" />
      <Function ID="11" Name="Dim Mode 4" Display="'Dim Mode 4'" Dmx="171~180" />
      <Function ID="12" Name="Reset" Display="'Reset'" Dmx="191~200" />
    </Attribute>
  </Control>
  <Mode Name="UNO, 1 DMX" Channels="1" Id="10121f5b-03c6-48f3-848d-e68710ae6cb8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="19c88479-847c-4715-ab92-963e0b9b239b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="VW.D, 3 DMX" Channels="3" Id="81e39823-b261-4662-915f-8aa7bf2f106c">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e1084b11-7fb5-46e1-ac64-6883972fb16f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="White" ChannelOffset="2" Wheel="10" />
      <Attribute ID="ColdWhite" ChannelOffset="3" Wheel="11" />
    </Include>
  </Mode>
  <Mode Name="VW.F, 6 DMX" Channels="6" Id="7e1a841e-3e93-4dfd-9807-8a33c5d30dea">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d0f22ae9-3728-4ebb-91fb-901a87b01647" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="White" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="ColdWhite" ChannelOffset="5,6" Wheel="11" />
    </Include>
  </Mode>
  <Mode Name="STD.P, 9 DMX" Channels="9" Id="5dd721a8-5dde-4912-9354-5512025ff6fd">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d6512675-f35b-4c6a-9b29-89f403f47b7e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="White" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="ColdWhite" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="CCT" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:12" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1200Hz">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="2000Hz">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="4000Hz">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="6000Hz">
      <Set Channel="Control:5" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="25kHz">
      <Set Channel="Control:6" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode Off">
      <Set Channel="Control:7" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 1">
      <Set Channel="Control:8" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 2">
      <Set Channel="Control:9" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 3">
      <Set Channel="Control:10" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 4">
      <Set Channel="Control:11" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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xhaCGwcapBqBrpY5vP6lmiRSuVsn7MhVPMOlKCbjGuvfa6v1q3bu2Xlw+t+sYTj/xyqVOrcuYdJEiW9SXY7GWrTojZ6CoMKl5OkbPQyxCkI+ZL6zwIlSQRh8UFQfy+uawiR2NZekJNDTiG1tMF0SkxJKVbRPsn5TMiYcsQ1r6BVqpFVnaoRWSpjoOjbuVvQyeKF5l+TMZyGT3xXZ0XNQpqvi4t4cAUusWWUpXTyS8TCyCpUEA6blDnr5JHcB79XZyTPBm5juiFWDz1KS09dPG6GXzeq1ethP6+/r+6+TM3vKNYq/8+WtOzHjo3G6j7fimZ7RjKexMocakmqHtXrVZfXO06xawiJeg5wLXXrn8QJ8suv/zyP92+feNX9u19vgNY6Cf5spBbmUhHuDUgnN7yCaWWQuCJfqsiPRWBEfoi0kJY5TGUJa3cASDJ1GRLl5eIljMMU5KZenmVmCYIUtbFPhXhUdqxjeRpmYaw1MmqpWMy6Vy8aLvkZlGI1sVlifRDy5BhfAZHi5DbJBmPLdYxGmRG1d8j908CtF3an66ZstGRzvRQbEfsP8PaIX6iZ9Pf2ws9Pd0DO/fsfeaqT37y1hs++9nLX+z+zjcEjjNkKMtYSwqmHhvlcuX4Fkwxa0gJeg5x8803fxOJ4Vsfv/SjX33slz97f3FiXFNdd2ERB8I1QFaymBNbzwkLUYM4wkJoGYdSglKqvYHq3vqx1ZhAUlJTl35fNU9Bk75qGmzTJBnr0i+sGgX6EAnyxzBYHJ6+E8FqJPcp11fEHDUm6rsmjoEMffIXG7Ydb4+2A0Yk+0knmGwU1HiqOjXyY+uR7z52cbB/P5ANj7LA5b5FoyHGxVT6Nmt84Of0k0/WFi/ouWzD2qv/rBZq79ywYcOsxHbPBur1+qGMZUfejQCCqS4xENdTaWuL9WopQc8xUoKeY8jojb+8+uqrrx8dPvzDpx57eKnjViLCCdHitAILPE2KuOuxZcvpuUHIovcxyCo0hGskoaFGL2TcxZ+avq1+1/WAB+CMppdXNAjqHY8tVuU6UB+LXB66IGf6gEnWMBFsyAprutQwVseSdHFwR8FEsiUXS6IREsdI22uM+kqmnTefS3N4IH18zwcxyErqcy7ovhYfC9gJSzrebtR44fpdHT3wzrf83uDjTz65ce011/zd+g0bLv41bnnLccMNN4x97OMfF8qEdP2VW0trfA6aSdtzvZSg5xgpQc8TXH/99STruOyKK/72mmeeeeRThw4dsCgszOBoD5dLF9EAnSOtTIauQVTb6DhqSyY1I5SvNglFkmRi6pY5JYOQfL7kb2bXAvupNcjQgKIeEzRFbFhs8WIjgeRs2Li8EfIgnmHoDVavIseA2xRhSZP/2WjwF4MsI1VjfQ+yzA0kfnJVJC13ZfnRehQ+p+YpK5gs4tgPK90oICJXPA4LrslQwkyDPztZpUV9f8N552krRkcvuvaqK/9Ez2Tfe+211/7qOG/znAHPhV3PUoGbeyiEZoImcMNEoxGemxL0HCMl6HmGG2/83IZPfvKTt59xZu2+R37107eWJyfZ1RFXHFEaFwLk4DA4qeDFJYeTLyMt32C9Niwo/k56Gg0kTTHNuiRaGRHBrgxLuDJs7EZbcqqTv1cStW6IWGrdEH5l4X6QIYVyUFCTFU+ms4rZ+uXjBXBDX9b782SjYDW4fTh0MIEkcUeqd9IqVtmS6uRUuKFShlO9A0X2fL2JvHCZ3p4eeM/b3tr/1JPP/PL6T3/6u9/+3vf+52OPPdayDMKXCrxH5DszZXBQhGTvqRl+EKaDhHOMlKDnIT772c8WcfK2tWvXvnHHjq3/sXfn5kGnVucICk3m7sXgUiMveR8N0SDT+CNFWFaTS0VWVuEgQE1YsZHljGScNUwgXyeF7xk2WtLkQ7Z0rm5CRK2ZFI1hSGIWPQFD+rEF6euRO6HZBRMROohoEv7nudJaNiNLWhFwdBphGDVESddH0jIWDULc8KltqaKuyQZDHYtoNAI459yzYXJi4g8tgNFPfepT7/v0pz8960JNvw6y2Sxp9JuJCMMpSLqEZARNStBzjJSg5zHWr1//ME6WfPITn7ju6acfu/rw4QOmRcU+KRsuElwX1qHwrx4/miMiCA0JMBQZEojwvGgdOUAIMrJDWMdGFJFBiSumJGvDElKjVHaK3CW0HM1LDiomreUkkSaPTRGo8F2bsQ+cvToau3eSrgxFrsn1Z7IQIyJKDJwmG6wkMSeLyCrSVvvqRmv693/nd9qefmbT99evX/eDo0cf/aPbb/9+/SXdkFkG9mzqePw5jQZop5GPbQbP1yEl6DlGStCvAHz2ppuuu+SSS25fufqU+559+uHfnZyYhDCQGXQUm0xvkinjf4lImKuTL91UgmoeRFNdfhVjTBAE1LispqInZOQD+XLZzaELV4fB2YKG8CVTVqGFx5URLhBDDsI1huSZbE2rY6f1wjAOC4wyIulRbU7UmWZwcLrIhOkIKBmtMN1AY3ND0dygJRsFEVscwjlnnwlLxkbf8djT3sj69de9f+3a674zZcdzBDzGqq4ZXSoK/FgjFupaGtMNVKRoKVKCfoXgC1/4whhO3vypT131tp07n7tnz/atvaS77CFpuVQ8VaWKseVD5OHFK4cqnjqGKBEl5kUWLE5tsppZoDJ2KagQNU1+JxK1cd2cIdK3M3YGbNMSA3tkJdPgIPEpfigdO0ODiLpIFVfhbyIkz8JtWpFPOgimpqw3x283n8N0/ur4mLVocLCZjJv3NZOV3WyNTzc/aujwH9Vn/IO3vrXw9DPPfHvD+ut+NDa+9T233HJvdcaTaBF006yogr/HuKQNMHRtajcrRUuREvQrDJ/+9A3/jZO+T3zi0g3bntv8iX17n7c0PwCX9SgCzoIjn28QapGAUFwuI8Z0FiMZ5S6+klbDkuId5RAtDaJ4Ya5XaArXhYlkRYODaiCQ45aJBWR0h/Axm+Kj28KCVmF2WpyAouKjk37ipBHXPKAVWa/TWM5qOdrmdIp8yYzD5LaS85LH0rx9RfLN+9aln/u8c8+FweHht27aaR+9+uqrP3D99df/x9S72TrgFa7wkDJFy0xpCKdCNMbHS+UpZgspQb9CcdNNt17zoQ996Mb+voH7Nj/z5FvLTpWFjoiYOQeRQ+FARnfE6c3JhBZCA7loMk1bWtuU5CJcztLfKg0qpemhUrl16ebQLZFQYnByCkhiViF4OvuRKeqi2c3R7I9OEnHz4JzyMx/LtzzdefJxJ6z0ZktbEXaSdJvdICr0L2m5T3cd1foDAwPQ19+f37R1yzc/s2HDz46Ojf3BLbfcMifWtB+GxePRgVbQRO8lJeg5RkrQr2B85Stf4WiPyy+//I0H9+7+1q6dzy1ywjLUwZa+aSEGxGCpOmOq4FITsdhh7HcWSR1Bw3Jhw0e4VDh0jshPTskn7iMR26YWRXiY0gWSTGxJ+nqbiXg6JAcAk8urY09CEW3SAuY4Z3NqfHcUwigt9gbf8jQWdJKYk26i5PYi4sfvbzjnXBgeHv7dTdu3j1y3du0Hr1u//t6Z7umsIQiKge+R1us0kUAzrXL8hJ5idpAS9KsAN998M0V7LP7Yx/7PDdu3b/zE/oMHjMAT+h06iLhdERuH1ieHtk61/ui1ZXU6oKQQP/IVNw42CgghJpH8QckjYlAvET3hB2CGQhaU3BqUpUePmkoumY6gI1eGLspsEfi4QzHVm/av9hWwaydWpYvIF4mIGiWRmCHS4QMjPh8jnOrKaLau1bVJfk9a7s1/U0g2OGrZgYULYfGixbnNWzbfc81VV/5vx/PfddNNN5WhRcB7WjI0le59HMR7vMulmFWkBP0qwuc/f+dVa9eu/buzz6488t8//uFAuVxjC1jIaBKU+rTOJNwQpaAJuU8iQ/UPwph4OBsvEEki9HFp/Xqdk1m8wGeLneRDKdjWo3qFFNmRybBqv8ZkqUVETiltSo+J3Zy6yFzjRoP+yb9HVjL9LeCDi443cj9wWIlsNEDpj0gfK7lkpAZyKMdQifxFZIjWwD9Jl4gi4mT2YTI+W20/2Sg1x1sDNEaH0Dwv8OCUU06BwcHB3/nFY4+PrFt37YeuvXZdS0p0BYFf9fwQLFOKYb2Y8yJMLej5gJSgX2Wgsk1IFIsvvfTjT97/wHfPCZS1G3XZaSAxFhhSadGekgqVFiulb9N6HpJUHYmYeKhiWCzALwYELR4obM/mYWSyBG1to5DndG2RFZjpyENPWwfObwMjl+EQPIriyOVySNyxCFKkMpcUXZLWtVJek0kTfH5Jv7A4J2ALmaA4R5eZkGowE6QlrgchNwTUFFGMSyj92axlkiBfOudAnjdBHR+Bsgw9qWOtjj/ppuFjh0bhoShzUR53Pp+Hd775dzPPbt78L+vWXfc311573Vtm+7nAc6tzsQXKlqTjklriMy4vOxtUaSeYGl6TokVICfpVCHqh8L163Z/9+fs2b9r01KlEKoTIn6yHURy1XF4mpSSsRfznBGQRC5LhFDSoRSQeCuUjIY50RPiXZQwGE1Q+Y0LWzEEGrWiR1KJxZqFtk6C/SAc3ZJq4jURn0TLkDkECIZEl3YgjOyJL1ZgqJ5r0LStoTWSetGybBwSTg35JHvK9ULpwEtEremxZJwcKo8otdJ3wHJLbUb2C6LoqJT5p/Vsl580f/9jHb73t87ddesIegGlAkiNUiR0CSx6vD8dQsRXx8Hi93v72t1Ph2Ja5YlI0IiXoVykkSZ/5J3/yx9u3bd+ysu44PEAoxP0DkWo9jSZDcjAw0LUoL9gM5Xc1YStMuCh06eumwUEqAmBQcQByL7B1qYMREsHjlKJCSGtZCyPtEN4fyaPq2EgYPhNzwKSoqUgCORApXAyGlsg2VHHfUcMi09G1ODMRIO7Pi2Qc4QahcDNDppsLF4gqmiBCFQM8ThctaId6GMpatgy2np26Ay6fp5Rg1fQpLoOG5B5prdK1T2p1EzpNG8ZrpY9eeumld9x66617TviDIKGT54kaZi2IDrUhbLH5+KUHaPHixf2QEvScISXoVzFIyvT8888/9bzzzt/15JOPLiEfMsVK80AXxUr7ISexNA92RZESiW05uqh9GCLJUHqJFog4Dgqdc5HEVHQEbZusZL2O8/RAOBOyBsdFWySmZFsNbg2hG23yIB/PM2K/rtEQtSH1nYNQ6Hc0RYA1W8nJgcTGJBXeMDc+oSkbEMpe9LVIR5uKH9TqJRgdH+X1Oto78BQMDl8slStQLBX5HAq5HFr/dA5Ww9XSIBGjDaFsCEMuWtBw3NInv7yzT99fK/4Q56x5WTf8GKAaveK+gxphANXb4d7DDNmm+Xx+CX7dM1vHleLYSAn6VQ5SWHv3u9998jve/q7bd+3e8a5DB/Z3ITPrpBVd9YN8te5rPpKoqBsoIzqIDINE9zykBJYQLJnwwoW4DGVdcxwFCwcJMgqhXKnjpwT1QhU629px27hStgBgx8JK5Nogy9QyRAo4y5Gajf5cQ6aUC0taxmBbUzP4CElp0OaEFi1hgTMZcWi4zpGHXDjctGDLtmdhYnKS90eVvo+OjMAEEnEGjzWXzUPezrE1PVksci+hq6sLVi5fAcsW9nPmJDUwjZEcigJ9HpRVolZTeir4PYfnvtDJrL7i8ssvufHmm78wG89BJpMxLV3UldR0dY0Sbi059tBsSWumdhJOHpyNY0rx4kgJ+jWA73+fhXsuSs674bOfvXPP/n0fPjw0jC9mHaxsDuq+JBHXB9dxgOJmueoILu/XHBgdPsxVqzjOGZfllG/S2pBcSL5usnLJ7+w6ARTLRSZUM2uCDQXw2X0QxyeDIaxiImcibFWpBWQ8cpwcIyI79DD2PyejJgjNGX3NcdJxCJ3G/nY6Fo1CBLE/cPDQYXh26xYOGaRjp2MpV8rg1GqgZ7Ng+i44IVrL+Sx4k+NM3CPjY3DoyGEYXrMSzll5OrQX2oUPXYtV80jfU0+UMTOV5Knmy2MB4e5As7a7vRN27hl6P86ZFYK2bbtg6yoGfGoMeTgNOfM8P+iYjeNJcXdA7b0AACAASURBVHxICfo1hPXr178VCfgrPvhLSuW6OTR8RBBeaEOtJCIWAs+T0wAs0+bagBoSS2cGLUi0it1qWaRs2xZUqhUmJWWtEmESSeczSGo2wFgZoFysg6nXYbR0kP22IbhMhJpP4sTCOuZBO9Ye1bgwgRmVnzKjgUSytG0eZLTZ0qaGg8tgaY3JLoq4kzHcSS1ndpVocTIK9QKK5Qnsyud4vUKhQEklUC6XIZfPw+K+fpy2YQNWgB3PPwc1pwKLlyzkCI+h4SHYuW8f5Hq6YIE1AJ1BnjM4jYioRXkpUgQUfm6l9Sl83WSxGnzdAo7lXrZy5bk33nLzXjw3PEydE/nw/9Q20Sivh9skpxR9p4gMR2N5bL/uBYETBp6DW3LxnEjMmtYz8Pp4vu8/XyqV7u/r6+uK48QbE4EaYrabSBrXt0/8k5jieJES9GsEa9euXY5M/MOHH35wbOmy5T/t6uz7vT07d+oN6cxIUJmoHJLG5Gzjb4qyKBkhtCNhTTo1yNgarFi0BHp7+uCJTc/wEFgGiXPlkn7IFLph69btnEE30NsLE8UiDA70c6gdW600gEj1/gIxZccIkmZdE8koHC2hYrGJwCjcz/UA7XlcBq37oAZhXfxNhbSRC4H0qTXSItECJkkRlqfI2hADj8DDo2JwUAax0KTDzkDGw2NxXCiOjMHk2Djz6EBPL/R09yCBl+Dg/