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MFL LED 60W 6COLOR Moving Head Beam Light (MFL_LED 60W 6COLOR Moving Head Beam Light.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED 60W 6COLOR Moving Head Beam Light" ShortName="60W 6COLOR" Company="MFL">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>42ce716d-758a-4341-9c0a-ad7b44b596b3</Thumbnail>
  <History Date="14-12-18" Author="Nic Morris" Comment="Created" />
  <History Date="15-12-18" Author="Nic Morris" Comment="Added Atlabase ID's (Unknown 60W LED Moving Head Beam - p/n MF-b60)" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="73d5c471-24d5-46c4-b225-636a99c865ae" />
  <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="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~35" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="36~55" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="56~75" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="76~95" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="96~115" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="116~135" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="136~155" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="156~175" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="176~195" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="196~215" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="216~235" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="236~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="7,8,9,10,11,12" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="13,14,15,16" If="'Colour1Func'==3" />
      <Else ID="17" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="22~31" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="43~53" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="64~74" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="86~95" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="107~117" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Op/ 1" Display="'Op/ 1'" Dmx="11~21" WheelPosition="0" Colour="255,255,255" />
      <Function ID="8" Name="1/ 2" Display="'1/ 2'" Dmx="32~42" WheelPosition="1" Colour="0,0,0" />
      <Function ID="9" Name="2/ 3" Display="'2/ 3'" Dmx="54~63" WheelPosition="2" Colour="0,0,0" />
      <Function ID="10" Name="3/ 4" Display="'3/ 4'" Dmx="75~85" WheelPosition="3" Colour="0,0,0" />
      <Function ID="11" Name="4/ 5" Display="'4/ 5'" Dmx="96~106" WheelPosition="4" Colour="0,0,0" />
      <Function ID="12" Name="5/ Op" Display="'5/ Op'" Dmx="118~127" WheelPosition="5" Colour="0,0,0" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="14" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~191" Colour="0,0,0" />
      <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="16" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="16~131" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </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="Move in Dark On" Display="'Move in Dark On'" Dmx="70~79" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="200~209" />
      <Function ID="5" Name="Stand Alone" Display="'Stand Alone'" Dmx="250~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11">
    <Import PearlRef="UKMFL60W" 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="009098e4-ef82-4fa8-a3e1-5fb54b87d190" />
    <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="P/T_Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="10" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" 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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zvGGi/lFZeyMEdGUCpvRORTIqjOWjfYa98aUkcFyXIvEW8/tHjT+Dt77l07fbt288ytToMXgiGoA1eEXziE5+IdHd3lwXhOCf7PhoJ/f7gYD/C0TByPBHoICWUKRG0r5q9KAyCS/FqgBdjLGOe2TawLSZfBW5UxarZi0OOkGWSEo8M6uoSmJqawa/7B9A7MYy13ctlfQ2yTxpbERJETlTrHD4Aa/Ua4EgvrO7FsM7cBOfYcVgnjgvCH+UQPwUqQ0ppiU65cqxUTQ+pDMKJWaCrA7H+YeTyOd+iscX6BUHaneKfXM/QKJ565GGsW7v2VrHqO1+dX8RgPsAQtMFvjK9+9at/vnLlyr+MhO3FH/7QBywKj3vu17ucdDqTyefzmWKpnBKYyOfyk1s2b1n9y1891FDm8LkyK+epqWnUJepQ15iAlwzIE35EtGwPkDr19mXbIU+tOlz+U9CjRuTS0qBnIvnZ2Vlksxm0trbw59MzMzgwOIgnjh3CqgUrEIklgXpBuKSK2xeIPY7CJbKlScKWVUDfJNBaQqjnDDgHj3hHJfcVCYdZpdODhhOyOJiExaBRKhSBmVmhzLthN9cjNiWIm+KpPXVPKeiWWO+svIP7nngcV/zlZy788Ic/HLr99tvLcy6ugQEMQRv8Brjuuut6uhcseGRwsG/pU08+xpN6XPtCkFUqnbJbWlrqF3Z11Xd0dnTGE/EVpI6P9x0TZBwRNFeHTDaPifEUmhobYYfoT9DlB83xsb/LSR4eNVsyfI4KH4VD3p+r5ny4nnJWZD1CWX7iOFpbmtmJCIVtjuiYmU3hl71HcN7qEazrXAFES3BjdUBJKO7uOhT7j8PtT4lNnwCGhRpOd0nvubmNw+nKxRwiyQQcmqQU25ddwYu8XxpspLoXRyquBZP0goWwskdZ8dMdAn0foowaMRAsCkfQODCEE8d7Q9u2bbtSHPatr+XvZ3D6wBC0wcsCFctfv27tM9//99vj+UIB8XgCQikzZ5YEiQ4MDCMai+PQkV7sP3AQ0UhYFcngcDSVhh2LRXwl7WizfXZIpm3bQlJzGjYXQgLXtygzEcrwOrY4KJBDbJMsDSLHgYEB1NXVcU1ouJLw6ftkfZJLku7pPY5fHn4OK9t7EKNEEyoxmqbY5gzCVKh/7BjczBSsM9bAmk4BSUHgHZ2wQi4iY0PcRDbcmBSq+hCsyQlYQqlT41neF8ADBR1UiIr6d3QAC7vhHu/zBxCu11EuISoGnyUz4nh27MT6887/IxiCNjgJDEEbvGRcc801LWtWr97xgx98P54hpQhIb5YIiifQvAgHV8Yl0wRZOpPziUsVFGJx7IWpuZJlkRVE5xDZCsUbEaSeTDZwhAdtn8ga3oSgoG4xELh+bHQsGkNerDs8PIRmoZrVpJyfVyi2TdtLCOKeTqVw/949OHvBImxNCIWdT8FJp4j9ZYNYKoIkSNc9fhzWmRvkgLFkEZxVS2GPjwMrVsJa0A67+Sk4B3YDB56HLY6FSo2WPRVd9pJYwqNjsFevQGh6CjGuXV3gDEm2eMQxnRmJ4zmh6Nvee+naU/FbGpweMARt8JLR0dH28B13/N8kZfcpv9fRIijYx4V87XgpJTGhpnP5LEhtCz0sCMxlK0SW6HRYPdPyVPhoemIGExNTXKWu1OoKNRwThBvh/aiQNSJAsj9i0Sgr54nJSWSyGVnZDpbvW7vapCE91ycTyIlBZW/vUfz8wF4sWb0e7U5JtrUSCppVbkkMBFROtCCIe2QItiBkxJOwF7QBZ5wBq6kRVlz8k3nTebCiQrXPpmBPTcMq5IFMhpNZuFkAxz+L4xyfRGjdKli/3s+hfJaVF4OLLIPaGRKDhiD9bDoV/vznP/+Oz372sw+e6t/X4PUHQ9AGLwlf+MIXrnrm6R1nETn7k17epB0TLBETTZjZlh+5oOpjxON1XDO/QJl3lorKkBN7RNFygk+QaEM9ckINTwnVyZEdQhFTFAYpYEo8Udum+GZ6PTAoU8OpJrTtWR7kVbse6eskTeMF2R8zQiE/8NxurGlqwfvqWsQ/AJuLGoGK8xNJ19fBbu2Ak52GmxMETPZJwzKhnNtgtdTLHoWNYpmwOJaJcZQPPw+rvR3hWB2cowdgDQ/DJtujKK5JhDrXCoJfvhwW1fcQhE2TjMWCuE6lInoKFg7s3Y321tbLxBEYgjaYA0PQBi8KKmZUKhZuoIasKsKC4alVRcakHMkfZvJGpbgc3f7H41FB0gV/Qo3CNphIHRlHTC4IrdckVOrgYJqbv3Jcc6ksVHiMrQt6NDQmURTbGBCER14zka6KfyYoYtYJmsLh6GsqURoVhDs0No67DzyPJWvXYyurfiHfxQCCsFiIklHaG7nrinu8F+5ZTbCmZoCeLmmf0yBBvQpX9QjV/FZgsB/FJ56CRT0KS2IACotzWyKWDUXA/7wyabjLVzGxh/N5oaRdDrezyuKOJJfHnrEJLN245NxT8bsavP5hCNrgRZGsq/vazp17okoRw6okkYQ8smaSpJKb3uSesj4U6Pt4PM4tqsiL1REk1cbGRo7GkJN8LpMwPWg9KjtK2YEUGUKErcLc1LH5CStso8Aj/4qSpu1MCxLeeeAg7mprQUdDG5aWcnBJEVNjWar9LM4h1LUU5ZYWlLIZ8Y+kDDsjlqH+hlQzhPYjCBxnLEP4be+CMz4Ot/coQH58g1DMS5fKetEzWWB0CHYyCnvdWWK7FiJHehERRF0MWVi2rBu/GhoENp7d+Sr/hAanKQxBG7wghNoN/c8/+qOP+lYBwSPfcCjkvXU9FVuWfjH3BfTI0pLlQB2hetmeEARJ9TZ4wqxcrpQJ9UnVlUo3Gkcul/dLh9J2lfdNBE62RNkrWsQThrZdFRfNDwd+fLTjKWxaJpGIIyWO4d5nnkXXBRfgQ+J9SybLRT0cQcBhQdTiAGH3rIeVmUCZ084dWNQ9xSNxvnuoTwBnnwW79zB3WsGsuMMoFxAWIjy8cjnX7MDjWbji7gELl8Kub+DuL1ExwFCoXnN9E2KFLNULaXjNf1iD0wKGoA1eENdee+01T+98KqIiMGxNMRMU8cFTq1ybGeCSm8rqUBOKinyJoGk9nmR0KomHuhKur08yIVM6OD2rKAgi+ErccZj7DLL97A8eyv+WB+XSZB3/50g7hTINBeHHxLamUmnc+cwuNL/5PFwuCDMRiQuFHOOCSC7dDcTrYC1dAuRmBFHnxK1EkuOYeac88AhC72wCtpwDHD0Ki/xoW6xHg8NsTmYrdrSJ8xR3DI2CnDs6BUknEJ+dRfHYcaTFYBAth8ljj742v6bB6QZD0AYviOnp6T8mQlSq1NZSrFXtZukpw/teqlnXKw3qetXl1LqkkhNeESN6lt23q5U09/aLyOgN2jcROvnQ6j1NICoyDwuSdkOoDB6ucr9ltqGMFvEsDqeisGmgoP2eGB7Bj3Y/h5YNm/AuN4JwPC7+VQi+zAtFTQqeBp1lPeJCpMCtWQTxug0xsYyctKRJxFAPpYavRyk9C0yOoZTLIpIriP0UuIC/Q3cAkSjs5ma4LRsRFgMO7vwJ3FgUoULeK5ZqYDAXhqANToq/+Iu/6BoeGljspzN7PEK36TQ9SJaGzAGUkOFlXjq2V1PD8VQ0hZfJdS2v5oasrUGvafscBaJPQEJ61lQuNJ8viuXCfkYef6t51kTSFcVO3wcJ2vLVs6NNJhJJU1usfb3H8H3xOnH2VmxLiIFAvOZtpTNc+9kqijNsbYSbynLpUJeIuy4Ojg2kyOxOQbxvPh82lSTdtwt2toTC8RMICbUfiggV3dwiSL2R7RG2Rc4/F9aA+D4zAyeTJqI3BG1QE4agDU6KhobkJ5+n/nselNdLBKjsCWIWfuboDadSxMhLXFEdt1UqtCJ6NcGnnmkb6lmB6kQLfpZ1l0tF2YvQ85qDfjN954ZsGT3ifye3pfzzoEpXdkepWMKOA4cQFirXPWsjLojGEOEIE0HO+QLX7ECiDlZ9nOtCewa7uipCtIvz6mmB89a3ioMWhNx3GHahBCtuoZxsQKhzAcX4wY1H2D6xW5qBLWcj1HcMpeF+sob0iqkGBj4MQRucFBPjU5cr9UyoPMMnyTLKfsnNMqtkWxKzULRcDtSBn/VX9nxsAlkYpIjJ5tBVdGV/LmcSqhRpsjZoHeU/B4+J/pQ53NmqDAJBnzwYfqcmJuk46die3Pc8VzotrluPC+sbkKCoDGoCKwjcIiUdEwRLXrrj+t1cOC2yJCNG7I443LeeD/y6Bfb4MKxkQqjrTqGa62X4HXnXMzkp8JcvxeTAcUH8CfKy86/F72lw+sEQtMFJUSwWVskCRtWTg6rOccmLzHD8KA4HkbCcDLRhVwrqK0JE5T2RLXnLDQ0NvJ0KSXvKnMP1HK+gv0xm0Uk8qKQJfoF87TM/yzFAziTswyHZnJZ8dLI7SoKMn3x+P7LlAnLlIt5JdT3yXayGIY7BjchBxwp55E/qOiMVdjlM0dSU1CK+P2cdMNANlyI7hCq3vHBBdyYFjE3CyQtSbmrA4NAQHKG4i8XSgdfqNzU4vWAI2qAmyH8eHx+Py75SVpU9QVCeMUNZB/zWW8ZjY/3u3dVC3ZQyJmJWDyJnsqeVilaEK3dRrXp1gvYnDMPhquM8GTnL1lkuEzNV4tPjsqkg/+4jfTKjUSjni8XuFya2CPUcFWQakvHPkCK4fHRAkPCsIOks3Ki4VG1NsOIxbiTrdNTDFQqalTeFBKZmYR/rAyjuuS6O4srlODo6hIauLgwPj3zj1fslDU5nGII2qIlkMnlZJpeSIXOoKGeCX5lN84sJVGPCJ0K/GBK82ht6xTd4dkhl0lA+bO5EovxtepCypXhooOIlq9fByUuCrH5nVT2ACsHT9lg154scvkfvlT9e2W4Rh4W6/Z74fjSfxUUzk1h37gWI2AuBpiQQlQ1urYUt3NfQ6j0Gq7EB5UP75WQkipwy7kQTCHV2oiQGAOv4KByxnH1gD7CgA4d7D+CEIO/WeF3+z6/81PdepZ/R4DSHIWiDmhDK8nxOtADmqGeCnCC0ZKlQX6FWiFAFJsjiRrLMqAqn09VwZcKQlG3ZmygkopURGH51OhdV29dVuCL7yoRhyFfguv9MoXpkp5Bypge9r2qrBTUhWeJRaXRmFj/e+TT6pmZw4fAALtj2TizYtBloEGo5KhR8QxNCZ61EWahqZ38vHTTsbFqo5hKs6QzQ2gy7rRXO+CyskVG6aGRpY0Yo6CeOH0UhHid74/5X/cc0OG1hCNqgJmZmppe5XhYeRWZwGYqAv+ty3WbLtzFk1IRHoF5iilxOqmiCbjsoEqUwOCLkUKjMJK3qcugELVGZ+KvykwNqGUCVKiaQUiZSpolJImB675+Htk11jBTZQQNQVrx++uBBDE1N4ej0GM7t3YeN578dzSuXwaaKdu0dCMUTcv9H++FSIadiDo5Q36FsRnwmVPPEGJzJcZ5YzLY34sG+4zhUKmLxsqXI5ko/eqV+M4P5B0PQBjVRKha69PdqMtAGAtYBAirUqqhQaGngWjKKVM9yWdu3NSyfsEM8CUfqN+THTNOkYUVNu3MeeleV4CShihgpeH0Q6X0wTE+Hek/rKAU+MD6OezNpHBodx68PHsDmtetxxnlvRusKQdTJJOytG4HGRjj9Q3AnZsQIIR6CmMsnjsEaH+XuK4NCUT8iTmdPURxHNM6dzFtbmy8Qm//Wb/drGcxXGII2qIlcLt9KNGUrdepN2NkqFtpXzi6q8yyq1agiZ/0zRXoUoWGzxSETPui5XLY9kibSDfu9CCV5W/72gwQbtD1U5IkKzSOyVdEj+rpBi0P/XB07RZuw3y3+O9g/gP7xCewbGcGyfc9hRUcXVqxZg0VrzkCypRnxmTDcPb3A2AzyVgnZ9Cx1PMSBhhj2FdIYJ3VO6l6o7KNHj+Ltb3vH1lf2lzOYTzAEbVATs7MzDSpdm6DIWaloVyNEBEhSEbBeMD9oI9ATkaW0IuQ+SC2TSpYWB+3T9W0VqglNdTmo44qCvk19v0SmaltEziocUFfgwW3Ueq8TOanvUm22q/wAACAASURBVGkKiUKCY5+PDg6hf2wce5uG0H60F+2P/wpNkRiidE0KOaGYyyiK9TLiHNLJMFIOlRmlydMyolHxflamr4sBqOpOxcBAhyFog5oQZBenOhRUjY6zBWnyzlPSBLYwvMiMEHcRqSbgWtl7CpJMZeKJP6nIA0AIzQ2NaOtswf79hzn2WSdazhYMkLJuc1jeRKQidUXOqhqeXk9EXz+oomspbHWcFJZH6eF+70OBrHhPZE1dXhJxajAQ0rZvcc9GUv7ke1M96zGxrIrrFncN9a/KD2gwL2AI2mAOqMToey65KKSKHLmaraEmC9nPdV0/1RsacQbD72qRNPnO1C3Fj5sG2Ht++zu2IZGQra527drjE61cpLYlUdlm2Q/bC8ZL62SrlH6tyUE9fnru5CMdCyW2ZLke9eTkNFKpDB8vV9mLxwV5F/wWXcr/ltekjI72FgwNj1b59slknalkZ3BSGII2mINPfvKTZxx4fl/N232CKxkGlmYt6CpWRy0LQa+DobbNA4BtYemyFUJhjnDsMynmSshccDKyenuqrodOzmrd4DHonwXPS59o1OO+1cRnoVBEY2MDdwmniUvaDx0r2S/pdIatGDoOUstkYZAVdKK/D+vWrcPQkGxCAG2gKBSL1tVXX93whS98YfZl/UgGbwgYgjaYA6H61ldZANAmCy3LzyxkrglM/LkvoqR1EtRTxtU2vnPbd9HW2oITff1yEtGuqNda2yIQSSo/W70P1q3WVXGtz4LQw/SUdUITjY2NTVxZTy2jMiArD9u3Zej52LFjWH3mSkHsJchiUiE+F3V8VHa1vr5+lXj5zMv6kQzeEDAEbTAH2Wx6BT0rpawUnzdzx6VGKa+bO5ZYblXJ0aC3q6vrWhEdKrGEIZYnhdp3YoAL/9teKrgcGOZ6w2p7pFbVctUlS6snEINx0ifznoPETXYOdSNvoMQU3k+l7oeeqk4TmDRQqOM5ceIEepYs4eSUTZvXojFZh13P/VqQcsGzY8IYGRkmpb0UhqANasAQtMEcCDJr920MSzWEFUTqK9/KJFgtL7eWmg7GLOup4oo8OTpEK3hU3XGl2opQxK9StfXt6MsFybaWilbQ/Wbd1iAyra9vrNgtRMi+elZELe8GiKDpeWhoiAtBUW/F7oXdfAfSd+KYd9yOfz6koMU59LwiP5zBvIMhaIM5EMS0IEhgytKoqGpbX4Ef+rKEoHqufE7EV1HSuh1RK9NQbrcSA622SwX9dZ9ZV84nOa85hPxCr2XsNHzlzANWqKKcbc+CoclN5T3TY3h4GIlEHfbt24cFCxZwb8JfP7cPixZ1CkLOcRihSkOnScXmpmT3y/l9DN44MARtUAvtLqo9aIIfoqYrZMuq7qpSo/YytPUrCrJSM4Og181QBEgIe120ObHchV8PmshZV876hJ7a1wtFfNSCboeoNl/JZL3vgzMZk2KmxgAcFkglS8N8jIqcR0dH+fmZZ3bJyI2OskfEeRw50ucdp3f3If4rcxhgtPVlHajBGwaGoA3mIJ8r1HEhJI+crQD5BWOcX8zL1S0JfVkVcaGXDq3ypAFWovJzxytPKiMk9G3XUuDBz4LHpn8XTBEnz5lAcc5kXdDHspsLWRveZCBZGmxrVCYGx8bG+Hn37t2YmZmlEDo/g1FFleghfmyhFDkevOm3/MkM5ikMQRvMQbFQqCdS5u7WIJUYqkRyeMsEIzKCn+vkrZRx0PtVHq4iLv072yvQRG2vpF9d9jzecM2+hGo9aMcR/OyFojaoEwx9V6AmruL7urqk2E8Yqr2XrFVdKYsaEsQc8SI16DE5Oclb2bdvP6anZ6BHaqjjCTY+oAYHRdmswBC0QU0YgjaYCwsNrlMJkbM9G4Ogk60PjwyVElZ2RXACUfeVVYidbk3o2X6sgj0CVzHTSq36k4oaAQYTTAhkU1BLLd12eSHbg8iZtplMJv3lpA1TPXHJatrbH72fmZnhfR05chRTU9OoBL/YnHCj30VUd6ahLMMinVfDb/pTGcxvGII2mANBInX0rDdgVVN0KpPQ/55fVCbzahXy11OrdYKvmoAMJIkoVU3EXEcdSIpF3/o4GdHq1gbZFGoQsDh8rzBnWX0AyeczvH3KCLSsUJXCrxp4qKiTbfnKf3p6mrfR39+PiYkxOlv/HOQEol2Vbq66yEiylt50KBRO/qa/lcH8hiFogzmwLDehojZUpbqqbipKFavlvedgFIWuanXlq08MqrhotS5/Rs1avY1SNl5jY6NQplN+AkqtGGYF2geROYW70YOIWfeaK4OADTXsUGcVIlDpd1eOQ2+5pdZl1e+R9+zsLG9/fHwCQ0PD/pVQy+pp5nrauboW1KSgJAtAxX+T38lg/sMQtMEcZLO5mK+ZAxNo/D4Q96wTrop+qEWgtTzgoE3B32uKmx40WTcxMXFSUtZ9aCJMFYtMOFlBf3kaUsFKck