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American Pro TecShow Alfie Beam II (American Pro_TecShow Alfie Beam II.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="TecShow Alfie Beam II" ShortName="Alfie Bm 2" Company="American Pro" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>292ee3f5-3673-4f46-a306-a85f4939e4fc</Thumbnail>
  <History Date="02-10-24" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <History Date="03-10-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="228e537b-80c9-4c67-8d40-f8afb39f2b07" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="0~159" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="160~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Gobo" Display="'Gobo %.1f%%',0.0~100.0" Dmx="0~119" />
      <Function ID="2" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="120~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="100~127" />
      <Function ID="3" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="7_Col_Effect" Name="7 Col Effect" 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="7 Colour Effect" Display="'7 Colour Effect'" Dmx="255~255" Colour="0,0,0" />
    </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'" Dmx="60~159" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="160~255" />
    </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="Reset" Display="'Reset'" Dmx="250~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11" Id="92f779e0-4fcb-4c35-8046-564bcfc8fa49">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d37b50f9-a2ec-4a24-87d4-5b625c56c796" />
    <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="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Prism" ChannelOffset="8" Wheel="23" />
      <Attribute ID="7_Col_Effect" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13" Id="4946a1fb-d889-4bf3-9ab3-4f73574344a3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4fd7ba75-ada3-4a1b-884e-7924ce0e9c60" />
    <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="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Prism" ChannelOffset="10" Wheel="23" />
      <Attribute ID="7_Col_Effect" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="12" Wheel="24" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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7NQHrcksV05/e/T8865xwBXOjTmI4CNwe06XKlJg6Qutas02mH2tvbxEWC17CHWTG6CYm3/cCD99NLX/pyeX1YwEwnU9TJ9w2P7BGAXr9uPW3evIUZdEw6G/E4+LbLxRKGAbyPN2IA2lSjDECbekbr6quvvmp0dPRf2tpTwZakkiEcps5VBj2E52cQos+suVSqyLSSGrNWsGOGLmHQsLQJc2YgjUmWsyOWN7DgWCTKoJykZCrJwNwqOjQcFIlEVC6wz+E5YMNWCCOpSpKJgRNAsVaRCd3RcJRsBshUOikeZzgucDxguWhKgTXOYmAHg8biIVq92zt5H/EUpXk7s/waRnbton1jY7Sgv4/Wrn+UTjnlNFqyZAkBsCPM9js7umnv6AS1RBO0cuVK2r1rRLYbi8blJAOQBqPfu2904Tve8Y4TPv3pT2841J+bqcOjDECbekYKE02e87zn/Ec8Hn1VZ2crM9y0gCwW+AB8sNDhUipWlKwA21woSCF0ACK/grku5gLGGaxt3SQCRh1nlgxpAxpzJBgS5hpPJUR2AEDH+PGtbSlhzaFggCwPrd8VCU8CYM9msmJ1m56ZFvZtianCo3PPO5d+ef/9tHDBIpqYmGxIGPBce1XSMwsDlEIYUnaWUq0t0i2I40Lmx769e2RRMBxK091330PtHZ2UxsIlHyNcJIN9/bRj1w46YfVKWrdmPe3cuUtODJBRsFAIHR7ulNHxidt5t5ceuk/O1OFUBqBNPe31ute97qUXX3LJv8cTsURrOiVf8wFC0HOhJcOpUSwUpe0ZujDsawArMGVX/M1qPqCy0UVEoyUGR3FhxOPMXpUrA+wZDSfQncN6gTCZTAgoSncgUo50CBIaTKAhQ+9GfnOFf0/EgyItQP6YnpqhnUPD1NPTJzMHI5GYbAPPk1Zvfi5seZAlkJyXnclQemCAQXmAanzftq1bxUa3cNECmubX95vf/o4uu/R50pQCV0l7ezuz6BEKtrXJ4iF/q5D70FDj1l15rbjmd+QSOFxMHKkplAFoU09bXX311emdw0M/TKWT55908onU1dVGnW0dzCRbKMbMF/JGUHTjECHXCNnL6OwDeyyVS3INh0Uum6N8IU9FBtMig1+dH2MzE4ZEAVkjikVC3XgSZcAGq4ZurDzRAQ3yEvhJYMc1Bj7chucDnGHpCwZCvJ88je8dpR3DO2kvX5926hm0i5ktAHTPnr0CrOhUhA6N1nIA/szsrCxGjo+NyzGsXLmCTxYBCWfavn07tba3UUtbC63f8BiddvJp/B508bnFo1g8KiCN9L1VzKInJ6cYpPdJhyN0cyegApWqlZpz3nkXfJhvfv8h/jhNHQZlANrU01Ifue2j7/iLl7zk4x0dbUEs9EGrhZ2s5tblulCuSDegnbeU7spsGEwZmRnCgmNRieNEY4grz6mITlsuV4VtA7CR81xmIMfiHaJAkSoH9wfYc09PL61YsUxYr+tVmSl7EpJUqdQFkCGriJ1PdyLi9x07h2TEFcD9hBNXUyQUpOHdOwigjk5AsGecRCpagoHcgTxoLFIWigVZBDx+6QJatGhQMkBA9XeP7Ka2Dgbplla688476bWvfQ2z8QAfY0DAOpPJUX//gHaGxMS3DaLv54Sgmaa9s+stZADaFBmANvUn1utf//qLytX6q0uV0hm2HVzF7C+Gr/VoLAFIhsJBBqAwX0cEQANOgAHNkXwMWOBisbjIF9CO8VUf4IyAIoAv2K7SZC2RKwDieH6CmTIWEAUsGcAhaMM/jcXG7Tt20G9++2tauXoFHb94EfV295Ab9MQyJ+y5UBDQzTI7H2F2PIM4Ud4vg6G0iFuWRxkGfYf3t2bdeuru6pUGloCAfFUAFCwfJ4tduZ20YHCQRvftpW1btvHr6aJFxy0QPfq3Dz1EmzZuojNOP51ymQw9/PAj9KxzzxBdPZVupY6ODtHdAcbKGeKKRt3KQI0TCV4jn6Tarr/+A5fddpvJiz7WywC0qadU1157bee6DRseLZaq/S6DFrrtoB8HEIhPKpBIhqzWqzLvD5nJbrVOoWhUtGQA3cTENAN0iZLJlEwbgZcZgGXz83p7u5T/uK4aSnbt3CmyCBYYJ8bGRCbBz9l8jsb2jcoMwcnpKcpmZnnjHj265ve0ccMGuumGG+miiy+U40MiHQL0x8bGGciHJL8ZzgyAe4D3VZjNiHujyNuazWalHby7u0+kDTTGSIodwv7ritlbfMw1DIllQN248QlmzO106qmn0PIVK4Tlr1u/lh7bsJFe9IIX0OTkOG3ZspWWLVtG4aBi+mhhB2u3pA/Ho+6eHrH3LVy4UHI6cHI6bvGif+S30wD0MV4GoE3Nu+BnfnzLEzvKpXK8rpr8YIQju2aT5zhiTQO44qLAGQ8iqnt1AcBAIC0s2bJqwpTFtsaACLkhnU4LMI6Pj8vzqgyeyGWOJeKUY+a6Zs0aKuVLCiAhY7h1Buxx1cACmxqzcTDtuluTff7nf/6nSB7wUE9NTtHjmzbJaKtEKk18WqEZPh4cC0A7z2CfZZAGQKM7EKC5a3iYEvEEs+qSdBRWtRcbOjQkkqHdw3TWWWfSuk2P0VoG42gsScsZhHt7e/g5Gdr8xFZ6+JFH6dmXXEATk5PUwSeRzq5ucZr0MkiHRIf3pB3dYnZ98skny2vrYbDGCe6EE048+cYbb+z+yEc+MnqoP3dTh64MQJuadwVCoduYicbxM4I+oc8Cgz2bpPkDDFN8y3xHKBjir/IlCom0ESAZzwcZw7GVZc0JCCChbRvPh3UtyqBlyTYdYaxg0FUGxSqDMdq2czNZZqQTol83FgO1/Q2bV/q0AvDdIyN07733CUufnpmRhbiQdA9a4tKQIbK5vFzjOD3oy4WcgDGsgBlmtGGZT+gqcK6VBbjBqvE6oEFv3rJZmmRGhvfQE6mt4qnGtwH4m+GbRtpdZ1c7nXXm6XySmKVELCVhTp1dnSKJYEESDTbpllZqb2uTRUz4u3GSCocjVktLyzvIaNHHdBmANjWvgq/59W94w0sAcIyp6rY5k0xspXAIoNkMvnUGNdxdrVUkmyIAL7MEEEUkrAgXYeBWSMAY/9U1Ow0GPVmgqzHgo2UaO0rGEuR290iWhevyNisKxAHStVJRdGKZqEJqQCtOFvfccx9deuml0rwSDIUlQxrglxMpY1aOFxJJmZ/vVesiW9SE2dfkJIIcaIT9Y1tg7Fi0hCMEjSVg+Xv27KEXvPCF9OsHf0dDO3ZKkl1Xd6d8K8D9YNw/v+seamUAPuuM02WMVgcfRzqdpMULF9L05DQVCiXq60vQ5NSM+KbhDYcuPTY2hhmH5x+Cj9rUYVQGoE3Nq2666aaTduzaPSh013IFfP0SDy88zZ7KrmA0VhNOAhISqjzOAuKOsFFxbMjoJ1dYdBzJcgyImBeoxkspC7DHoOjy/sCSJfAorrzJ0oJdVY+pCrOtkVtXi5OQwiERoFV7aGi7mtbNbB5uDYQhwbYHRwgWDGUxsgL5oiB6slvlE0fdU6yZwTWTmeH91ygUdhh0XTmBwAsN7R1t49j2z3/2Mzr11NNkskq5kucTSJssfoLNwzYHCeXf/+M/qbu3i3q6OmhiaoK6Ozupu7uLOtq76PFNW6UxBt8ayMvK5PB0Zztt2zWEiTCDB/2DNnVYlQFoU/OqcrkcBPsUDcI74E7ROtSNAEfPqwuLdsTypmbwAazUQ5WzwrbrEvlp6+YUMG7IHtLZzUAucono2gEq5AvSZTc1NS27ku470aGrwmwVo1eAD4CFFQ7gDmnkl796gJ51znkMjFNUYlAuFIuyOFjX1rtKtSwnHDgoapW6em1auynz4yiXk/xoOD3Qnm7J1wZ1zDiZFItlYftwo8AbDZkCnY7YvnRHBmzK5rP0L5//Ar3qVa+gxYsXUzSbp5Z0q+SJICxqfHxStOup6WnI58zoy3wpUGdbW/LgfcKmDscyAG1qXsUsOYDxTSIj4Cv+nPs8/yJShSuacJ0ZqOuGpNFDtFs9RgoaNMBQOv28oGLSCOQXUEaKHQkwAwTBvOFBFlpMlrDSWl1Z3rAdjyy9T8XiUdgeTgyS68+3bdn8BPX1DsgBwo6H46hrlwiAWBb9sPjHz5Xb5AWpbUKiwAkEbBuvCYuQ1aqSZxqaDh/D2rXr6fjjl4gEMpuZFYDFa8Bz8RoA6mDud919L13GbD4eS1CZT1KFYl582dlshrp7OqlQyst+8rNZCbxuTSbNv89jvMwfgKl5FTNGRy2gNcEZ4AgQBKlE5x5//+ffgwKyQQCYpcKOFKtuepujEeW4APsNBiMiQagFRkucG2gI4Q3IY8GIEctZrymGrvbuNoku2Qow9UE5Ij3gPktuK5drohWnmbFi0VHAmO+vSaRpTRwmeB0AY5nWQtQAfdILlcjwIBxSUE1ZAXsGbfc0i/a8Gu3bt5e6utCBOCLTUgIRR7I+0IwTckIUjkQkc+TOH/xQ2szRVYjp4Djp4BuDZGAzWAf4BILnofGljjfI1DFdBqBNzasYtMKSGaFB2S/LUm4OUD5HMpf1tYBqXYASIOTfjtZudPgBlLF4CA0at6OtGkCOTGY7GJB8DNGUyWqAvI/CtqUsfLYOVdLH1zhhgLFaIrkoMB8Z2S2MG9NMwJ4xCADuESTnSSu4Bl1fjplbYMDwJrek0hLWVOF9SmZG3dXTVwLyeqCfl4oF/tmRCFLXUvuJhG1h9EHLoShORpEg3XXXXbR65Upt3avLMcNNErQDKn6UT3Yt6SQFLK94ED5aU4dxGYA2Na+y7WDK8rFLY58AteCj8to5AFatd0CDBv4VRR6wqKOjU9ni0NQSCKrMZ9fWf4CWAKftKt1ZJnWLBEKiS8NpAeBuEErx9lmKOWtBfD9g9bFZ+D7JgiGCkhiGlaRSV5NVsD2LFChLsFLjyc3CsUhiXbUmi5UAY9JNK3LicBzJFkEOSDSC8VttEprkIteaAbdq8V6D/Fh0WJIjzSpYJN2xYwcDflC6Kj25z1JTyWMYeBsi5GbXa9Xs0/9JmjqSygC0qXlVKOR0yld7AJytgEsYq6ekCEAdJqEgIrQqC36OdP3Bzoav/8HgNjrr7LME1KC7YowVZBCPL3XLEzsesj9V1KhaKATbxmxA1XFX1ywa5bNm9w8Yr2/Za2gelivNK9VqWRbg8BLqdfUcWWCEag5nBjoi9Ulhv7KUlILORbKSkqGBckRjtgVQ4dpAizaabYKhoAgwo/tGqVKukldzKYITEs4KtnT2iISRTqSpmC/KsFs7YIk0hG0lkzGKYiI5P6dSLuefgY/S1BFUBqBNzas8yzoewKql3Yac4CkhmNklHqXlBYAuI2Eul6E9e3Zrv3KNfv3grxikz5ahq2jfhucYDFQW1QIOFeslNdzV0znJaEhhUIYEAT+yAlCPfIXFtuyGtOGXpT3KTYC2FQPWwUd1AXW9uOipcVP+s7FP7wAJR34X77cr4Uw4+SDgCM/CNwEEPaFtGw0nAG+Hb1u5fBV1dXTJIFnfLQInSr2tLseMkxikk86ODlkULJb4G0IZJ6MK8RcOSqYSdNJJJ9Ijj/w+98x/sqYO5zIAbWpexSBzsXiPGyCpQEzla4ifosF+UQC/kZFhYakiW2AhrlqhoR3b6dTTTiWsKYYdaM1it6BQICxyhu8GEW+1p7KhUZAo6lqv9TsY/8fSgK0UGFsQWOU6q7vEne3OZdE0B5T337A4RiyHL0oLF/cIbwRs2Q88gj9bxnBBVw+oLOvEgoUieWzcuFGsdxjplZ3NSkiUG3EVy3dUsl88mRDLIRYjETCFdm8Af7VcnnkaPjpTR3AZgDb1vxYC5F/+l688A6Bmq17sBmu1tOVO7rO9RniS75joH+iVVGa0YCPnYnR8D1XrqySqE+lwsXhCATiYLtwbAEJxfSjpoebVG3IC/NMo21FMnRquuOYJQzFj/8gVk/aPFTIGQN/VrFh0bDoQkudu01aLdszuITmEGUTjfLzQxBEdinZuMHsAK2SOQFBJNDhhQbYYGBykVDLFTPoxScpDs4yaQh6hMAMxXjemyDgM0m0AFg4AACAASURBVJFYiJIM9Hg8Fh6xeMonxcefoY/U1BFSBqBN/a/Vde65drqlhchvptbDTn15AbcBuMFwYZ+DXS6TmRLk+9w/f46WLl0itrT3v/9G+u+f/kTAJxys8SVGhUJOsiggd0gIEoM6JA0AOOb0FfJF+V1CkjSS4mQQsBUzbkoazZoL3vK7LPQpe51la981KW+1ek37+7plkdNSzhGAJRwmAOM4Hw+iQRctWkijo2PSDQjrnVzQDckgrpws0KjVAmdvX59Madm5cydtfHyjhPRDa47Go3phErnVtrg/HEfliyBBD4uk4+Pjn30GP1ZTR0AZgDb1v9aP7rij/PkvfqnmAReJDoQzxXYFtFXTR6FY4esKWpXpv/7r+408i/UbNspU7Q