iGoOyRLZcCKxYPQv2AAfvXQr+Dw6FF4Ye9+JPWjPFAKhki6IXU/jjqRPRBTpruLggAe91SoMauTFc9RNHzGuUA3ltXqLh+vanRIkIrqNBJTU9QMrU+KgaMjwzwWEGKjSmMDBp6HQ/HpXtCgZT0wMHBdd3c3Nyqi0Zs+U1PlpoQqdBEt+2q1/tLFxlOcMKQE/RrB4ODghvu/9R/677/l7b9CGnvPESQU8q9Swgq7NQDYoi1YNkcqkJ3lMEmg1ekLYqXlVixbDr9xxun43YByrQa/eeGFkX+3va0AI2MTcNbZZ0Infqeir+OTk5DLFaANLVMiiMjlgNusOmi1e+ROqUMF/+YTcSFhBWoA0hDWrl4Q8qWi3dBkhIdyVxDl0rTOOiRUc4+MST+RaKFJ0glUtgrBDyIL2nWr0IZWP3BFGLTWsTno618AdqadQwOp5Wjv6YTSkSNc0mtwYAD/loXXn3se/PTBX7AP3pDJMj42EKTNHeJxc3VwUENx4iDoOoo6kn5UBDhQwk5I4hm0vrvQYt+2Yyccxf0pEBGzi4fUAjMWtHW0g++UZRKSBlQezRmfBDpYVRFGkfThw4d5G9z7UDHmTc9H0nXU5L/vP7FPYoqXgpSgXyOo1mpv6Olrq6E5NLTlkccgcNHCbeuCYqUMR0oT4FVrsHLZCjhw4AC/xLkCWsuTRbRahTVIus65nI3LV+DBjZugWCoht3rsflAZh9S1Vw7pWJ9a/kYuXLRwISdpqFhksjhzOpJNexYJR6RfExHV61W0BEvgoMVaq2IDUnGQwMvgeo4gQSUhShmRARIsW3sBMRzPt0K0hsnfapjSr03he3GKOe/XtqIUc3LT6KYOJ68+GcJyHd7yjrfB8NGj4FcdyCERB7i9SrUMK37/rfAc9g7acV6urR0WLVvG0SCdXe086EiNnSvD9ahhs3yy2Mk/EXC7QFcnh40AEygecsmtY2/AoXvD5+R4LlTrNbDwWJetWsWNQQkbODrn8fFxEDUqDcgjQTco6SXS1mfSv+Z7EWmOwLSZhJGGSChCITWNKpsHq070s5ji+JES9GsE1XK5W7PsEd8PSpyYQmN0RJRhwDHOHn7fuWe3iNpwAepISpQ1mDFtQdCmcJ9Wq1WRWYhveJbCy2SmA7kNQGaoMVyf3RUqMoA4QVlyYv9iEI0sRhPJMpPPQVcOiS+bhWw2h5ZrO+ho1Oa7Tekx9TkLLqCwQBmeZliiugs1FOzHllZmGIpsOTfwQOTjiDR0XUZwcPSGLjU11MAjrrN/x17Yc+AwVB96BCwkQTLDzUju1ICfP/6kCPMzlF5IyD5tOEDr+7B6yRJYtGQpOK4QJQLqDfA/X0bIUONg8kArGe/kV38aLeWx8XHZ4Agyr2GPYuGKVdDZ24kWPbCGCV1zkdEpKq5zkIiuNxAzaYDPpPCXjGSZCQ3hiCAIG/e56GU8dileJlKCfo0AecVyHH8SLbVSe1sbODWPNZ5rhs1+zbpMoFAqduTjJN8nlbEiErUywodqSivU0kU4Hsckq2wPXSW5yMSVpmNQiSKKGEMZtse/0Voec6owMhYnsKiIg4C78YFwaYQGhwDSxzNi/QxDDsrxOrrHGiBKbClWtQN2R/D2wZiWrEJNpIL7FSEC5Uo3iFAECeRxSwKLrFBxfJt3TMAmauR8eVy6SCfnoUDymSOJ0zCfS24OajBAJLlQL6QDLfJKDXsO+KHrWx4bB90mjneh7jpI1AZ4riHEqSjhJZQpOJxsI0T4VV3F6VwV1CiS5S6yKI+tsZEMU6zVailHzCHSi/8KxdVXX92/bNmyrx4eHu4RVa6lljKRqNKvYG1moV5X8ZzOrJ3pNE19aXt7AYphCTnRhCz5JVmjQeduuobmpe67kMMnI4/d/nZbhwL5PDNoTWdtGYZmsjaHbkhLNlRFVymeVo+yFMlC9kIlXASSaAWdhb7Q0QikPgbIZA6liREGVuQv9rRQZvh54ItwCE6akWswjECSOfukReKIImOQA44s2KS8wtH3GFHYW2JeECW+qN8B65ZEXgJ13DJbUKfhTFXHMZQnLkld6r+CxSGGcWIM/aTrpGNPIqhVhP+/WgTLt8ErV9mPbJJ7g1woEEr3RhBlTWoyU5MK8rryuhAZJy1iUaX9pb3u3G46zrHZPMWsIiXoVyBuu+22j+QKhVvv++53jGKxKLLiZGIJ+Uv1QIRzhTpZXI60uHQY7GyDbC5fX75y9W3es5s/7pkW1G1TDsAJ4suh2ebjC7+kpxfe8+73wJLBBdDb2wU9A31gt3cjIVtgsgXpc5w0D8TRYJTrcwIH/0QyIX8s1XlhDeJQDMjRfAq10zxa3sEFXbYY6/jxHIcHCz3X4xhs1xVZiyZOHU2kSdNvl3wUeL4eE3bIFi5RkhcIeVEa/GMC10h8Ioh84IIMDZENGSpq1kAYxYLwmfRloxGFxTVBkKlofHh4jhsj2qYvBx1FGnckS0oyfGTNiygNsV5COU+E++H8sM6iTe15GwK6dnidiVSp4aQMRJ97L9ij8WRsOu63zc7DomULYfHSQSgVD+E1N+DIkTF4bsveKSXEmuPFX4x1VdYlWtApQc8hUoJ+BYFCY+/8whf+c9vOHe/dtGUrv9AcnUAWNL/swj4NZBwxda8zdo4HfYrj2GXW28id4VJkRD5HmXG4XqUSJYRQ9hu5MxxcryOfhb6Fi2AAX/6FCwegd3AQjOzx5yzQW+2rVOKmv/mayFyjgcOQLe841E8gkGuFTPjKPmWuDTx2DxCJ+RStEXhM7BS/zYTkC7JkouYoBl80DNggBPipOxX8XoOAokacgCMtXK+IDYRYnyJJVBhgKEWRKKyNGh9qVMia9T2NLVVuGniXfiRElSwmS6qBvB3uMQhr3AGQrhiRecnp96w2GAqXE+6nhvutYQtTLlfY6vVl/UjDDLigguaLfRQKaI0HRTiwczM8s+0g78O0bPZ1N9yLyMWTbDiO53mDYyrepZh9pAT9CsHatWsH/+7v//6R791//+CRoxR+FUIdbx/5N4mXqdhro6i9mJLlSS4Np1KV+hck1kzEnYVMxmHfMvuG2T8cSLnPEMyMDpYtJUGx6x1aL+1RUWF700FX77wOkHAWJJeItqKq4tFSlJXNfhU6lMxLOpzjRNj0Na60EspegFSdFup/RNHEikTIrgshSZF6otdAQkse/nacGvcOQsrMpJ4FNgROUEUz3OFYcSJlVs2ruVBx69ibcKFarsO+g8OwY98+cMs1JGENFi5dDqZtw87n98BEVVTNGq8gmdcnsFGpc6NEOieUpzKdj5nuq1AWfCmFujl8MWXoOURK0K8A3HjjjX/a2dv79W/8+71WpVJnT6evifTnQBIGFXslSVAjoR9JxOKg1Tc0VBLxvQYnT7jEcjQAaFmxJjPHO5MqnW5E8p4Gh5/Z/NE0a+YDbAGOw+A7sXvRxP+0hE/amMaeVK4S7ilEmYIQEbwcmZQDsNINzX8Kp0h9KvInF/bWJx4C55vfAU834bktz8GKwSVwyslrYOniZfDt//oBW8P1moeWtseNB5EvS8hyMlCcOZlMgacq8HRfSczqeK+Hn6r2zylSgp7n+Pwdn//HXfv2fvCZTc+K1GHyZyKZ+ooHyB8aeNKHLITt1RgVuz4MDeyMzQN3JlfY1sg1a5AmM4nym0ZcVVuTVVU0GcfLFjdb3RaHeqXQpjQUDb+1qQSfXChJ9irZZrqtk59+2+ZnoNbTCyNPP8mSrjt27ISezk4YXLgQOru6OLKD/Nshhx5KmVXmZT1yt/AvKsYg0/eT1WCOB7ydMJw+7TBFS5C+dfMUV111VffCRQsf+d4DD6wmX2QQ0CtogmtEBpnMQotfODKgSBY048fWEw80yUFAQygdOUC9XRpw0k1O5Y4F8IVIEem6iwrc+jETH1LMDmgwdGz7C3Bkx2bIS39QW1seOjvboLOvB9asOgm2bd2G91pa7qDC6uJEFXX/k8Vvo+3D8fVIuMHWYG67Tq9xpAQ9D/G5z33uoq6ens/f881vZvxQRAGEnMQgXkIiYkOG0lEah6jnB1L5DS1qQ4v8vFpkxBH52iQT6rGYjhGwjrGhm5KApb9XE7G55O9VmXa6KoeVoiWwsxm44L3vhvp3A9i1/wAcGRuHJYsHYMHgANi5Apx+6hrYuW0b+/jZNqYwOikjGgYieUYlpahoDuVLj4oWaHElmWYCj8HukZQj5hDpxZ9HuOiii6zf+u3femznvr3nbNz4NL90wtahlGayjn3WpmDhH12PqosYCfLk6AlVhw9EVh3H4cowM6RefqfJ9WEiYdNHWF3StaFRPUKdreukNZaitSh0dUFvXx8cHB4DSpgsZDKQbyuAaWXglNUnQ0dXO0xOTHKWIstb0/3TRf1JQrJwwXQQ1nEc7jczwtSCnkOkBD1PsG7dutPPOPPMH/3rPfcuHB0p8aAcvWp1tHS5Fp4msthUqShf+pebPZmGqjItfwuBep8rmpC9hQRMLg4gmX4rG9f7szjZgXyaPg8yGbJcVbLCSorWgcYIqBAACzEZlrSKDb7nPb0dsPKkk2ETKQlSwo+s8BqGFKFBT00sQDc9+cbuLPU8zQRcv+sEnlaKl4iUoOcBbr/zzus00/zUv3/r2xoL55AiWyjy4IRYm8rGa6bjpl/TWLo0r6ezC8qlMkeosaeEnND5AlQrVRkDHWfViSQGRcxa5DZJ0VqI0EeRTm9zFRoDMiYSNZfXMuG8s8+GrVs3Izl7XBSABgrDqOMUkzIN9DqOE/1WIYPH2ylyAz0l6DlEStBzCEo8ueXzn//Os1u3/o9NmzZysVIaNGdfc4IXZ+qqeoHPkRhaYrkkBMka0J7NQ7VcEUkhmuaQlVWv1qE5zitOWBFx0ZBa0HMKIf5vCJ1sXU55wNeAU1evho6ODqiMOg2qJ8ollQyxI5JW8qMqczGSGJkJFLKJVnxf/0DXRz7ykffecccd357t800xFSlBzxE2bNjw+ju+cNcPH/jBD3uGjxwRAzZCPgeyvojG8CUvzuQjNI5BnLQlIlnfr8GewwdZ+9ngRBSLfdCm1DDmxAVN5fvFljRb1bolVNlSH/ScgKxmTY4P6LrS1QC2rIl0TznlFBj51YjQl55hGyrETon3K6hU9pkaf93KwOKlK2B0eAQfROcunJUS9BwgJeg5wG23336lZpvXf/3ee7R6zRej8BSTHMQujBejRHqpTJk9SMu603A1qaR5fh36uns3rVhx0hne5OjRuhc8gH86nfKCk8knSctLDRiyFW2kg4RzAd93uRCv69Y5Zb5crbJutG2KKuh0588+40x47NHHeDxCCxsH/CJt50S0RjMaSl0l4DgejB8Zg3KZypUB1OsTgx/+8IeX3nXXXftn96xTNCMl6BbiE5/4RAGtnh8//OgjF+zcvUu4CkOTIy1IIU24iI8fuvw0JKY0WdWUNbZ69aq1ppn9B9PUq7mOjlwmkxmkOGeF5mKrytUhhpJStBKc/ek48OgP/wueQvI9Wpxgl8TBQweBelo92GAWcibHqS9dPAgDCwZg7/59oIReocndoXMvyo+2LeaHkfpgMhRPgYSvSDLVwUbBLNhQqVSgVJn8X/inta25CikUUoJuEdatW3fqqjWrH/n3+/6zY2R0nIOZw1AVXA3BdqUCnTb9YF8zuEDrNNlozSAFNDSkn6ah/vJkcXmuu3PHsvYuODo6gTsShWKTQXrRS6wLC9rSjdQH3UKwNCip2dWqrAFNiUSUVJS1Mw0hj9yDQkv6rDPPhgOHDuPz43PAnaYHPKacFOdPyo5y8lLgg+43WtiNByEmonQWJSxloFIqvxNSgm45UoJuAS677LLcmtNPe/pf/vXrGRJlDwMlzqBU2wSSugmGfGc8qa+uyw9r3OvslIwsXD354uJEuD7iNGPsLjuGmdXGi5Ow7+FHYE1nPxdcVfvTI7H9MDLANF1oOrMiWxrJ0VLk8jl43TvfwQODm57dDKViEU457VRYsHAAMtkC3zuyoOn+nXraKfDzX/4CvMm6yChM5Ak2uy4in3MQW9eEZj+0JpOgfKnmR9PRsZHVLbsAKSKkBN0CLFmy5CP33XdfhnyIMTlPJ8QZWzvsugjkQKFUh7QCKbiD/1y0lAwtouFEPTlRbcRgVhfbc13LMS1NJ3ElA0AORWoN7gxKiuFqKaaIjdWil5wkNVOCbiXovixcshwybQW2Yk897TQ4+ZQ10N7dA4ZuC/0VGZExMNAPy5ctgWe3THC4HVcwD4XPmQaA1SCh2i5BaGLrcQOdyDYUC4pJrOmhwf79+45fazbFCUNK0C0APuanl0rl+AUIZy47lEy/pfckS/UBTZF+MFPxoaTlzdU4cPNUtcPSAs48rFarTj6fZ3rO4C1noSVJzLyOlkhwUdsKVUw0EYF7wq5FiuNDtq0DaqUiZPFerlyzEnKdfVHmZxD6sbazE8C5Z5wN23bs4GrsZB57TZKiU2sRHntkgZQPealQuDkyGa4Grn34wx8++a677tp5os81xcxICboFwBfJn/qCxCSd9BUmxdW1JtdFA6Rc5UzqamGU3AJQLBa9/v5+spV4Bg8uqkQUmc6tXCVRtRE9GV2bDhW2Hhr7oKmXZJlEzMI6pi4SF+NVkRl4n1avWQ0d7e1cmIDWy2Ivjarl+LJ6TPMgYdT4ho3VXRSogjuJM01MlDiShIoa2LZJZP02/HNK0C1EStCtQBCUX6wyRfPAYCOhT+8K4cEeaAyDU0QbLxfCN7/5TeeTV17JDhEuZMoDgDKZQVY9EY6TUFaf1iJRnRRzA3aEyXEArpCiNT4/yciLXC4Hq1afDE8/+RStxbrgfpiFuid6PipSI6r00lRQdioCEJ2rkDWmDTleMTQ0dCHOvHsWTjfFDEgJugXAl4IdgTO9FESYdXJLoKFjHKexylY2NGb5Kcvb9ilZO5QxzPwi+1dddRXzuKdR99hLSJX67D4xpVA87V/U5JveR56ideA7QEkpltRF0ekxsqB5YJlw7tnnwtbNW/A3ZYh6kPE0HkhEto4G+nib00VtTAPVyJMFTUL/pknhet4ZJ/ocUxwbKUG3AFpzkbhpYDSVrEqsO+M6+jR/M0IlhaM0o1V1DV2L/CT8ByGiFL+soaz6IWx9pSEt4mVTop4TyOuvAmxE4duQ740CW8Z4D5csWgRdnV1wuHY46gmRDIBNcktmwIOFL0WsX9xyKVGqCeu7UqksOdGnmOLYSAm6BdCpJEnS1xeGDdnTKoQusXxjRpgsBtucct2QYEKJLgENDgIkfca67BrrOjk7hDuDVB28hJtDZQ+GaF0HJr7SbhCRM432p5rtrQcpClIPyUgUTFBCSMplEYXJ4bxcxoLBRYNwePiwjPQRzw7ducA02SdNlVoESb94g6t6UGEoGgQamBwbH0mFk1qMlKBbAHzYrWO6/GaAIml2fSCZOkbz35IxryBV75JWUizcTwzsosVsh9hW4GvraS5HcpimqRZtcJcIHzQ1JL7sWqdoLXSh2S0DHoWuN5csm2YQmYjcgq6uDlAVw9X9JNcGNdpZavRNI0HQx84T1eU4hGoMaADSMLTM+eefbz322GNpWE+LkBJ0C5CsShFbvUR607sPkoM46iUkorV9EUInRPr1KVrQ4iXWJFHLeGopsoMvHOuze9D4cidH9tX+QhARHpAq2c0pDE0oCkYRPHxfjSmp+eo+6hxIKWQDGnpstBZpvVAtS396XY4p0GIC9+XAIqV8//Zv/d5v4ayfnLizTHEspATdAkzxQWs0YKPPaMColypZD1CXvmWmdJqfLLasQuNEfJy0sJqOQfRXueAsh2pNS7zipVTuDUXuqZrd3ICI2Y9uAT0zoUwwiUk6ImjyT+PHxPtWb3qu+Hli3SsDbNsGOWZ9XFCp5yIj1SeSpkiOlKBbhJSgWwHyQTeAXq5ARFGEOiSFi+JVGou1KiuKaxJSt1UXnE+DgkYQv6yCifUGi1huUAupnBVro3k8kCQEkWTbwQXttIjcKcEl6kLrKUHPGaIkJJMrq884zqfJhlt+lyvLTYhBQ1tKBAR6hgsQh1S7YQYrQYwta1E4p2GIY8CGYs2JO7kUL4aUoFsAg1wc8qVRI+la1IUMOVsv4uJQ2MlquaReQhKuFOuPvdAg2FtTGndcqQ40NeIfhjxcSPULDelfFg2DJHeRFy6jNnzh6+SKd2ixTdOApJhlhJJYg9glxWncgddgPUeLqwQniMugRZnbmkiKCvyAnwwK29O53FUg/dVTWV/TGrcrOmABjE+ML5vFs07RhPTNaw10aBoljHUPxEsSyiANJsiwkZQjH6MaMJLboGrepnwpeQPTuC08tRslzJ8QQwoaEhbCmBRADRIKRbtw2gDAFLMKTdxvXUZzKJI2ZBp3cpyiIXxOEWtiGaXdQYSsBh6Bk08oPpq3MM3+tWjbcdkzn6RI01C7FiIl6BYAXxL9eKI4FEkn1uMpmb7kmKhbWkOHlF4eRw/Ak+vYFFYV6g3LqMQXg8YIEy+yipGebsBJhd3xICHu3OABTfulnHKKEwK6eV6kVtigONfkg47WaHrQ4p4aFXAwoea73DPK0nzD4v5b/FhMjezgCA7KWJXZhGPjRxef4JNMcQykBN0CUO3BBrWwBJq1N5IIZFAGObBpdJ7GBYPYCGZZUYqRJne0rxFRixhr5eTg/TW4VOI4bPZZTpNeHs8SFrUWhfOlaCXiR4Xu31Rinum3XJv/L9LBhRihbloi8qfuc89LCC6xIQ3cwfPFfqg5Bs0T4xAc0gdiAFI2EKOjIwX5PL+ErJcUvy5Sgm4RpoS1QWM3NZ6XDLzTmHR5IJCqO+MrUTPiBUWJLI0HCQP8I5G3q4ccjidyW2KVO90QI31iIFHjrDTl0kgeoyJwXZYAlwHWs3JNUswM4c4AHifQjhHq2KBkOI31LMYZsKdEMdC0jKtxoxuELhegVd6NwNRhaVuNvw9NWtF4BBO1zCoV+9Lh4osvPg8Xe2IWTjtFE1KCbhECaLSglQGidH1VZpgoR0TRHSa/DBmZRRhowk9NERXkQ7T8RLcWX54M+xJ93hOtq1K3dUNlm2kcx9qREanBtF/P9xIZi6rBiFPI+RhpXmoszQkCKvOrZ7m6toJq6JW2hprXbNCqp4OeKUOLfdKQnFKvTjOgMwtwwam74byF+Dxg6/78UCd892ekPW2CH3iRch6vh89ntVol8f6UoFuAlKBbgJCc0GyNTO/mIDQX9tSigZt4UIhghlqzsJlYNxQDQOJVFIkqHAESv5RaPDApLWOVoyJdG7GbRVjNiTHFFC1GMk9U0+OEIZXdl/w0Q0vofPOTgOso4X5DDjQLqzzkLNHTTjoAJw8gES88CYYrp8LDO/dCMahyQJAOOih1Q9W7cpzqe3Dle1pwGV7zSAm6BQib3qLkz+bacTFJKgspzjZkd4afCMZI+IuZllXRWE0uJEPnEjsWW2RlNJ1ffIU4zE9MyGqLNIODlKbnAkzS04wVNCwjJURjF4QWh8jhx9MToZ30/IRaVAGcFsvgA3XOCg86evqgBBfA08/ugm17JqJIIgKtTwkulI3oeGXYvWfrn3/84x+/9LbbbhuapVNPIZESdAuAD7iT/N3s9438xA0xzyKZhQZsSIMhQFJ1dWFXidC3ELIB2TeBzEwMcD+adJHEL3QQBOpt1ETFDVtmosUVVIi4Pc8HyxLrUcRIkMh91Gaw+lPMJoRIlqoLONPgYNIHrX4HTZa1InFdPjdq+1Q4tpArgWF6MDTeA5nsHji87wg4dXpchctNhPX5PLUtCy760P8LppnTtmx/4Ur8w8dm9xqkSAm6NXCTuhkvpoWggXiRlCASB9chUevKqiE9BfFFmr6UUKLFqdkgMw6TYXWaCsXWZJWMWGo0kIM/3FiQwl0grK1whsiTFC2AUjCEqfHwzQ18skwaQZcNvJZYJt6sxhEcBueRy4ortRDGxyahb7EFoe9A4IvkKXpGDC5QG0K9XoeOzjYwOzpheO823JKxqAVX4TWPlKBbANd1a0EYNLgyZgbpNJOSmR/7f6m2IIfPNQ3WsbCRSNF2rQBMJHATlBUul1FuZ6ABSU96qIm9hQ86WSCWIPzZIn46hGM3JClmF2pwtpmUk/7nZks6JnOIndgSTObs8tA49o6eSc81wMwCFLITYGonQ3thUsbjh0zmSpclGiR0a9DV3Q1HRifvbdV1eC0jJegWAAl6bKY46KmgMApXvFsNsdFTyVKFKFMoVcbzZP8rNgAAIABJREFUZWicIV0eU0KuNIro8DUhmBRA8gWPM9JIEU/kqKTxz3MN8biEUyM0ZkhMib9LHWedon1CcBJp2zGB6+CGHoxXDHhyqwlLu8vglrbCWad0w/N7ijhfJ8cG+57psdJNA4aHRuCHP3wI19afvPee+741e2eeQiEl6BYAX7CRl7qOyNye+iI2WN9iBAnIX0hRHDyYpytNaGlZyUV5gIi6qyB8ymSdKas+mJKhplweYk1RhTxFaxENHUyRlVWYLtFIl/ctjH5rUaq48kNzr0lminqhCTsPdcOFpw5BR/4ILHSPgvc7Nvznrwahr7cPLDPDSVAdvV1hBvRyqejd/8ADD/z5vWkMR0uQEnQLgC/GU4VCASYmizNa0c2DPXK96LsqEpqUIiVrOYwU6PBWhkKpbroXml9QFmXAZT3VdRYuDkhoNtA+OEVF+ayRnEMt1eKYC6hyZWo8QsXLx3+fOhCoypYpPZVYJ9rge53NZnnqOC432JqHVvR4N3ztJxk4b9Uo1GsmPLarB7KWic/rKJx+2pkf/OY3v/XVFp96ComUoFuAQ4cO/WjVylXe0xs3mskEA4WkT3EmgfzpdBiEK0O5Oiw4Fo+GUs1M/sBVRex0o39TulQS2YOC8NOKKq0GX/0wfjamG7dIZqZy9A6oWGlRBVw3Ah4QFvNEA+84DmQyGahWK2CYFgS4DddwYLikwf99Zgm23yRJ63KUnRFaL6TkPLdICboFuPvuu91rrrnm7RPLlj6we9++DEW+Te87nMGVITFVZjJM/F9YzuplFtsJmrYdSH2FEBqLY8UDS1EFjqgwaeqLnhOEcTZnIKNuVOOtSFv1qIRkqEouSiYbhazjrAlBDbaYY7LXoFyuIVmbPB6hESOHLlj87PA61Qt+441vmqvTTyGQEnSLsGHDhp+sXbv2lHyh8NSWrc9188sFMGUAqDlkKoljJixwAQAZIqdc0xDGlb8Tqdwsl6PF85RwUhgRftJiS90bcwEOfwtEDykIpw4SMnEHsauKCDgIm8LtDFG4QQ99ngaiqA54ngsmaXM4AVQrNbCRpNndIRv2vr4FI6edeuZZaFgcaulJp5iClKBbiPXr1++97LLLBrPnnvP4U089dTo5DtQL1SzQPxOmC61K/q052iNOTAjYmgrxpWV5UjkAyTrBnicHkNDCChKDgwiPusC6mT4oLYYYD4ijaxRiq7kx1TtyTSn/M6VnmyY4FKLp8zCyiG8mEsf77LkhEjPd7wwo7QBlWf/mm37nHTfccENKzvMA6XvXYtxyyy1VnJxx5ZVXfv2hxx79i7HiBGuITlcloxFKQIm+CyKeyR0iusNim54XaJdeeumiwYUL4LQzVh8KNfs7Q8Xib3b4wVm6jG+FyOriWA98aV2OgQVNRRCk8dCtRxglCilSblatU3/jXpcesv/Y1+QAL0g1O1mogbQ4uBZEEHJdB3ZTc0SHiNip1WocUlev1X0k51QIaZ4gJeg5wmc+85n3r1279pcbtzx7574XDujBi7h6w8DgpBSltSDqycX+yKR/kl44MrpMU4PiZJ0GhfY5xRE465zXWX/9vy6++Kabbrq1fnTsrNBv9lGHnMxCIv2OwSEe3M0OUx90yxFFZcgIDqV6SJg2pp6WF/knEPoi3C5SR6QGNhASAa4rnhtRYcXn50nNEw26l44IzyOkBD2HWL9+/RfRkv5FW6Hwiy3bt3cKd3CjdGRMwFEOIByPX1hZW5Ty8tMHf25mDQtW9G3vRILm7Xnks9QacwVjDRC5b5ZvD8AMpkaepJhdhLJZFCn5olyVGp9IRgJFpB25NuKsPxULDQlLWw02qt+maUZqdWIcIsV8QkrQcwy0pDe9+93vHjjvzLMe3LRlyxs8v3FAKBkCF887tj6z0vCglF7bzsLSwcVwcN9+sDRD9ZFJh4e7u6HWGObHxpYmfZZcwoVKcqQE3XKEono7WbciVD1gPQzLEgXik1Y0l6TS5X2UA7w0jz7UCHterOlMaJAPTe5S/E7Fv+cRUoKeB/j+979fx8n5//sjH7550+bNl5VKpahO3HQv0nRIhtcpS5jCpejlPHLkCImsx75L/NDAoGXYLEepQrWIkFmplHNe0vd0LsESWIG4JyJ+nSxpoeusrN24Ak7sEqFGl6zkOgkiyYIMYWJgcTrhpcbnJsV8QkrQ8whfvOOuyz/60Y/+ZOtzm791dGLSpgGcl4LpRNxd14GR0SpkMxl8UeMXkF50F62ruuOIri8A63RQSJbOlphwtXi4jq+lqd6tBt0PVVcyCLwoYzTS/G6C+Bu5rnyo4cfxXcj4fvS35HLK0o7lRFUDz6F5acs8j5AS9DzD7bff/v3LLrts5e59e5/Yt3//gEtd0+OIopihu8oJJ1TNOUzEOVMvlvSffQjislaa0IG2RXEu4f7gqADxSdFaBMoyBhUHnUhcSajcCVeHGEwkdwhpfrtI0EEYPwNKc6W5JqaSPDQMEuMHFldqy6aN8XxCStDzELfccssBtG4G3/+Xf/mrrTu2XSAGiH49khTrUTksM453RbbmUXxN6ntAPJjE7o8wkETgC9dHmA7szwV85ZoIRFilcnfJaIuGRBUKa687daWSpKTwIog+UezeMLBXRNE6woUScgq4W8eelv0iAxwpWoqUoOcpgoBH5n7j4osv/tpTz278q1rdPS5fdLOPkfWlA2ALSVVXoVAsSmRgu4v0GfBFdfG9NMmVEQhRJVFYNiBnNZheakG3HmHcaNJYgu+AaeSYpFUkXGRNa8JlNTw8HPmtG6CeBY1CL21wHeGbrtXq7AKzrAxb3/TkOIGe3ux5hJSg5zm+9KUvfeBvr7ji8Wc3P3v70NCQxsW8w5nlJ5MfNdLPEpPkT25cGBwkfR/Jl6p7E3yypnDbBgVuBGSt+SKII31lWw9sMF0k3RDvnYMk6nsuBEikWqAlXBvShYEN6eEjR2BsckK6Q5q0wKmgQ90HT8NtugFUKlXI53Ps5tI0I27UObvUSO/2PEJK0K8AfO7GG++87rrrnt26dev/3bF7l+2zNfTiWh1iMEiI7ZB5RCP7BBpicrFLSxYyWV6RZS5ffCIBImZ6gT3s/tbxe9tsn2SKBjiTRXCQnOt448YnJmFxtQb0uiqxK3WvlQX96FNPQdWvUW01blEbfM6hDqVSFXK5nIyhnknyliOpU4KeR0gJ+hUCJOiffPSjH12Sy+cf3rT52ZWuekkbXqfGFHCynPu7eqCQz8OBg4fi6s6appfcGltTIlMQGqwxIgHfI2uLSDqA6SRSU8wuDh7YDb29fVBD63njpk2wYOFi6Os3wMjaDfeX4iJrVR+2b98OgSfGDJL3UySfTFeNJ5ziMkvjoOcfUoJ+BeH2228/gpNVl1xyydeefObpv+IQOSlslFSfi4tkkRujDsXJSbSY6+C78t3DieMGLNru+25Dd9mhWA7s9jr1GpJziMuhFe0GUQHRFLOPWqUI+zZuhi0bN7KbY2JiAp7ftgP0wIR8dwfYmQxohhgwDPUAnnrmGajWavhd4zRvhebIjWQPK+kGa1JUTC3oeYSUoF+B+MIXvvABJOl/3L175+dL1fJJhmVmDdMwsYuqhyGNzXvsuqhVXahUK2wVZ7M5cDwvehPrNQfqSM5VmdxAoBfZpaw0LhZusB/UQausXvd4lJ+6yDOBq2+lr/bLQqiJ8Lp6rQQv7N0FY0jMDruifDh48AXo7x0AK2NzOndoaJymTWMSz2zZyLHPyaSVSDMaxLjCdAPMKqMwSvMOST869UHPJ6QE/QoFkvTPcHLedH973/vel1uyZMmiwAh6i6PFtnq9bqGV9AMzcDd99rPX/z8rli7762cfehSJ12Eij3SHKXKDCNs34OGnnoJDEyVYumI5nHH6GfjXNbBgwQKwkBRMy0ILzkioRwv/ZfowvTxQA0f9n3yhG5YtOwmGj47AeLHIA38Uy57L21EvhpOI8N7tReIeGx1tcFk0ZAVKfRc1n/eT9F+rfUuCRtJPXRzzCOk79SrEvffeS5Kmu+QHLrroIquzsxNqpYl9aElf/F/3P1Dg8keuG1lokZgOJbBoJuwfOgxHxsdg4+Yn4b9/9P9Be8aA9lweuju7YGBgIbS3F6CzoxMW9PdDz6Jl0NnTy8LvNi7Tjstk83kKC5B1PYRlF5NGYzXxVM40Bl0JK5OFhWtWwep6DQ4OHwVtfBR6evugo7MDMtkMBAZavSRkhZbv408+AY5M6W7WilYkbugZ3raK6ImTmAwhQ5pwfViWlVrQ8wgpQb8G8OUvf9m/4oor8FuQz+UKg5TMW8SXv85CPL6IiU5oDzuk46BRLDS5NkKoUQpxHaBc82Fksgr7Dw6DYaPFjERBKnk0tfBlz1sG6LYBtpUB27QgY9vQ1d0NixcOQqG/DzL5AmSzbdDR1Qn5jg4ITVwHCb1QaAPNtGFquYFmvPgSrxZ4eJPcqg9uXSSSaIYJoW5zer70Y8AoWti70YJ2yJGRyC5UrgsmZ7wv1Og2o1l7g4kbt5PJWakFPY+QEvRrAEi6wZVXXhkiffaYppafnBznMDvKhQmCuLBokqRVphq94Dzf1IGSzDJou9WRWCmei4jdMkyuxEKZabYmXnSNowtMJG4fzH0vgPnsFrksLoPLZnBZLrGEZJ61s9COlnhvTz9kujvQgrOBrP02HgzLAjYo0IZWeqGtHQk/A6B0r+W5aceVCP8KhBeCW6txjHoole0C1ucOQClpPblxM/juzHobqldEFnTzAOF0PmkTG9tczk4Jeh4hJejXCEzTQJs5XDExUdyomeZyM2OzII9J4jtujYl1YGAA9u/fD91o9ZLVxSQudR0cX6cQD3qLQUfLWnfF4JKnC9F3IlwnFKQd6QsbZPmJ/ZNvlf5GBE9lt4CJXONoBHPoIFiwXYj30KAV7iOrW8zFJj6hNhJzW74NLfA85JDA80jgvQMLoAu7/YWOLjAyOfx7luebSOpU0slCC57yn0mDRIkOacmy5zKWXNTCnn+9+tD1OHXbc0WUDWlsUMKK5eD1wcavjsS99fntovFsGp1V5EzSpCr6plloqZmgNVl0NmunLo75hJSgXyNAkttYcp0LyuXKl/uXLb8LLeS1Tz/19OvJFs0R8UlhnqVLl4ruLr34VUfE1kLIlhvZYC5abCFa1zYSpZYgY7K465ogYVUqi+Sno6JZvKzO4k0mZStqmhSYN0QECG9HLK2iCkRZJlnNmhfWkbhNsS59TLLccXvkXjFEHadMJs/KfZ1dHdC7oBd6OvvBKOC8Qg66u/A7ErmZzbBFni20sUZJGHlOtIQXRX0Rx0kk2MoolaDuQQ0JmtwbvqejpYxTJG2brj8ex6ad22CiXmS95+Y4db42uih3ZeA18pyZNMYT69Al1gLstaQujvmElKBfI0Dr6QNIoptGR4f/bcVJS4crlWrbs5stToQAJkMdnMCHjlyeBw4NJK5Mbx7yuRzkkcDb7BxkLQO7wBkmyL179rCFRoOBhm1xJEipXIZyqQSVcgV83EboiBLjIROGzkTvImlboSBcsp41iHUiyFVCUFa4MngtInFaH3/XuF5iHMdLYDISpcnxPMbA1EM+H8pczpMoEG6Xqlgb2IXP4jFbuK0MmubZ9jZo7+mCQiED2WwHtHf3gtUuz7mtAzr7eiHX3gmZbI4OdpqcoLDJwXLifOQT9SoESNB1SkTBHosrBfvppLDPAlt37ogGd2dEcx5TAmqAMF5UXGwk6NSCnkdICfo1gmuvvfa5Sy+9dFm5XPryL37+y7ciy+VYPIesX2Ge8gtNcdAUO0u1CZ2yC5PFIr/MFHwVGCGSsgHnnnwKVGo1qBw9gtaqBSH+vVypcpLEwKKF0NfdgwQtxJ3a2trYZUKuC/JX16s1mCgXYXxyAiYrFRbpUf5VTjung0US10NpYZObgvzkFN1NkqhhIhFHidaDqLcn5yI5C7cLEX1ZFi8wmMR1TuYAOh+K+SXfLPnP8bxMnG+SdW6SuwbYX56zMmChNU7nn0XLvLurCzqR0LWcDYVcG3T1LoCuBf2Qb+8CHRspWtayMw1xxaGWTB0iBHDMkmW4zp5dz8NzTz0FG7c9B5VqldUFi+USjI6PQ1s9D0MTk3Dk6NFpVn1x0X3l4mj2SeNFoS1QjyZNG51HSAn6NYRbb731EE7eQ98vv/zyt4Q7dnzEsIzTxoul3iNHjrTV6jXbJB+ERmQlBvQImrSAs7YNWbSwN+3ZiRZnFt5w6gUwUp6E3p5uToZxylVZiQVf9Dbh9yTXyMaNG2FyYgLe8ua3QM9APyzJL2frW5VvMsnNgP+cuoNEX4bSZBEmkMCJnKpI/DWcUtXpGmU3BnHxVOl8iFKbNeVaUS4TNMEdcQLiAhBJh8pyJ8vbi85PkKpwqdC5Eo1ldUOI2OtGJG6viN9GMqfGjVw9OiWN4DSDlndXVwd0dXdBvqMdrHw7WuLt0NHRzQkmubYC5DvbIFtox4bAwm2ZfPzC/atFCoMTQ4fghf37oVgqijBIqoozOgLtFCrp+PDs/t04reJ+47hnSFwDnkZXJ0Yi1X9KcQdF2GmY3fxCStCvEaxbt27N4JIl3ztw8MAyKvhc6OgIzn/jb1R7u3vKuVzugOu5B4eHj+yanJw8iC9yrjgxkUNSHEBiWojTxYcPHx4cL052kg+XtEvDugeHkESf2rQZOpGMyEJd3NcN551zHvzXj/4bnywLCvk2yGcz0NHbDf0LFsBEcZKjQYZHjsK+fftgbGyMu+nZfA4t7Xa2ttsKeXapdPX0wAA2AkRsbe1Icvg3cj0Q45TQqh8dHeUUdtpGsVSCIs7DY2ciJ1IT1jfRrMaFCLi34ON3oh8vVvyLdS3UvJjoSaiIFd7YTSNcKZosympootdBZM711inahfZB0SumzkSf1YTVzq4g3eRjsLM25JGgyQdOg58FtMrbOjvY3ZLLZCGPBF/oaoeehUvghZFxqBfLHFpHDV0dG6gRrQj7D+7nkDilu9IcwRFLzupSrnRq9XaARms6JMeJaIxSH/Q8QkrQrwEgOZ++eMng09//wQPWxOQ4h24FPhNSNtTCbt8Llzhu/Rx6cfv7+mBwwULIETnadmhnMu7KVau8P3jXu4yt27fBrx55hN0Po2PjsH3bDg6JowgDDQlo9+69sPW5bZxlWOjsgbo3CZufOwAZXfMK3Z0+WoSG4YUmEW1nVyf09PdBOxKVyGTUoLO7E/KZHJSwC39g3wvsbqF0ZqqnSNYkqfjlOBQsh1ZpB7tOCkjoJy3ox9+4ve5udjMofeQ6kjXVd5w4Osoxw+OlSZgYn0BLvM4RKpxF6QuxKFWCMek+iX4pN4X01RMiutNEJW3lNxfrkpUeAA23sWWOC/tI2mHCsieCN3Flz9B4oNMAVUcyBJcG/Si+3LK5f5DBe9GJVjnpNh+lhqk4gfcng9s1uEHhNsefWgrrxbzhSe1wckH5QigrJeh5hJSgX+V43/veZ7z3j//4wX+/7z+tydIYuC7F1QrLkp0EHBoXcDwyoYQW27bi8/w9pOrfYWhrmzbZMg2YPyQIbyJp9AwMiEQIXbgVHM2AiarDxEnd6XK5jMRahrPe9KbPfuMb31irjumSSy5ZicT4m+Pj4+dMHh09DS3MwVq91rdl8+b2SqWSMw3dIiuaLE8TLc62QhusWLmSGw8lTO/gtFirwESlBPsPHxLzKjVBfHiMesaiBobJvIes8QUDsPK0NWjR53i7Nv6NCI2OkyzvsSNHYXRkFI5iA0buGDwOPn7XjcWk9ESECRXb5ernMmpFx2tigfQ96+LvRhCvA07s2p3RTxySn10QNF1X2j/tm45h9779MFGqwdDEGLs8NM2GU9d0gmlk4IV9Y7B93yHoxfNs3kdSH7x5vpoKK9wAKbqVEvQ8QkrQr3L83tve9m8PPvRQdxmJUujyC3JWL+ixqrQ0v9hEFuReyCG5aWjdZkzhm6Uis2jCQQatV9LroGWJVA4fPsyDioYRXvnJT37yw/39/RNtbW1D55xzzgu1Wm03kvQOtI7/Y2Rk5Jlbbrmlmtz33/zN3/Tbun521XVPRzI9Z7xaW/38008vO3rkaFcQ+HkkWRP3hwatAW1tBShgg9Hd1Q026YTQgJ9pQXtHO/vKyQ3yxBNPgEuayonzpeMtFAoiSqWtja3tQ7v3QYDWbh7nL1q4CKpURdswob+rg5ejZbBhgVrNYd94FRsJlmylc4aAxYtECUH6LdSVp9PpbjZvNVn5RvnTQ1MT5agCoSR49OgReOHAYfDRgs+w5CgSuEeNAB4fHhc1QLZtsYuHlk+6cKYOCAok1QlpoJTcHLqeanHMJ6QE/SrGhg0bfrvQ0f6nu3Y/j/zpSkF2bdoX9njKadEynufCSHEyEvpXZZkIRJZknRKpkE+YrNSurk7Yu2+fcejwcJdpWEiuwXL8XEBkR5YtkSR98FjDvr4+UqWfdBx35MILLxzCY9uDBL4LP/dPTEw89E//9LVDzceEDYRx8cUXvwkt53eNj42efnh0dIHneF1h4HfgMbSXSsV8Z0eHQRoiXR2dkeWcy+egv6eXfbnkzx46cgRWnnQS/PYb3wTlWhUOHT4Ik0MjUKmVoFqvwvM7hmF4aIivF5FhJpOFjGVDTy9Z5/3sIujAfdSQwEdHx1gidLJegVK1Aq7ni6xN8gWTOyEUkSfkXCEftRYGkiwNcFyP/c1ZEBmcXB+SkkxkoglYwtKlmMPRI3U4efVqvMYOLF2mg+tosO257dw4ci+C49npHvuxah2l5dsmWBlTxqoXuBEzLZFsZFgpQc8npAT9KsU111yz6MI3XviDr97zVfCCOmcEEgFQRELzwNJ0msEzVQmnuGdKbGGJUg4TEBl5rMQm43KVNGkumxPKd5qIs1VuEi7Bhcui5Rzte+/evbS1HH7P4bwB3M7p1AjQskuWLIE1a9bAnXfeGVQqlTKS7Dg2BEdxP8O33XLbnlALN6Jl++93ffGLzwTTBAaff/751hmrTj53cnLydZOVyqm4zUXlo0f7nti0ucu2zIVa6A7aVg7qeIm27d4DAz3dsHBgAF4olqGvvw8Wd7bDWfhZObiMSWxobAQmj4wgCY9DyanDrx56iK/H617/OhgcHIQzly/ja0T+anIhheymcKA4WYTJsXEYGjkCkxOTSNwutNMAaLuI6ti+Yzsnp1Tq1E7pHFbo6GSJG1DH3y6F/wFIsjWwEazCk09s5MFAagBURic1QtTocWOsm5DFr4OLBzlu2zN8yHXl2E1SLZagraMNjKwIDcxQZAmEaZjdPEJK0K9CoDV6zupTT/nlAz9+IEdWkrBq0WILGy3nZrlJwkyWdOTqkP/XItngeL5OYkk4NXLCn23I9G7lt026TJRFx8vJ8DUV7tYAPJ7S6Dg88dAjvBou047H3Y57X0rER9vv718ACxcthA2fug5uWLe+Ztr2RK1ePYLbOpwrFPb/xV/8xQ4k+61o1X4Xr83fNZ/bl++++55HHn3kfUUkLPIfD2/dDk9v2gxVtHzH0ILWD+g8KLdp82boKLTDrv37YVFPH7s8DqBV3Yf77kcrmkqK7cO/HTx8iLMeh44Oc7mqjGFCZ6ENent7oauvB5YtX45Wax6t9CHYvW83BJYJgVuGZSetgkJbATy3Ds/u2gOTh6tg6jY4UIu0nmP9ZhANo3CBCz0UQ2RlctBKKGOb8Y9+lLASsmYKC2HpQXTdSUKWRK98z687bvip43jEUrQIKUG/yvD5O+5Yt2jp4Nof/ugH2mRxgru7nDEmX26uOdhEzo1Gp1BLS1amm0rZKg5ZhJ5xIVukZk7BwD61olg9QbhJcla/eZkEeUcp3oqkQ7ENS6Z6qL83o1Iqwa4dO9XfskhmWbTQB/C8zwwyFvuoKQyOGqpPf/rTYXtbW1ELw3HcfBGtzRcWLx68kIhUXAyA4dERjsXuHujn60frlcoV2PbcHqjX6rBs4SD4SNB1L4BnNm2CXEfe3ffCQSMMAz1vZSDfhr0MtExp4JX82L19/dCeybJuM40s7kLypUiSUbTAXc/hbfs4//DwUdj/wm7sfWTBbOvkijfkLmnI+NNECrdOIiXJRpNIV/mcObknHmtIapCIKBLhWunFc8hmssWu7p4tfd19/3T33Xd/RVaTTzFPkBL0qwSk+fz688//6dHx0Tf99Jc/4ZhZ5SfmlAWq1hH8/+1de4wd1Xk/Z2buc+/e3Yv34XhtQ1wSQxwSXLJBJpA/kqZVhIQIUYQUUCBSpEAJqlqplZCgwf8gJMttWhs7Rq5qx94Sl0pOYgw2takJ4C5eY/OwAoHaa3tt1oZd7/O+59HzfeecmTNz5+4aatc2e37S+N4775m7/s13f+f3fV+4BRIgLmI23SC3Q6Yy+9vJSFhsCz7gJBUp2+B2EBmJPMATOXRG2DlA5DIaaOKNrgOCWm0CZZm45TxUNIzGffBrEtcNck7NRh3WLlfImckpOux5ebZOXrgzlr1erqHPDs0tbJuO+d2YaGKZgRwEDwfLtTD9vM72N832dfK9P5ISe/3Kzb1f3rRp0/t33XXXndmW7A8q5dKCyUqtZ2RyuvvMmTOtlmnRFivJ7XTgm4aINZMk8zqvIj1XLWKfk6QuknRybVlis4fAWRbNj4yM4AMCrguidVld0ISIGx9i7JzEd1GjNe4oYfcM1SdDOnUAfKCxXqtNzu/sPtHenj+cSqR2l8vl7aJ2OGLdunWf/g9Q46JAE/RnACtXrvzyLbfe8sor/a+1Dw8Ps//UVd8ahsTqyo7NAdQRfpWkTbEszggmNU6eSWfiz2iI1tKJJCZZwDxIFAdfNCRHQIYg1o4wMBmbdwnHaBAGwmweccN+gISBvKArC6RyY0AviifR8PEJIQphB1mDYfsYr81h+tsZsaZgv3ZyC9eVIeEFIlvXojhwppbthOtefO0SHPwED/Xg8UFy+sMPiZlMkkWLFx949NHrBdzjAAASxklEQVRHz6xYsaLW2to6wcj8WLVafYERIMgqH4yPj3emEom/KFcq17OoeDG7N587dWoof/Dtd9LsaiyI0Cn/hePm8i3TnV3dZ9rb27158+a1nj17Fh4kWTaZcE6ARBKKIIGtj/p1naDCHVw1DEjWKlWn7lQq+Xzrqa6u+W+w58P2Z3/97HYdHV950AR9hWPVP6x6YMHCBU/t2PWcUSxO+wV0glReglEVeJ8xwIppICq7bHjQj7BJeoMaucJPbIuamA4O28KgFER1UICIE7iBA2SQGp5lpJJNJ0nSSuOAIZArBHdQdQMoGggbItIyi2KLUByIRf7QKNURHap5FT0qdFYsHOpH2HheRlARmgrNGwASuWU0NrkNPZCorJ5nkq6ODpQywH0xUSkxsh7HBBkpCWEEbfH/LkDS1ekSVs0rdHaQ/a+91sbIs60VMiHZxPZzK9x4GCTthI4z7QVIWXcSqUStUCgUU6nUuF2vnx6bmBisVCpHWKR88OjRo6/v2LFjrNn3zI5v3H///cvYcX48cu7jP6OmMVFoax9wbe912y6+VSzaU+zcx/e9tKsYt/22f9s2w1+RxuUKTdBXKOA/7IYNG7Y7jn3Hc7ufC7WuAvj1GdzwV9zMveFLIQrikhrkIBWSMNZrNpB0gZgTIpEFPMhAeln4KW+l2PwURn2pVIIPZCUtkpEeaqVpqaxbDADixmzAahWnumjPFZqgqYADRekpkj2Sshcnp4SvU7lCQmlA4uB8AFeFmUmRltYcHlMmqgDgPfiM0aGSyUgyRqLOZVtIe7oFf0WALJOE/VZdMnnqLK/iR3HMNPPRydMZtr8OsV+wG969cP588tXrl5HHf/7zocdXrlwc930Ld8o7bPqbWf40ND5D0AR9BeKxxx7r2fyrTa8PHBroOTF0Egu7N5ae5F5ZFeryqNUuDlGSUwf8eERpYllSnPwBPj4PswAh0oaoWjgMsEg/OD1Mwy8+JJ0EUSeH7CAeHVyU547XCz/nGdFVa3W8B0io1RpGvkDqNTYPluPDxwuKgTriPhg04Zc7hQzEbCqN55sWnmU+wMplGWBXqD8N8kalXCEVp45V/yz2y6E1lcUMRbgfSTOJRZTALeFr4lTWihNgTxIYTBTfEhk/8zEZPztC2Le4CB68cVZBjbkJTdBXGFatWnVXz+KeXz/34s4EaKa2koocgpA1LgSi5GwqVjg/ApZuDDlgZwSk6y9n81ws6xmOnKU3Omq7k8dTz0Opuobe46w0fIjL55KEvwX6g8ENASQL0S8Qd7lcYhN7X6nhMsfmg2iQHUlEQ1YYgEtTizhJkSAixF4jmyEOi65L8DAA7zGExVA7G6rzQRII/LKIlBOlMnEQZBqTR+1qpTlZxW5o+OyYJmcNFZqgryCsXbv2l1Wn+tP9e/f7P/tnQzRqjrohYrtrRAbdolY4TxQI4oNvwo0BTgdKRT9CaeeS21CsMQGrW8r+4/Y9U+0ISeB+6yaj8bzlgJ56rZD1pyIY/HPQ2WLXbUwaqdV4+jY4MyqVMqkU65g4AvVLINEEe/yBLs6iZqhEh/KKxzvNwEMrCXGyUrM/Ls1a6ufRgVjQ/lMtmX+e9QvVmFPQBH0F4JFHHmm77vrr+geHBq/7H0jbtmt+m6OZpIrGvnMxNSEEkPAE2RAvWD/qY6bCyuVYnHhlZhsQM2S+WQbfxrQMrGmBk2ko5TwbByHVh4VqlYtKKuq6cmBTRRzBx113QOKmn92Y8lL+Mt40lxF2nRF4zQ4GXqFmNSPxMhA5dEWvcBkFInMPCyNBc9cmv1rEw0uScxTD46Nnnv6XjY/Hb6wxV6EJ+jLHE088ces1S67Zvee/XspOlSaw04kkZ5l4Agh7mwn