3rNtIF519EIMThSFTarcE+bdfT1rUgA7VH5VKlcRIASEPmQAE8ybfU+RfbksU3WQWc0w3oO01Uc4wjSXfKMyFH3ngNDW+3DKq1BJx9CQOMN5VKS7egz5qR7wF/dX9/v4Cyulj64jSsgf4FU1QWLhqkkZE9NDU1KZq8LRZCi4L8eDcUEqdIif/Dye+RR9f81y233DJyED5eU4dxGYA2Na8qFvLjfNWr/HX739dQbwUQiVlxQXgpNNnTTz+TBgYGhH0+umYNDe/eLUH4APJQOEA1BnXIB5625kHGwO9urS5WNdU16DTau9XjrIbNz7+A2apcJVt7oP1Si4o4YdhOhA48vRyoZ4O5NoFZgbEkzqXTMu/Q92vjmwIynnfs2E69vX2N4/B1arBhn4GDWeOkg6hRvBfQpDGTEN8KZmamVeMLqZNIR3sb/fY3v/23q6+++vVP/6do6kgrA9Cm5lXZXHaI2V6vNQegfW0XYBzQrc91mf1XEH23XKrRP/zDP5DSIvQj4V32bMpkMpRuBaAGZVoKFIdqtS73Q4uuwNkByYOfB60aBQbtL9IBSP02amlmYWqMtDiAoH1AKzpZdIDWrAGeVMs4CtcAXyzWYRQVgBkXDLSFSwMXAK2ScPzIVIdWrFgpII3bVbaIAmcfmKFPq+cpRo4LmPiCBYMNOQiPRwcl9vGTH/7oA9dce80tz+iHaeqIKQPQpuZVpWJxt2Q9W3NavBsZo80AI3xNr1ZccT10tLfSy1/+MmGGmcw0/fSnP6N8riBPyOZmJYw/wswStjpJsxM3iGLLWExD6BEaSmBfw6Lj/m4L7bBAwJJXE7DDtBIBTp1JrR+lbXJNVg0w9o8dwAlwBMNVjoy4ynSOxUUrVhpzSK6VjIHnqed7YOu2Q8cvXc4nh2mJMu3r8yWPgDxHsedAYxv+z9LYElUt4Ng/SP/3vvvdv+cTmtGdTTXKALSpeVW9Vi8qYD6gFVoiPhXYNT3J6jHJRIxe9rIrKJ1K0xNPbKb773+QgbZILj88xyx7IBQU4PSwMAhtOAB/sMp4RnOJtILXK4z+OqvDt/bNafkWls2AmC8UpFFGZXdQs+XbVtKDH4Skflet4gBKNbxVBe2DOSO5LiJZIYEG8/WBWa1LWvCEC+OH5o7XjmPo7OyUphqwfJ9JyyxFuSiJA7fLiSACZh2ScP4IGlX4eL773e9cZ8DZ1IFlANrUvMqz0Phn6+bpOSB9gB5dKhdUCzWD2M6dQ3TD9dfTJz/xaZqamqGJyWkBNzwbzSnS8o0hsXUk4JEMdk2mkhJcJCOvomEVfM8/A/xUBrS130kCjS41/OBaVC1XlYUOVjd7rlZuqQVDWy3K4XUAhCGHiKMiGlMDaaN6wK0G5qacYWmhuvnq1QIfaYlCNdRAEgEA4ySFY/VPBHCOYH3SCShWLVkkkDyCIWmaufPO73/guuuu+/Qz9uGZOmLLALSpeRWDTsDv4msCFgkDhueXtP+5Wikz3a5KAP2lL3wR/eM/3iaZx4EQUSjiMIAzGDO8FXJ5qlcq4gWuScZojcIMkHXdQYgFw0q1JpY6NeW71GTBlgLaxsBavq0utj9ms+gORMMLwFEvAPqgrFhsiBLxpPiZwZYBqpA1IDMo/dih6ekpZvsPiByBWYHHLV4sJxESzVpPVMG++ZWEbCV9YNtg4hHJ41ByhsxWRM50DccOph0lKCTwSoPpV8sV98477/zr97znPf956D5ZU4dzGYA2Na/yXDfgefuD85z71Fd9kRJcmTiCxb31GzbQh265hRYM9NPyZauY5WJqSE3HgJYlfjORRCa9mivoL75hobBWU2H3yFiGBCDeZ53F4cvLihGr7kU11UW1cfuPU1GotjwGEaeYH4gZhQBnODLgzlA6cUBb4xxxoPzgBz/QU06IhoaG6IILLqTVq05U7hEGZYlzguxhB6S1OwZ5hJl3KBwUZg7pROSMUECuwfLxuJBeNIxHYrR7z0jhe9/73iU333zz7w7WZ2jqyCsD0KbmW+EnBWc/mkjyNjzFhknpvgkGwSVLFtHFF17IwBkQd4b/bFjM4H9OeElpdwbdVSFLrgAcZAwALuQGLDICRNUUk+YhQIsG+Llg03JiUIuYtt08RjD0VCpJnZ1d1NXVKbJGJBKXRToVeao0ZB/oMeEbnYJg1WDt2NmmTU/QsqUrKeD5/mZLuz5CIo1IYBJYc0gBtNKaGaSDjlgJg6EIRXCRxLsI3XPPvY/++je/vuDjH/+4CUMy9UfLALSpeRWDYbjR1j03i2OOrxjaMUL7xefA91926WV0+eUvF1b699dcI/f7AUvIigaDBgtF00ZAZAlPe4L9QCQwYKTalfQMwzn7tVUmh2RfQNawPZEhpGFG/lNMup/Z++DAgLgyYJmDOyQYCAkg+2O4sD/o5jgRQKbAWKp8viAnEbSi9/X3E98rcaN+EwsaVySPAwuN0UjDBXKgU0NYNd8eCYVpYmy8+q2f/+zma6699h9fdsXLDurnZ+rILAPQpuZXFhg00YFrhHNLgu9JNV3UGSi/9o2v09bt2+lFL/wLuuqqN9Dtn76DTjnlNHrwwQdkmrU0tVRLxNxThTC5FrNPFVfqJ9dhh9CJ0dzSkFiIdJC/yo1WlgpPQNrhgwOzhXyBluyBwQFhtWHtcQ44vpRCjangVQHnqkz9Rsv5ihUraO/efeI2aWttp07JslYRo9CtW1patW6t9Gbl+pgL0OqiMjqCAs7r162f/OnPfrry1ltvHT8YH5epo6MMQJuaV/kMuoHNTxIpJxKG1iDAhi+77PnMRLP0+S/cQc97/gvohNUn0hvf8EbasWMzbd26Q5waMtkE3YMYcUWu9idbur27Lh2HKL/N22fWSsqw9xtG61nKZQGmDCBFKhwkCACnP4VFDZ1VVkAMnYUkA4DGJHEXE06qygnS1d2N1TxhyDgZxJklt7e1Umtrq2jYAF/lnw5IUFKDQfNJIKQBGr8jYOneu+9Z85vf/uZ8I2mYeqplANrUvIqZZshntAjt9wfHWk4zC8NylCbtiEeY6Oyzz6a+/l5au24txSKxhi84k5mVBhSMnEKUp1tzpcEFQAenhquHuvqRoJ6eYKImqljN84KlGk3E5yxhz3VZsASjVVnS0IEj4hGE20MNr0VoUlUtRPLjy1Vl38M+IWnIQiMGz6LRhF9bJBimdmbR3d3twpphyfPteGoIrtNo1VaxS2pwLiabW3z99a997drrrrvuM1e8/IpD8bGZOsLLALSpeRXDX6g5f7BxmyzOQWGAPovxVoKd4kjz6PHHH6NUOkmnnHQK/fTHP5YFPQQM5XJ5seEFnKAKDWIwhcSgBr4qt4YtsZ0qQB8TV3BpdjKSstDB9gaAhptDu0dwPGjZ9jsFGx2ONVcA3gf/qgZkDMIV33WlpgFWp9zx62lLpKizo41amY0nYkq/Fg2b2TFeQ7E4Lpp1Ot0i8glmabmuLdNRIPfs3LmrAnA++J+WqaOlDECbmlfZthWam8kspQm1H4AvTFrP1wMYD+0YEtvcooWL6IH7H2BGfQ5ls1mx2GHxD08GMMfjYWbQbmPOH8n2aqIxlytVsoJ2czHSjxjVHYIC5paII0yU6zJ6CwCqtuEKUDqaPdclyrROFWbMFRmDpXRnub2qPNaOExRZA92PKQbmcESFJoE5R8JRYfrDw8MS/rRg4ULpIJRFQjS2BFVQEqJId+0aprZ0i0umTP0ZZQDa1LyKwTA4N6Rfru39Q4jqMljVIQWnDv3Va/9a0tue2LKZTjjxJOGnbe3tIkGUynXZALYlI6/sQAOgVcaGJeO1sPhXZUCvFIsyhcX2B9V6eFxAHBkO3B/8X11kl7rowgBmaNyYyO0DNG4T9gxArivXhloorKuWc/FQBymR1KH6DNTxaFx8zoEgs/+R3TQ2PkbnnXeeDMENol0bnYfBQCNk/+GH19L09LTIH+1tbfah+KxMHT1lANrUvIpxLKiA2W0u1NGcyE/NaAHMtqa6qZY0RRNxYZpo7Ojs6qTJiUkZGgsAA5gCFCF3+PGcpKdoY4isaiCBPKEsfDJ5pWaLFOF3B4bwGP657tTJcR0BYjBkWPjA1H3Gr3TsmnQq1oVNuxq0K7yvqhw7GLIfcJQQW16UwtEQjTIoI11vyeIlMq4r7EeOOkr/zvG3gu9+77syqxA+Z7sp1RiANvVnlQFoU/MqMOj95wFq7txoGqEmlbbUUtknP/Up6urpFifFunVrKcnXS5ct10FFKjwI3mU7aDc6AcGcIUOAIYvsgRFVdVc3xHh6aK3VCDAKYDFQr0oiQQ850liIVFkYVkN6Udqzbh0nWU+URpRKtSSHjeAiZY2LyCzBMLPjSqVEO4cmKJlK00knn0ypZFLJJi7OGJhiXqHNmzfTd77zHXrggfvpve97rwA06bcn4BiANvXnlQFoU/MqZsgBSzdq+H5kS7Rfv3lERXoKNOvBrOvWrqHKIzWZ2O0xcE7NTNPevSOyYIcFwiAYKJpMYJHD4l44TKVqRfzMaGRx7CADqSesF6Ct2HIzOU9GSwmTFS1EyRWWav9WevOceYSur3E7oiPPMusFkw+EVWgRgD6MVmz8zOA/NrpPTgInnXQydXR0yL6KpZKwczfnii/7vvvupR//+CeUTMZl2zKPUEs06ticPzba1pSp/7UMQJuaX3nkwJrmdwKqxUGFP2rcFenmjzpEEGazAfrATTfTnr17qFyp0C9/+QAV8wVa+/tHxfYm8/cA5IjJC4VlQGypnCMHo5/qCkwhISgtutnxp84FKtFOWlRsNQDQmXOokD5gp5Njc1XIEQrbRKh/vlAEQVcWPT0ACy6UIO8bALx3715atmwpdXZ2yPOgKUvwEd+HXOpNmzYxY35AFjzViUEn3NlzZR8PnYQGoE39WWUA2tS8yoJQTE1wVjfSnAYQf4Cs0kCQc7xq1SpauXol5XN5+vWDD9KFF1wguvCvfvNrrS8HxDVRLBaVXBG0VVQpWbL4hl2VK0W59gONALICznNGXuGXgO37PJSzAycTH5zxGORrAFAlfElyNxTjVtxbBT5ls7Nimevr7RWQx+NnZ7MK2DMzNDk5KbnWIyO79RRz5USR+BE1TaDRASlTZvibw5lXnxl86AsPVQ/Jh2bqiC8D0KbmVbaUivR0RUrQ07O1xitjWD09ZcSzxCGxdu0aGe+EHIzpqSkBsHZmpYVSkdItbTLBu+qVyfJ1W1cxazBnmeINsLWD8jOEY9dym23aonSgOcaWcVuOpZPwtOQirNZTOvPU1LTIGb5Eo6KdPdmf6zrSMIOGlTjmGgYC0lU4OTktXYXoYMT0l5GREdq3b584Q2TPlh6fa/kDCixtHVQdkfhmgMvzO57fxjeMHvxPzNTRUAagTc2rfAbtx8k18vD9QHtStjt/7RBddyeedJIAZGY6Q7l8jj5y60f0wG1P2qEtmYaigdcT9zRvNyAsG6CMRTtcAxQluCgWa+wLjyd/NiCsfY5ykpCOG4UcgbmHSKfTx68lGDX427YV44e0UnXqFOLnQmPG8YFtwzUCJwjAeXx0VOYsHmgz1O9MY9t/8J7xw/k1tJMBaFN/YhmANjXfsvCV3dUjpcCc4Uuui7NCiQuOXkAUDunV6Uc/ulPYKLzKALtaXU1a8fga8Zv1miuWNNKMF0Njy6Uq+RO7IVH4MkVTrtCNLFr4hXNDcpq1CK7Ys0tjY2ONFmxfG/YBlvyFTFe1e3vM9kvM6hGiD7kFt5f4JJHJZalQyJMrMalPBsJ6O3PbK5t3Sc4IA3Tb0/1BmDp2ygC0qfkVI2OjU9BzFRO2SDelKDYNR4WEGzEj7unpFr0X8sZXv/JVyX6Wxwmu2hSJxkR/xoaQ4W8HHQW6lvI4w73h4x48y/Ycpi46t98hg3FStp+D0WTJNR3c5Fvt1BxZ39HhT4ZR2R6uVxEmXSlVGJzrAtpg0eVaRV7knIioOaUmlFt6FJYfwiS/+YFRygvd/sx+MKaO5jIAbWpexazSagQVWbYCIn9h0PPDkxRUQ5FubW2h1//N38hCWn9fP33wgx9sMGJozFHJUFYh/I5eWMO2VUdeVRbmFMiqhcPmuC1qnhwc5YcmW4Foc5HQaWRH+6DsA75i0wrdZUSWrf3SvK+KAHtVJdshw+PAgYt/pObKHioP2/YXN1uetg/B1DFXBqBNzat87Xgu6PmlRkup3Gbox8CqHTuG6DOf/ZyE2qP5owFgfIUAJcSL1t0qhYJR1UGIqNDGtG3lwkCpoP5m1oc6ATCDtxSwi++Y9KKdZTUsfIrV+gt4TSlCLd5R43W4XlO68HSHodWYytJ8reqqma4359U3TlL+dmw96VvZAq3E0/xRmDqGygC0qXmV63oNiuiDm3WAKIsWaWGjfB9cEHf+6IeUTqXoQzd/sBEjivt7e3oFCIOOCksC3DkBdAZSQzdGKzjAHguFWKCDDa95clAt5XIs8n/dsOepW3wdWgHk3LQQH6CbzgvLc0SS8QEYCXqNoQRacmmemNTt+3dTNt8TIjUKy58orqQVO/50fQamjr0yAG1qXuUH51s+M/TmMkdLYaTvsGA2+9znPJcufPbFEkG6aNFx+20rlkgSIjKCyHEmtbiopAxX9Fu0dzvW/ql0sm/8Z2uAJKuRfEeNUS96/45vJ/EarLrBkj2vsT1pgkHrN8Bcg7vrzWHJqlWSGiq0nrvoM30foC3LPxFoy6G2/KloVM/8GzP1J5f54zE1r4IuqzBJJ2j61jq/OcNS4f1OKEi1coW2btsqcZ0YD3XPPXc3ZAF0DVrMtJHqX6nWKBiJU81VzBXjrso1FWgERTmow/Bl9iBGVTl6DBaOwfY1aZ3fPBegtW4tnmdPBTA1JQi/Fd2T9nO10GcLiGMii+c+mZWOGgANBt7UsVXBseJZjW4V0r0z+z3GlKk/pQxAm5pX+WCoOK8ulVzU1IGh/yI21KpQT3cPnXjCSbRy1Uoa3jUsLBXPT6XTArABfhwS7hByjwYPsGiEIiGyVOJC+Rqh+hg4q5LrrMb0EgCimkRo62Pym0Z8NqsS8poYK4nV0loug2XdZsKdIrquXuTUA3HnhEA9Wdm6a5A8xZw9NyCvu3kMfviTAHT56f4sTB07ZQDa1LzKt8/N1WCbXXsaFPlxGAVVKRXpda/7KxocHKRypUS33vqRhkbb2dkl4UjYHhYWQ0FbdGj0QuMh4WCwof+6erqKv/Do52+QljfkMqdJxLfV2Y6WGKgpZ/i+ap9JNyx3dVcDamMJsCFzqD01wdrTj6hbzUnmIpN4np5LGGpsy/dk12q16WfsQzF11JcBaFPzKoCkzC1p6K+WOCk8HZTkL7shgwMRQtdf/356wQteSH/9139Fb3jDG+j222+nltZWSrekG7Y6P2FOgWe90QGoxl01x2sp2xw/zgN79xmzbqu21DTvBpvH4x1HL9Ip8AV7R1qe0sybEk3DMmip6eA+6OMbgWM3A5rktWnpA7MUSc9IVJkbWtfWMkxzwdKTKSulUmnbM/7hmDpqywC0qXkVGjmUwGFpE7Iaa1Wt1SRfWSQIAFzQoVAkRLO5LH3z2/+P7rrnLupoaxeYa21rpUK+IBOxA0G1NYAoFgP9BT8/C0PiOx1Hs1CXmXZYZAvoxAoDlbxg+XFHAs4qyEllhqjhsWoYbFXpxLp7UE1P2V8frs6xAZL+RjC3OUbsf6EQpVIpeZ1woaCZRU4wiDctV1TQk+w/oNYX+Y2ZnZ19+GB9RqaOvjIAbWpeVcdYEw2E/tqXSLGO3dBvfQaKRLiJ8XHRmsfHJ2h8dIyCDMqtbR2iN6vp3gEJVlLJc2ogLNqsEe7vYDqKY8+Z8F2TLkUZKithpp72Pjc92DT3d1vJGdCv/cngssCnJY4nq/2X/fynNIEc/4enBMw6GOITSq3Or7OVZmamyJ/VWKtV5+jeFsL8xz/+8Y/nn55PwNSxWAagTc2r/K/05AMgQ1bd154tS2czK2kgHk/S2L7Rhi4NOF22chXlCkVqTbXxthjI7Lp4n5HR4c/zA+NVcwLVZO5GHgfvB4uGoisHEACCdnOrwXIbdjsUs2oBctfTEgepXAywW9cPbj5gBVAbQJpuaZrDnNW2cRLANwYcczKZpJnpWXmtImvMQXYle7gS+rR7ePevnpEPw9QxUwagTc27lHasf5GgItWUoTzJWpcmtbC2dOlyCbpHIZcj6ATJCiLas64W0mz1pwccBPhjgY20jQ+aMdgopqhIuzdJNpOk19nQgPWKnqWn1jYtdL7n2fKVY3mMp50Z3hzr2/69gI2Z4fu5N5peZ0sGw/b09vBJJEot6TTlcnkJe0JDja9tS9u5lCuXfD770NP6AZg65soAtKl5lQxb9eb6iVX5AUUNJwQWx4JBAe/BwQXyOxb+AJGOznJuhB7Nie/0Q45kLJVmxmDaajpKVTzSjQG1es+2WOkOHPungvQ7OzppfGK8eZx+F6LlN52QKDZeI19k/63M9UEDfCGPLFmylKoYvcUnmlg0SrOzuYZmjhLtG+CM7kT+ib8VDP3Zb7ypY7oMQJuaVwlJFARyibz9vtM3O+sQDhR0VKszV6VcVuYKBtkaZmbx7VhUTMRV9zOAXDFc1QIuiXJlJXWUy1XFnvW0cDXVG5KHss81uvXmBOTPzcK49HmXymiq3z/ySKPJBOUDdd3SmvX/+Hr3V6QhlyTh4UYDTcDhbwczMjrLD3ISqLcVc5ZpLSR2vNLT8NabOobLALSpeZblOpbl1HWThlqksxpM03H0MFfb0tkaKnoUw2FdsZw5KmpUs2TIAdV6TUAaGR5+hcNRldOBZhW+HwCPbGawbzzWc9WkEjFzOPs3hjSkDejPvI2lS5fS9m3baXpqsrHgJ8zcresJMPRHG1LmFp6bz2YpkUpRPBZlht7BDDpDU6WidEGq43CUw0VLJuYfl6k/t8zfkKl5VSAYwIxsNaZ6DjBbtpqirTOMlNaL2M660ooRUhoKRQjSsROwGYADMuUbPDPoqJl+ftcdmLTvi65UXRngKi4PUg0wgUCIalWArPI1KyHa2w+g/UwN/yRy7jnn0I9+9KPG6/Cba/SjmrcfwJj/MLHOkgXN9lBYjqm9vU0mtkBnbw4G8N8Hy2f+yafvEzB1LJYBaFPzqkQiXmbACVt2M3nZX3wTVwcDZSAUIof8Fmi+jUl1jUE3LB1/tiz6gQlj1h9GXlWqFYow4Ml4KwY9340hEgRYNAO5uDoYAKOxmLSHB5yaSCF1cWTXNXt19vMrqywMdRytra3Umm6hXCEvWraltXB/PzqMVL1Iv4X7gLJ0RyKyQ4qlCiWSCTkeZF5DjsnOZpVnmh+HEV/hSNhvfEkfhI/G1FFcBqBNzasSiUTWcQIpjKtyxYts6dQ4xaAF1tCtp9uvYWUD6OJ2aNFohSbpOoSe7JIdUo6LgO7YkzmFDPC5XE4YsUgmdQbqWpnKpRKlkimZ9I1g/ToiSiXS0yGas0joj7ZSMoZi2Nh6/+AAbd++fT9Jxp/K4jVyOuoin4AdN5wjsPj5yX3839Ytm0XWyGd7KJ/Lip6+bOlSOuP00+X4W1JJ9c1Bdysy6zcAberPKgPQpuZVqWRylEGoX7kolBvDb4d2feucpZpLHFjPXFfnaZC4LcCaw9qShincLrNpWNcAcsq14VA+XxApo1RCW7nSjDFVG57mFLNW7K2ChhU8X0eUqmNpDm6VNm3PaRw3ZiauWr2KduzYrnXypoNEufRwnLbSpG0lTeA4JbeDlGYN33NHewe1d3TKpau7i1pbWuV2aOX+gAC4OdAcg8VEaR8PBo3EYerPKgPQpuZVwVBoTTQaPQ3TudX8P1uBsLbEkXZHqDZopSOrxcCAyBlIqQvYjs7usARID1B9SVvTmEkHGyOvstksxWJR3gb/qboM5gFbpeDVlbRi6aQ7BdCq/dt2mnZAXOLxKHV0tNHExNR+GR/I8FAZG3ZjHBaYPoAXbekAZVwjmQ9SiaO7H7HAiQVLfEOQaTAQW/gkJY07TkBJLvgmcbA/JFNHXRmANjWvKuRyH77wgvPe+JOf/ky+8tMcF4TKaFZSAOKMAgywEloEXdlSQC6AC9cGs1PcV2UgjsNup73JCGMC8NmalQfEBVKniclJOu3UU2X6d92rS5s4EuTkhHCAXgxgdBwF1Gh0CYcCjW0vWLCAZmYy5E86wTFhf62dnXzfQhoYGKAog3M0GqNwNMzHlpBjwMkFwCwJeX7mRyNcqal9g3FDY8dCJmYd6pD/2sH8jEwdfWUA2tS86pZbbtn5jW98Y1NHe/uK8YnJZjy+7iRUTgYlVUi8smMLAxYe6ZDKr4C1DkyaQTYsXucyA2BIdxIG50w7UYuEcEl0d3VRd3c3kXaHqPwPR7alRktZ+0kc4qRgpo3FumqVZH+QV7C9xYsXU0tLCyVTSblOMyuGpILp4kFmvpA2cHLx40wdHVvqN+E0f/Z0kJIji5S+ywPAD8kDj4V1sFwqjRyyD8zUUVEGoE3Nu8bGxm668sorv/XN//ct2rdvn/icZQRUQ2JQbdXiVbY9AV+vvv+gWaUTM9OuqQkk0GzD4VADZAHkb0i9ugAAIABJREFUWFQEOOcLeTr5pJNE8lCaMKlFOz9/w6OGH9sHcCwoYrFxlp+PphlkerQyGC9edByz46jcJ8FLfB3i/Qb9oH1S8wS1kZAUB7Y1o8e1b8/zf95/kos/lBYPB4BHIiHo5785+J+SqaOpDECbmne9973v/e5jGzd6f3v1W601a9fShsceo31jYxK7ia/30HMF1rTNrSpB+04jQ7paVcNFkO1sh1WqnRqs6ojcAEadz+UkkhShRKeefLIwXCwoSqqd7zfW2/cznH3Pc4SBfMHAItq4eYtEfq5efYKAMi4BR7WF29q3TTLFRbHh5slDHaey6CkwluYTmtv67SvnVgOw9Ysiv/0c+6hWKvUbb7zxkYPxuZg6essAtKl5F4Ok+8tf/rLU0tISPeGEVdTR1Ukje/bS9OQUzczMMADX+VIRZ0S1Vm9078F/DBCF1FCrV5m1ghHXpJ0bDBdMXBLsgkGKR6K0YHBAtGBgr5qCoi6i/4KRu6pb0PPT6TTABgI2/eL+eynd0kmxWIx6e/rkdj/nw9eMxY7n2Qqgxddd14/ToOw/aa5DhPSiotecwNIIaCJl11PnD0s80sMjI/cdxI/G1FFaBqBNPaWqVCouWrTLug0b7oxSsUiZ6RmayWbFt6y04aBa0As4wnghF0BnhlwBoARIAlCh1doM2LDeySVoCzB7ErCv5Ad/pqDl6RxoHbw/N5NOHsGIuWL1atq9e5/ah9NsSPGzOxSD1gubNjUsg1L7JdmRWvgktyFnNIH5yfrDvcaAAT5xuFuf2Pyap//dN3WslQFoU0+pGHxtLOpBQ4b0IDwTwMRADMCrusyiSxVh0/W6Pw9Qa7Z8CQaC4o5A2zcS6oLBMIVDEZlFCM06aocbcoZt+2EZlmpI8VTmhUQSIZbUnSs3EM1mshKgHw7HRBppdhcq+UJ821oe8bsg9UqnQn3y2fYcvVxr6/65wLKabeRzwzxUc41aIBzeteuxW2+9tRmlZ8rUn1gGoE09pWJmaqEho1apSIg+mk2CkRBF4lFKYG6gMGMGW60bN6aS6GYU21ILb1jAEwYtrNNrLB4CLOt1ZqOYvm2rlDtZFHRJ2slJ+51RzSGwCiSR+dHZ2SuaOBYDUf4CojJ86NwO289/npMDLQ9udnqrXH+/KQcA7jYkDWvOg/zMaDTr2OqrAs1MT3/tmf8kTB0LZQDa1FOqcqVSs3RsKEBJJmCDPWrPcC0UFhW3JpkZ7n6hSr4rwp+8DYBWzR6ORJE6djP/09UTUfy5gH5us5IR/KGyiqF7jYDnZng/8jCetPT2m8FKT17NOFMFwJZVn7OB/R0cEjNq1UV7528H3r3Dw//yrj/1DTZlak4ZgDb1lIrZ4b72jvbjqxWV1yzZE+RpDdkRjRnYF/JCAuJqcc1PvPO0nU15mHEt8wkxSkpAXgXdN6dvNxHUlmkutpYS/PwOajzWt/IpLzSYeWC/gQCqnkw7dvf7rWGX8yUPakokc0tkEtmc6p7EMXV1dfH7M7P1R3fcUf4z32ZTpqQMQJt6SjU+NvbtlrbW91VrVdGJPX+AK/KPGZyDCIz2VOtzyNZOCR2/qcpq3AYWDd02oB+Hn+FFViy7uU8fYJUdzxMNO6gbXPy2cjXJu5loZ2sQV30krmR3IPvUt/w1wHsuaP8Bo3ZVnKmtYlHlIcgSQaOM1ZyJiKdh2krAsmce3fbIu5/O99vUsV0GoE09pdq+ffuHly5f/h4GRruuo0BVsh0z4XqAag5AM9BcYLObdjbb13/ndP+B6Youban27v2ynQ8of0CsAmh0/HninVbde83HA3ul6QTpelrKUIt7XlO3/mMvUm/LP5FAqpFWbw3ION5oNEKpdJra29rQwFNYv2btF9/+9rf/w7nnnvv0vuGmjukyAG3qKdWnPvWp4pe+8pUf9fX2vjg3myN/wJ9Yiz1XmGwwiAYUpd0qQA02BszSnHAjaTaxnIYsIczZbmZ8PDlIKxbtuzQQT4owJdWerRYMJaRJWr5dJWBYzXFY+8XwP9mJwHdr8D48vSgoEanIDkkkdKpdO+3bu3fv4xse+/bQ0NCnb7vttu0XX3jR0/o+mzKFMgBt6inXm9/0psu//vWvf7erq/Nlma2zwlTBMgGMkquMxhKGRttjMOX/bLI1AFuS0SGhSJZqCbFJyxk6V0MF36OefAXP16bBotEAg8vo6Jjov2DHCqCrQqNlWK1EnnoNOcXXuMXGZ9n7SSni3NCukArfDjcIDmagf4BWLF9G0ErWrVv/63vuHv7s9PT0PXfccYex0pl6RssAtKk/qa688sor/u83v/nI+Pj4aRMT47IgWHc9kRYkxY7gzlA2NiV3MKvF7EEANRYFSc0VBDB7dnPKiX3AYtyBo6gsbdcrFnOSFR2JhGUU1eTkJKa+CPgDoPE8BCbBiw09XEUakUrBc/2TiUrhA1gDjDFz0LZcikUi1NndSx0dHRhUIIuXI3t245uAPTg4eN7iJQvOQwfkfffd7WWz+Uo2m83k8tnRfK6wrVgsPcLb+vatt9666aB8EKaO6jIAbepPrg3r1r0uEg4/PjIyLAwa7d01Ya/KUhcJRyUhLhpHHkaIEskkhRj80JCC8Vj+5BUBcD1Ia2779IEShDDbSoWmpqZobGyUksmUSB0YOzU+PibPRYs4EuxkyGu+IE4TnDzQ/ehnTOO6WCxIY0uhkId1kOLxGC0cHKR4NCL6NuJQx8bGaJxPPjh5SFMNApbQWBMJ8j6jyI62+PdwZ2dH1+DgQBeD+YnxePyl/C3glrvvvqu0bcf2x8ZHR79x0003f871BxeaMvUUygC0qT+pPvShD11x1tlnfXXp8UtpYKCHHnjgl7Rjxw5p+xagriowhMwAUAWrrYtGjSYV1U2IC8ZYRSNR8VDLbXxty6gsWzszPO3WcCX5DjgHAAVblkVGfmw63SKZHhMTExKMJCH/fF1kgC7y8ZTlGMqUmZmh0dFR2sfgXmHWjecidhRMet/ePTTY30cvetFfSBQqfNhVZuB4DahAwBXnCC4I9Y+EYxTCIFvHaaTr4UTR1dlFHZ0dNDDYH2HQPp1vP/2iiy76p8/9y+d+ufGxjVd87nOfmz7EH52pI6gMQJt6yvWJT3zis69+zSv/Du4JTOs+//zz6dxznyX3AYyz2RxlMtPMdKdpejpDYwyKe/eN0PDuEWalEzTJDHh2Ni+gC34MkEMLuDBmx/ccq2YQFXKkspmVb1rleajuPU9Cj8DUIUU88sgmYb1I1lu+bKnMDRybmpSFxAKDdqVUkWkrYO9+/jTAHKB7yimnMED388mlRJnZqgTv45uA6oL0dGAT8bZdBvc65ayistyFLBlmi0zpWCwurpQIs/C21jY1u5G30dnZGXj+8y69+LhFx+264YYbFps2cFPzLQPQpp5SAZxf+tLL/07GSulJ1xPjYzQ1PSnsGGwWk1La2lpoyeIlGtQwDbtA08xgZ2ezND4+QVNIwMsAwKeZ2c5KxCjGaUE3zjNTzmRmGQirauCKbs32gRogXcjnhbHOzmSEFRcKOdo1vFPmGWIaykMPPyQyhidOEaV3Y0q4pRtmIHsowA/wsbZSP4Mz2tYxoRssPhx2GxKLcp14As4W1fj3mh7Z5ZFTJVl8jEVikmWNjGmZrlKv6eG19cZAg2XLliW2b9/+z/w2vupQf46mjowyAG1q3vWxj33sdgFnWWjDLZZM2Ab4YqFw374x0YdLOjQf0gWAqSFpOGoElTSlMOilU5jUHaJ0MiXAKnJEuSzbqJYrlGcmDj3Zl2/Fk+w2gdOf4qJKtZzbDkZlZWQf0Iwd3YrieXMWCW1L+64ZUBHexKBdwaBa2V5IYkWRM+I3wmD9EguFQUneC8jvdsDRsaVOQ/pA/Ons7Kxo7LFoTOQWz9+xpxL6Vp+w6iUM3LbRpE3NpwxAm5pXffSjH/3EFS+//B1+5xzplmhov/19gxSPJainp0/cFOPjDNZ799GOoSHasX07M+eMAHC95kn2s0gb4n32VBKepdu/SXUcYsGxWCrqRDtbt3l7DXD2y8/paDSw8IkADLnuVtT2LdUc4+jUOi+gRmUFpDHGoiDcJMgPYTaNCTFg53JiYWDFWCycYCBd4KRRYmYNmQOSTl0fQ5CPNZlMUCqRJLfFFQYdjUXlWNzGcAHlSvFPKgsGB8L/9Ol/QpjS6w/yR2jqCCwD0Kb+17rttttu/stXXPEuhBtpZ5oCPD2NBEFJqXSLLK7BWdHT00sD/Qto6dIMrVixUkL9x0bHmF3mRA8GUy4xAHsyaFWFLlUrNdGF4ZkuV8rI49fdgk2A8xpODwXofliSZamwfEtb9SBki9XPsxteZ1nI08NfHQ3QcIDgpUjbesGV0Vt4DWhIAbuu8YmiUinKsYCZy76RV833AYzDQSxyBvnkFFfDZiNh0cIxLAByiZ+013Cj6GCPl15++d/ccMMN37/11lu/eyg+T1NHThmANvVH65Zbbnn9y//yig/i6z2magOk6p4/LUVP62aAK5WqVMznRU8GCE9NT4nNrVKtM6tMUHePQ8l0UXRh6M0F6M3MquHyKEt0aVUt3GGndkDGY8mIK8/PwCAdkuQ1cqAVkVXdiwk+MSTiSWa+CWHC4WBYwBkasIT726rtHMfrT59NMPvFgiSmwWDB099PrlAiL1+U/GmdlCoAbetAKNupEcKiKBaRfWEQYYjZdltbO7W0tgoLbwCyroaezfuDTn322Wf+32uvvXbANLuY+mNlANrU/1g33nhj76WXXvplACdAtFApiY0OC324LhYKVCqXGJDzdNfP7xLdGFGgAqQMRqV6RTAqFo1TuVgW9EOnIQBdTdNWum6Bt1GpVYWxwhGRSrep/GVqZnmg1CQWu5Fa54NeNpdhgPfEywxHiCxKUlk9DswZAU2u9KKLrQ/bkYGxgbBsr7W1rTk8IMygy8eAkwNiRB2d/VEslIVdw0EiI7y4fH06lUpTOt3K7DlNEWbSkH0ifME3C/+E4k93QUHCWbFiRWjbtu2/5l+PP/ifrKkjpQxAm/ofq6en554HHngg8OijjzKrzFFrRzudd+55NNDfr8dXRSmTYZZcqdGJJ58ilrVCrijTVvCzV7Nl4cwV94MtTSwANbBqT8d8VuvMlPW8wJAN254nC3EMf6r12lFBSJAMxBXB27bF/6wW5zADkSSGFI6SKln8eByPjQU+fxI4vMyeCvj3A/jVUHCLTxiWdA9Kt7kdFBD3tP9aYaoCWAf38X4B0AhKgowBFwkcI0U++ZT45DQ9PUOdne3Umk7LQIJiUfmosa0oPxbOlkQiyWCeEonkjDNOX/Le9777Kx/72CfedMg+ZFOHdRmANvWk9f73v//G1atXr/jFL35BwyO7hSUuP34ZDfYPCCgVCkVmrcQgpOSNMgNRpa5AslaBra6k3BzMWIulvLBSgJWfDQ1ghKYseRmkkuOgXKB1uw4A55/R2IIBsXXJ0vCk2QUg64iDw5YuQEx3UfGkjjBwm5+rnBw1RDWJy0RCRcHe60p1cByL1NxZtX8QfoQ2QQuXwbB1NQTWUykiuk3cE6mkUFSvbWo6o4OhgvJtAINiWxiYF+QGaOGCBdQ/0EftDMY7h3bSvffeQ09s3kzH8e2XXHIJnX76aQLg2MNFF138xre97W13fv7zn//+of3ETR2OZQDa1B/UDTfccMHxxx//4cc2bqRde0cEoLp7umkBA0xnZ6d8nS8xa4StrlItUaFaluaUXCbH4ObJ6KlQqERh/ppvadYLXRYh/ogotcK2tFKDUQsx1VNSoM8CcNEeDvYbFj+bkiagUdv+iCyiRocf2HY8nqJyuUjFMhYe62oMlxMV+dpj8HThSdaNL2LxCzgC9GDGNSxU8mvAfkSKsJQDw3NV87mHRUacIGxHN6uohD68HjwOTBpSDToXweizhQLtnRijQDhEA719tGzZcskK2Tk8TDt3D9OadWupo7tTtPG2lhaKJ+J07rnnfvOaa67p/+xnPzt5KD93U4dfGYA2tV9de+21nccvO+5ns7mM9fimxxmAK8wMW2n58lW05PgVlOKfx8bGaWRkL23buo0y2Rkq8WNK+QKFGaBqVJduQgCYpNZpMMNoK0xf8fyUuWhUMVYd5i9NgdpbLa4MrTPvPxXFawxshXSiku8sZtIlaZDpCHY0ZoDDTodriUCV9Todui+6NJGawh1Ui55urbGgJyFKAG9+cqWmfNAA+Eq53HCPKHufLYwa3m4cK5wpsOfByQEni6VDoaC3d3V3EVriNzy2nnYwo968ZQstX7FM3Co2n6wGBgbCfMKBHr3sYH/epg7vMgBtqlFooPjMZz/zUGdXa+Se+35BE1MTop2efPKptJSZ4OjoOO3atUu+tqMhAwuEsN7VGZDhavAcZVkDAGNhDTJDreZJs0kB7gmFuBp8/VB8S9qh1WgsbYdzbN3i3ZxiQrqjUMBXAy0KYJpIxuVnf1KKixMBnyow+ZtEDrFkhJVo0gK+2itoldS4LL09AV9o3XwdCQYpqid6O44/hQWt7CVSm9U50cj5ALvn56DBBmw5m8mKTh/lbxIpPjY8rhVsOZqgQr5IT2zeQosWLaQQv0fonERjy2mnnbL09ttv/8J111139aH47E0dnmUA2lSjPvnJj927YGHfwvt++SBt3LSFQShAi487TppMfvGL+wV0IRFA+3XggmBQ2rFjSGQLAFswEBKJAItnQQE6VxbtmIiS7elIUcgVAGtte0OWNAitsF1h0i7Zc/xprmbKau6g9kTLHEBH9uvp7TTnc3siS6hZgwBktU/bH0/lTxmfw6RVR6RqmsHBiM7tBKRBBfvFtRpi27To4bjhBEmn06Kz1/g+PA4t6sgAyU1naNf2HdQ30Cte8NNPP4PGxyZo1/Bu2jOyj7Zu206nnXKSjketCwN/4Qtf8Narrrrq3V/+8pezB/eTN3W4lgFoU1LM3v6/pcuWXfid732bNm0dkrAgZGrksnkBL/wM0lsp19SiHP+3a3iXLOrFYwgG8iTvWUL4PRKXRY10RjRyoeu+L1iNx/KnlfjNG34bth/ur9QMT9wWAEwsxL32Na+hLIPfT3/yUyrk8pRmVgp7XigaoRosfp5a3Ktor7N0/pEC9rqvQ/tNIz5AWy79ik9IW7Zso3Oe9Sxavny5gCZYM9wafp+2aooRD4hi4a4aUgD7Yb6Q428TZTkxDQ4MUGZ6murVmujse0b20MxMhlKpJK0+4QRqa++kTZs30SMPP0LdnZ18AlxMtUpZPOPt7e0M5Kd/iXf06kPzV2DqcCsD0Kbo1ltv/eDgggWv+ua3vk3jExOUSqQkYyKgmzMQ/IMGk2JR5TXDNzy8e1icD1gwFDkCC2iuJ+FEmJoizSx+0JDHv5Pb6AZUY6R8Mmo1ZgA2OLDb1J09HVH6kssvl4U1dPi99CWX0ze/+S1681VvpO3M4M8971wG7hxlZ2cpmUxKuznAFTJMIh4XsP36v/07TUxOKObtKaAlPV2r7im2XSoX5Npn6j7jVuO0go3OxYATlOe6/NUgJt2OimWDBe/ZvZs6OzqoYlfkMQBu+KGnpmoM1Flhy7h/ZO8I/fePf0pnMbM+/dRTJQnPsgN0zjnnXHFQP3xTh3UZgD7G66abbho844wzPvD79eukIy4SjTM7rFGlUm+AKRgjsjHwK1wLCEZCmhxauucu4gnz1SOl1EKe25ARoFVLGpzVnEkoeRUWCcN2NSsVhdlfEFRblu2hNTyTmZE27GRrK58kWuVYFi5cSCMjI7Ru3QY68cTVoj/vHNpKZ595Fnl8YkFgEoAbcoRNajHS0lNVUDhxnHba6WIfXHjcIpFxIGccOMlFvUYltdTmSB2QWfBtQboHxdbn0mxmVqSPzGyGgpGglkyUC6SK7xp8wmjj46+WyvS73/5WsqhfePlfULvXQcFw2PybNNUo88dwjFdbW9ubUum0BQBBrjLkjGqlqGI1mSnC4WBbQQEjsER0yWWzswI4aNpQjgZPj5JS4UC+Fmz5qUoyYdvbLzZUBR+pQCNla6uLVxr2NhXUrxcE9ULhfb+4n175ileIRv3jn/xMdPBP3/FZisVj4nvGMSGcqZjPMVsdo7Vr1/PJJsr3J8SfnJmeEfZcxUDZYPPPHpa7cCpEaQQeaUatTjTWHzhI9v9dlSXfMNT4LGwLgU05PiFgoRNTXGxPdSU6rhq9hdMeWDS2geNDmh8Cm57YskU81QsHBv/owHFTx1YZgD7GKxaPnwKAsX2PMADTxmQT5VoIaOaHBDoUgNn1B676pjZLRWoCgNPJBF17zTXSNPLJT31SwvyXHn88ffFf/5Vi0TC99nWvo/7ePpqanKT77ruPXvziF9OXvvQlesVf/qWwYkxN+cIXviTOCICez2Nx+1e/9jX52dKDZT2vTDkGar/lGw4TAVI+1OG9+9SEcKLG4iSOV1Lz/IANrpATokA4oO11fjB/M+TIv0126OqUKHmx6sjq5DtCLGmoEfBmcM4XixLOhKfim0MoCCCvCFjDveHVgvIeBkMROcEEIKHUVUfl9ddf33rbbbeZySumDEAf6xWLRfsBQpYGXD9jGYlvLoOQhQS7WtOTLO4MWdTzxLom00Yk7tNhtHJpcHBQmCEW9bDoBYYbSyRkWCycEW0trbSF2eJOZrvYXndXl8z36+npoQkG7a1btykb3pMerWayrteQX0jPMVTs1tNYaes4U2WFUw/1H2vtt+2TTzpJFgZhD4Q8gpwRaMYIfOrp7qI9DPQYKrBw4YA8/uc/v1s7OhRAezoStcGuZVXTE7aMHdXryvmiEvrE/iH7x/soFj5t6/MZunqPg9iZAWhTBqCP9QqHI62WZCOHZPFLaaWeLAACBOVrv+02vMtwLQAgfY3ZCeq2bVfJFatWrSIfCJcwc5YFNzR44Os/3BEMVmeccQaF+ev87x56SM8VVDnNixYtEh+xrw8rFquOE+OzoA/74Ot7nnFiUCl31Gi9RuQn+YNoYd1jBlsolfj4AuSvSfqAKi3arS2Sm9Hd1cmAvFe0bWjI0K4x6BYhTMGg6mC89557qdoAZVLh/XPyn5tTWFQzC9rdpRMR74ME31kqUW9O04u61u83n+SWLFnyad7Ucw7uX4Kpw7EMQB/jFY/FUmB8AcfSiW4B8kmnDHn1rAajtfzxUUTi0EDuMjRjwR5PtV0ft3gxPb5pk4Aa2ClmBHZ1dtJVb3wT/eL++wUgv/Fv3xD/NBbmmguRntw2w2wVvmKVF61OCmh8eeSRRwR8BaT5GZIoN0cLFiartWIALLbq+7a7u3toYGBQQpFUNwyRfxKB1DI6Oibt5XCEwCoHpo+BA0mJI7VoM3I0Fi2UKSskwwaU00PJH9qBopkzvNIy2Zz8fTgN6QPhSximK8xZn1jA1h194vIlIwb13QftD8DUYV0GoI/xCviIp7voAFDIuZDgIZkg4jWkDzXVREV4Skcgspj5Twg2OrKU++JXD/6GNj/xhAD+smXLKMMsNFvIE8Aqz9cP/vo3NDY+Ia3TMzPTMg0cyXeP/P4RSjFbxeHIJG8cnN0EYLRRP//5l1EsGqFt27bR+L4xOuX004R5//6RhykZj8j+wOZ//vOfUVdXN61avUqk4ocefpgGBgdFL7Yai5eK+bZ3tNPS45dQNpenoaEhsejhGBYtXEhDO3fydrrkZDPFJ45u3qanpRLpUiS70ZaO4QUAbk9LGLg/KE06rn6vtF0PcxGxbooRYCGHYNrARHMBaH1clUrFZESbkjIAfcwX8zlmc4i/BDAh89hhpmjVquQgTMiqq8YS3Qod1ADqa7vNiSEkYUEtLS109tln08juYZEa0EySL6ig/pNOOpnWrllDp592Km3ZvJVaW9ICznlM3S4UaMuWrbR61So1OUVb8aSYkELP3rJls7BjMO9UNC7bgu8Z+vWSRYN0//0PUBsDLiI9ly5dSr+47z5atOg4JXl4Yu1uSCP+yK6dQ7toxfIVNDk1SStXrKA7f/BDes6zL6a+vj5as3aNjMI666wzKBKOSLMOThqedtlJxoel0u7gQvEsDcKQXLTkEw2FZdFQmLKtFgHxMEwWx4hGmZ2ISS/UlHP4ZFg8RH8Mpg6zMgB9jBcDoQVAAYuLMGiQqxizZ1HDDqbYMzM+ZspqDJU8U+dn+J15SgPeu3cvJRkQO7t7aOv2IWGys7MZeUZrazt1dHTR7uE9tHzFSpExJqemhZUuW7ZUmPu55z6LfvLzu8hGWp3OcxZLGp84zj77HEmN2751CyXTCXrucy6RxchvfetbNDjQRy968YulueYHP/yBPP6Vr3yVWAG/f+ed5PKJxpIRWCqJunFi4WPGSQITyHGSuuTiCynHv3/n29+mS5/7HNo3Okqd7R2ETOxuPhGoTGlLMkQUgya9YBoQuaOhTfPvsVhCOUkQGAWnhh5kAAse3isZBgDtH19iHDVxXLZT9wqH5q/B1OFWBqCP8eKv5640WuhcY2U3q2sWywBk18itA4JUJ53lqAhQV08r0SkaDV0XAJ6C7ziTEbBCizParP//9q41NorrCp+Z2V171/auvTa2MSHFPAwUcAqBvCyaEB5JREhaKpWmkSKR/Mnf9kdUWiTkpCURKT8itZWaVqrUX02dpkpbnJBKkERpQjGBBBtsCMFA/IgfvHb9WO/uzPR+5947O45UKagxjus5aLVj7+zd8Q767rnnft93AIJgRsguJ3JTD5kuRB1soG+YPiaG69W5de0bGfT7771Hy5cvFgB6XQDqt6j1rYO0qnEVXU+nmH986NBhWrZsKbewQo367bcP05YtG7k5reHfHHRl3RzjonSCON3ZyeAPOhy+C4A0NjaHhoalKKYkxkpBScGzvFZYXpdxXK+rQdvkjU9D2aXyJqBlqe9TW6a6nqRcN73VKwbbtUdu9v+DIL6eEQD0LI98Lp/l0kU4wmo4iFG4DowX2Q4ULA4t9H+4AAAN9ElEQVTZsokzae2fwV1GzEljAdhxTl9fH4M9yh0XL15k1gY2C5Fdo6aLcgbOA2BbrNyzuW0WO8GNjHrjacDCMwBy/rx5NKcqIf0wBEIuXb6MKsoraKHIfuE93bBkiQDyKpGlz+HSR1KAOryhYUXKrbgM6fEsxS9yjMrKJKiGTLW7PDxM77xziB564EHa+eROOn78OKsXcb3S07qINxBdV09Mk7uMa0GLoVzwMJkZDNCS7SENoiT1T4p0Ct4gOpvHqNlstndKb3oQMyYCgJ7lkc/nJgDI+iHbQSGzU/38FIXMtE3e+JKm9qSEGujZFyFtpozsu7u7m7NXgJrmB2NTD7/TmSJC09IQ8KBoee2v/P5TnV3qXMt/lXT61CmqrqqiCxfCbJTUeeYTrm9fu3yNDZ2OHz/BHiHZbB9lJ3J0tO0YmSGD3n3vAyqNJ9kPmtV+luldL8JVHbsxqWDy2HD/Rvq4o4Pq6m6h2ro6WrRoiWzhlRoVAH6FWS3sw6F7jKsSkNe5W43Nykwx4cmViFQZmoalaIeyqziUkxCoSEtT5Vctvtzx8fynU3nPg5g5EQD0LA+RQWc0cGpOruN5JssaMHcZMVR/P6fQVURykiU9TEtLtj28lToEmPb29jGrApk0ZNgw+W9Y0kAjoyP8XpRCIAwZHBqirq4uBmeMi84oiEKWK0UdSQG+yLjHxk1W48FM/3pqhJvOwjUONp8QmWAVYIvJA77NESdEV69cpWQSoFwus1hP4CLDk6uL457eHs6QFyxYyMwNrBps5aOBmjZodzyxhGQtWbIuZIMBHYYvI9Z9D2XWrMoc+p+quRTOLTyPj6fO3Yx7H8TXPwKAnuWRzWXTMms2vExOdqtWvFy1HGdgsl3KazkzsmNDL+uVH7MAqs7OTi4z1NbUcueQeDxOo6OjzKSAKx5AFmAns2QpUjEK/vsKPo3CkRJ0sOgFknNXTR4oWbAdncGdwnWtGgd5klalpGrZsqRQUBn6A++BmT5KGTDOn1s3lyYyGV4pjIpVAPjVtTU1dEt4HmfZGt6567e6Vn+ZQ9eSJdhaShgjVyWePF6db6qO5f4JciSddvft2zdKQQRBAUDP+hgcGEphyQ36mh9cCh1P5O8EvEgaGbJnXuMrtoctTY8MVc5oO/YhgzE21ODfoc2OpKNbwYRIysvl8l+2j5LQZ5la9iw/V6sL0fwVHssjAuwhmy6OlQhwN7hmnsk4VBKNSSEJBDfwfwaXW0wCyKjBDtHlFv9kAOBHJ5iBgQHuDgOZ+SmR/dcJkF5Qv5BSArQT8QQdPnyYGletFJl4BakKB9ez/Zm4P2zmRRNvXCIkQJvesVZCGih7hMVEEwmxbweGu3z1cmbq7nYQMy0CgJ7l4br2YHt7O9199z3eMhth+NR2pjwkR2WoOmTWKoAPS3nDptsaV1EsWsoA2NbWRnesW0tZAY7tJ09SY2MjAx9KH+e7z4ssdULVoR0qL6+gstI4y6sB7MiwwYlGP78HH9jCHtVlJaUMxieOn2Dnty2bN4uJIEbHjh2jrs4u2r79uwzu4aIIlQjwBq/59df/Ro8/9gOurZ8V42FDEJMHuM7DYkx8PmrVmFS0vSlA+6OPP5biE94IlSrHY+Icx1Wbgq7O7k31HbreKoN7gZt6ktPAbHjlFcMoALbpTYIWn49afUUiPnwTbnsQMyQCgJ7lIbLLIwI0d6AejPqrVu+ZVmGTTrq/4cj1Xje8mqlJjimFJfDhSKdG2NMDoo6mpia6eu0ab/BlxjPc4XpwYJB2PvEE/f0fBxg4gVj19fVUVVXJmXL3+fMM5hCIgPnxq1//hs8z1caa7mRy4EArc57R0w+A90brm1x2CCk1JMo02KiETSl+n0qnqTKZZABGyYXVirYjN0N9G3zSo9qgHOxP4fdsF0o8jvL+8IffirTgwaG9sU3fqsTvm22pkkbhe8T1fXL2LDUsWtg19Xc9iJkSAUDP8hBA+Nt1t6/en81lTNLlWVNtgBmS9gX/CZUuk2YaQLIMhHGUvSdKHuiuDV8LqPc2bLiPOs90MZhu2rSRWzqBn5ysrKJEvIwnADyg2CsV2TEAqyJZQfPqmuhke4fnFgcw6zzdye5wK1as8HoD9lzoYZc5KAax4TgoMmKAdU9PDy1evFgZD+Wp43Q7fXaph5sLDArQ9/t3aF60f9UAIG4/d4auj6Rp/ep1XkcV29WsE3nu5HKJ6ykUNYCbXM/3r0hk6UZywAvqS0uZLcG4HyWcqory1im61UHMwAgAepbH/v37x19++eUDZYnEtmsii9ObYJqVwccKuA3P4VMCjKs5vySB6o3Wg1RTU0OdnV1crgAXGYGMFfXnq1evsCvd0aP/VjVqm5f1VVVV3D38vm/fS1kBZLAsBQcZr6NGDCl0SbiIxkZTVFQUZXe6dCrNIpOBwQFW+MEeta+3l4qKi6ij4yNasXIF/xUQmiCrhvnRN8S44F2TyloXLlzI2TmuBRMFqHoXL3RTRVmCyuMJ7tSCa+NuKT5g1+Eq2h66hk9+QW5MWprlMql0pCXdjnrN4gnmvPge1jc1uf39/b/7ym9yEDM2AoAOAmKSnd9sXDUgsj7L8OgUBbP8SeFqNZ4+zSXtsAzFYG9vD/8OoAdhiuYIe/24FZYVPJ1JgOgQg1nLn1tk5gu6XS7L7wN4VQiwB20uZEoKIACvrDTG7nnRkph3aclkkrublMyrVYpFg7NzdCXPUU59rsPvw9grRUaerEyKVcQAzRUgj83AD44c4Yy/vKKCXm1pQY9A3qj0d1PRIKud7OgLntRcgybivwkpsn6Ptidlow6e7Qq0u+VLl9GcysoPf/bTXQGDIwgvAoAOAk1jL+/bt+97Kxtv+8vVy1csV5UROGHWfGTFf2YLUPEIC7CMKOMfhKvYGf6HXwbNBhhqk8zrlKLZDKqEkMlO8FiOKh3wZCEerARkb2qHbE4/HZpTU61EIiRtPk2H4om4qsLY8poFgEZjUZGdRz2KG8uvDUmPO9Da6rE7MBGgbr5t28NcB4cCcuvWrcxu8YtR+K9wC9Lxwgag2vzTmbMpwdkv4fYaCphS6k2qfo2NyEcefeT6Pw++uWWq73UQMysCgA6C45lnnnl9z549q+9uajrS19cf6xYAxUDkSmtNQ1luMCdBUcj4V67MhFloYuhlv8W1Yt1GCjAUhiMekbf8L3REUU94swI6PHE3F2xaGo53bohI8ZmRiTv8HtR5SYtBtNUzSa8MrmMbjixpkPTFcHEeX7ijPK+l6AbXCpDGIyaAGq+hRGOpbicYs0Bh0X0FTfb5kD0U5TO+F8NHV9Tny5UGo/Mkcl5STD4Lbp0/cvDgwRVBm6sgvhgBQAfhRXNzc/uuXbvqGpYu/UPTXXduKC2Ll6dSKfrssx7u9wduMTJpm1tDXWcAQieS/r5+xldHOdoxiBIpcDa8comp9ScoA7Czm+mJYhASfKUZkc68taWnoTJ0tj71mTPJ9ylGiSUzfQmMlmJMuKqIYDHGSqiWjQdIGmLws+5ugveg5oya+Oef9zOzxc8P556G3oagpNChKzn+lZXF+b3FRUWeOrEQmi8uJqtQhMqTCVrW0ED9PT3tLS0t61566aWJm3Sbg5hBEQB0EJPi+eefhzfodhybO3ZYz65atWZBff2zG+5dvzEajYbBRa6sStLZM2cZXEtLYrRoUT1T2RwF3raTY6VgLFrCTWGZTqfKHuQW2meRYfoaAUimiDRcKkjK4YNBLqlxbU/FB/GJLKU4XHfG+HlxLrjTki4nx8zlZIsuR32u7dq8yWiL67PV9erPktQ7m8cB+yQ/kSdVVpafQfiMrBgzr8o0sn0V2guAy7xy5UrxOtSWDoVNU608mCROtdVzqb7+VipLJGgknRofGhw8+u7hwz/avXv3iR07dkzjHQ/i6xwBQAfxX8N55RWgUpt4PISfRXadKC8vvzMai/5x6MpwDfycYfijO18DNAFeUPpNiNfuuuse6u/v+3HeznajuZMAZQsP1zUjIrPln13TjFgszJOvkTyOIAXFz+KHiCtS6JCF/qoRFL1NwzTDpkyRvWOj4EKEokfIlLJFSwwTEi+aGAPnyITcDKlj1mCbUhxpYjAWkfMuIqo7XC22JCsOihyU353Yz3+xtwqNDYqjMWZ5cE9F9pUe4Y1SmeEX0513rB0fHxtLZzKZ4Wx2oqvz9Kn3h4aG/vTcc88FbnVBfKkIADqILx0qu37rxV++eDJSXLR5IgdVsqPaPaFLCDbHwpxtAmvnzp1rDw8O/v6FF15IT/e1f1XR3Ny8uCwe/2R0NM2NGIsyEXbDw4ogDxtn1+bejmCUHGk7em/z7t1t033NQczcCAA6iBsOkVCeq0gkNsP2U1M0ciJzBHtB5J5UXBxhwLZz2a7/J3BG7Nmz59yTTz1F5z79lI33udugErOg2a3U74jjUMgNwDmI/zUCgA7ihsO27ZPzb5nPvhrMi0YNN+9I+oWyWwZ3ubq6umO6r3UqQmTHE5HeniIco0s3fKfh9wxvZ1RWYOyUGR9LTfd1BjHzIwDoIG44UqlUy4L6+vsff+yH68ORSFVJLBZC7RWtomKlUQFWYXcsPXblX4cO/WS6r3Uq4va1t1+3IuHqSxcvMYsFhlC5bJ5521YkQpWVFVRbU31puq8ziJkfAUAHccMBYYt4+r7++emnnw7PmTOnWiz183v37h1yVLuUTZs2Tds1TmWc7ji1Zu3qNa9tf/Q7a8bGM9b42JjBdXgp6HHLSktz7e3tb033dQYx8+M/KiHH8MULh5EAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>