3JHuNRDAjJDmyCXrZUa8xguZ6sZAsLN6KypcrxOAg16RNvg7UjiYxZAmELOY5WK+YW+6ABM1IgaFodqEs8hNHwlHyU+dLR4a6fTTKlfcTSDuZdEk9WfcJXa7nOE5D8ojcV61qo24NETfXwfmAJurjsrypy+8yJvmwbUrFsmdm0nec79ekMXegCfoyxup/XP24a7l/v+flPRQIwfXE4BYSs9cgWfhyhl86cvZqdeHPBi/mgzKFh3WfTaEdo09ZGdTjg3wWdvn2zMDdAQX54bMK9TkhSdIT0borPcvY3w/ImWe5EdRlvVgSPZ/WTtEIXN63me5DVEbBwUMopyqqw6kdsVXdP0T6rY3SjOqnluVDuTulRs5NFckbfzjyVxs3bhyY8YI05iQ0QV+GgKzA3pt7950+++EtQ6dPBmTgyboL3A+stjDy4WFvjFkJDKA6Jxo0Z99vzJu9mtRQiJkTNbgx8BVaVwkPNBIS2xVUasOGTpKYPBpoxwB4wAiHG0T7slOfSw2uV7M5hscL2asPJhVR0lbnNZNT4u5BXE0SKaHI61WPEWotRcP2wLjjqvuE92Dny+ZyZGR8wj1y6NB9jJy3znqiGnMSmqAvM0D3k97e3ldf7X+1UKqUfFcEkgRGyWJAjoQH+x3RUQMia9PkacBBtCrKgUoCjZBJMzlBlTaAogxxHpYgY/keZAyZzs33DW2mCEbAMmr0BEEHkScfpJP1OniiDBTx8dAdyNdxsSaISwI5J9SQVYmS46A+EJqtr5KzKhmpWngc0Uejc3V9uVweU95D+X3A9MGxY9VD7773rafWr9/f9AI05jw0QV9GWLVq1QOFqwpP7X11r+HK6u2E/+eHsScboz0Lic3zbJKwk6JqGaxYFVmD3EUhySguoowjZnW+JBe+nNe7gBJI0MqKIDEbvrdZtcdJSJKu8zgcWzupy+pIvNCFhEXL7DrkgwMlDagXAu4Kk7tFsPceja+8pxZ/akaoUdfaTPJIdN0o6TbTuePuYfS9PF9A/+G3RgY/PP2na9euHWq6Iw0Nogn6sgAkJ/xizZrt5ybH7jh55DgjprBu7JoUJQKelkyEtswJDEqIetAiyUugLKAWJpKEo/4El59xv7C94I8E5alu4Sg8qHthGJaf7oyfKfEJmooBP2huaqpSCToX2HFEESI//Ryr+QSyhe9EgQL1fGNG3rzcEYnIB2pUKslZIkqo6jZxy+RDLC79XS6Pq1cS3bf/PSnRd4N0hI8ag/z2hV2H9/33/psHBgZm90hqzHlogr7EgML6G55++kD/oYGFxfI075Ekst64J4sTHEgEmEIBHTZcUVcD1sU21abUAdDeBgCPLhWWLo/yAkL4r+9TFq+mGOQivK8ezMRylgb1/b08rTsYHCQK+cio0BBZgkiqRpjowKVhi5ogaOWDhBAaEJxs60RdIHR2fZA2bvNKeQ4N6msAovqvGr1HpZu4qn1x8+PItxlpx60T3U90gBLuf7FUJjv37N3yT+vW/ajpDjU0ItAEfQnx5JNP3tnd0/3vrxz4fQKSJWBwDCNaz1PyHcTPeV4RmaDvgYpKdYRHuPgunRCSAG+n5LlIr9gqiYjKcITydWWJTiA+iz8DkN89ke6G3U8o72ANdSUswUO+ZIIPDVMcjwQdreF5YfKo3BLEy8nS488R4qJrw4Kz8LwG2QJJDZP2GGEb/GHESdtoGsUCsasyi6r5qvuORtUSs5Venc1j3ixql4DrHTw17P2+/5W/3bjxX1fH7kxDowk0QV8irF27do2RNH7Wf7AfyQuK/bhU0KOUICK1NVwXvLdBDWS/x6BlhIgCycJsHDzzicvj7oxQJErCTUQB3M3BjsuWJ5QiRBhxS+mD0AYd2oHO1ODEoESU/PRQknFFnWkcDKSNBK0OpuFWeH6EJN2wdqweS16D9CWr7gtVElHXPR/MJJeE7nNkG/U8bXbP3nz7nfr7xwfvZOT8/HkdWENDgSboS4SPRj56YHDoGLFdTsyuoXhpxTogLThE6qCgC1NlKbxL+p99vdSQiSuoJoQiy6itLuo4wH1GI0+DV6aAkwxSt3klOyRnajRsgxKNKMEceIYNEaJTJGiX8MgXom3s26d4hSVJy0FAHt2HBwLVgUw1Yla3UwcRo7KDeg/iZIyZomnV0yzvn3oMTxTM37V378hUpdK7fv3647P+QWhoxEAT9CVCcap4u12ufz+RTtw0Njn++Xqt3taaz5upVNInQQekDN+H3BjRuR71s0CCaFEQGOWRddRhESWpqP0srq0UfLYNggXiLcITVyjXVwjErSCTQGcPdTASTXKQ/iw09YAwba5/g44ubHZqNI36NxXFj7B9lsGFES+cKCKlDflZdU5IUpYZlzLR5Hwj67joWf0sCVqdr95PkJX+4zc7+g+8efibejBQ4/8CTdCXCKtXr36Rvbyozrv99ttT7fPzf8IizK9n0qlvTxWnV0yOj8/LZNJZI51M1DB7moqugfDT3yEOSAc4gEeQrLGWWowEEBclRwfZ1G0ADeQu6rSpCjkRg2DwC8BQiBJIyjaEzIGkKUkNzsMhFlsGVj3sz0R4lIznasMAongIYJMBD39FRAcK1ddocaTo8iixq/NVSSW6fwn5cPFdKJH9cm0fNySj45Pkd/+56xebt/T9dcON1dD4hNAEfRlh586dVfbyBzFtii7/yUM/WZJNZP/83LnRFZVyaZGdsDrGxibnVQ2j0DW/OwMlOAHNokE18SSKOLKOrmt6PBoOyRoQMWInwkgBIyBoRsQQ+VquqGhnC8+ziPBxXccNBiipyFyEMp4oiRCMrqmQWaI2NrVgFKBZ9K/a5QBqRN1sO1VyISRI/VaP72vl4vw/OHrUPvj2kR8ycn624QZraHwKaIK+grDxqY3H2MsvxRRCb29vYunSpd9hket30vncTeNjE0tGx88VWlpyqVx7mwkWOIlmZBx6jz5lGauL+cJLEl6Xe6FdQWZS90U9XRRtcin19wUaOaRw8wazvA4yEDYUSDJ4W3BG7EGKtapHz5S9pxKu+mBRtepmA4TNSjA3s9Gp5wNzQIrat79/Yvijka9v2rz5/didaWh8CmiC/oxAaJ3PiykESIT54X33LU+njdtGR0a/UiqVl+ZyuUVmKtnhWmYm05IVtTZgbW6LI8JBwbVg/rmOmjAhCZdLELi2MtAGnmU5jIk6MFZrI5h84kmCdtBxzUgYSBzmWaGIlCpadlwSiDxmXMQblXbU7aJRr/prohlBxx1DfY8DvOyatr+w692Jqemb1A7ZGhoXApqg5wBEl443xNSABx988EvF4uQtxXL5xkQu/aVSpXK147md7e2FnGFaFJNVgDRBpmDElHA9wdkyMhZkiPU1uHyBkgBkp5gW7xdICGYnctkABgMJsR04LScUGePgqBM0n5bzohGwSsbRSDtKrFECVgcz1e7n6jFniri5W4aSqdI02bF7z5bNW7fq5BONiwJN0Bpk/fr1UvduwD333NPtUfrNVCq1fLpcWmKmEjc4nvH5Sr2aaS8USCrFE0ogMcZ1OFmr9jqaNtDtkTESXPIQ8x2RKOOKpBt1IE4lWWkPjJK4ur6arKJa9dToXtWb1ahaTYeXUDVrlcj5sSlez/uDg+6Bw2/95a/6+jZcjO9EQwOgCVpjRvT19Z1lL8+KyQc6Tlpalxtm4qsTUxPLzo2OXZtIWAsSVqKrVqsVOjs709Ah2zK5nu2A0IHODC53UI+TOee/cDQbHeSU89VazeogoUrEKvnGZRWqCFnjZmkF6BM2e99/8HDxxNDJ2xg5H/7EN1RD4xNAE7TGp4JwnPSLqQEPP/zwvOnp6e9NTk7emEol57ueM79WqfZ0tLd357KtGcuwSGsmi3+AIKFYhunr11grmvIuK64RZCqqnWTUgU5J3tKdIddRl0mo+1AJvJnU4Q88wv7ZL4V9L+8fGq9UbtrU1/fxhbubGhrx0AStcVGwZs2aUfayMW4ZOE5uuOGGG9nbL5gmvbpery3Np7NfMw2yhLgk09ExjxRacsSDFlrECJInPa+hr59PsB6vhheqjkcaPdLE31XYKy33JeeF7HmWSaZrFfK753c//cy2bT+9gLdJQ2NGaILW+H+HcJwMiKkBLPq++uOJqWWlUunaVDL5Rdt1vzA2OnpNOp363NKrl7Qs6O4yLMMVZC081YSnlzsgfxBZICrohDKTI0OVQRqsdWz/x0+d8g4cevNnjJzXXdAboaExCzRBa1x2YNH3CfZyotnyu+++u5O67jda87nliUTyemLXlxRa8wsMarS3t+UzXV1dJJlMxg4SNtOjo3BFZacj775X/uD4ye/2PfPMyxfk4jQ0PgE0QWtccdi2bRvov78RUwPuvffeJflc7hvE8ZYX2nK3Ec+9lkXZ+YULe4x8WxuxoFWX0sk2LsJ2XI+88NJLB0enJr+1ffv2qYt5PRoazaAJWuMzh61bt0LGJUxb1PkPPfRQoSWdvtV27BVtrfmvOY7zxampya7Ojs50T0cXBalkeHzUfve9Px5jpP13m7Zs+e2luQINDY7/BWGrT8LCnp+bAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>