74pB0cBKosGa4dYnMJUnoQOQ8MDHrbpPUdz96QCpqiTYKTkao2NhWMklmUduyl/jYGbywYgjaYg1QqJVtyV5ewYE+YaVsjRH4diNoIWhlBpRxU0nqCCdsh9BmnRUvybmho9LeloO9fD42jCA+9CWxwPQUV+kakSyRK1oTuj/vH58U+W14tavqIKtplsxkeNAYHFTnz0UAZP3Ibtt+5RVfRav+EUol6I2YiweMzMCAYgjaYA3HbbUslqzVf1SyIktYdhaB3S1GTYUEE+wMGE0x0Ne56PQ1db72uri7s3bunZmYgQdkaRLTBms8nyyDUyVlNAtayNHy7wpKknctlkU6n2XseGBjwJgRlbLMkcBW/LT1nLpgUyKIMFmESSt5UtDOoCUPQBnPgUGtqWHOIxY9PDloc3nq6cg6SaTCag1SuHlqnFzrSvWtCPB7jyAqyFIIZg7S8itaolbgSPBZ6EDkTcUpytjz1S8dte8dURi5fwqrVqzE1NSPVv+0iV8hxanYmlRHkPATZC1edo3/1+P+pJnQsFvWvix4Lre4m5LGRrx0xCtqgJgxBG8xB2XGskBapoeAGiVknXu293llF/0zfTjAmWv9cQbcauru7cejQoSq1rcqMBrMK9e3p26dlVTdveigE1XgqNctx0CMjo378M5E6kTPZG319Jzh9W2UF6pOD6rhpAKJaHMFEGH3ClF576eSVzBwDAw2GoA1qwLu1V+882wGaClVetJ+gorWb0slXV8lA7YQNFf+s9hX0jGl5sjkOHz4cIGfXU84vTPa6ciYyj0bjrFyr92XzpOHs7AyTM6V4W65MxyYSnZ2e4ZrPJ473MznL9RzvWlVfNyJ1in8m1c/HiupJQn3AksdmCNqgNgxBG8yBbTFkOJ1VXcLTV8KKlVxZ6U75xfoEor68bpUQdA+61jpBi4LUKIXBkYKlQktEpvE4RV5IBXsyf7qanBNU90I706r7A044IQJncuYJQvLji5iemUa5VMSxY8e50JOuiIOv6UHWBsU/q5ZYPN9KqeqWrN+hjku7G3jhKk8Gb1gYgjZ4UXBNDs1DnZNe7b2XDV+dORN/QZLWUcvqqNUzkIaARYsWc4U4WowsCrlrt8pK0ben9knkTOQeiUT9Y9AHAFo/nZ71yDkplxH/FTzlTO+PHz/O6ea1uDSo+unYaDv0zH6ztz/LY2c3EB5jv1gZPoM3LAxBG8wBqT2yAHgyULcK/O+ri/ErqEnEYNhcrfrQKlNPdVNR6wWVs/55T88i7N+/1w+j0/ddy3eW7ahyTJaUJk6Tf5ZfJtXh17Q4RWXEEnEkhHJ26TOxKUrBnp2Wadv9/Sf8iT2p2NU1mVuEic6JQuva29v98EJfZauyf5UUTP48TFWXDAxqwBC0QS1Yc7LvVLiZLUttuqozirdCpf2T7fcH1FO4g7U5dJUMbRu8zUDUhfqciG/x4sUce0wkXSHN2uSsum9Xe9xqkFDKWZBzPIaEUM9SIcuGtrMzs9w5hvalR12o7QftDQXyxOncyZIJrgfvitG+bS80Tx6X+/Lqohq8YWAI2mAOlNCzPWJWfrOqu6EQTExR0QsUKUFkGrQ0dALVU7trFTMK2h7qszVr1nD8MZGvKjsaXFf1D1TkXHVufExUo9liP5u2EY/FvYk/8MRjKjXD6w0ODvmZkUHUImdZyyPJHb9VgX/Y1WTuOpWoFzn4hFAuOYagDWrCELTBHFg+F1u+x+yrX2VPeEpZJ1IiWlKQVKNCeblB1JoUDMZJV+1bW49ApNvT04Pe3l6uZUEES/aFbrkQOdP+dR9cbVNti2KqaTAhn7ii7h0OpaOSptSqSrdfgpOBStlXTw7GWD2TvUEgRR48N7UdR722ZNakgUEtGII2mANWz9p7n4QUIWmfq4w/RUJE0FQbuSTrHNecGCTolemCpByc6FPfqeczzzwT/f0DVDOESVo1a6VtknqXFekqtkow3I58aVo+zrZGxS8nciaMjU355BwcKILKWbeCyNZobm7yST+4vG7vEHlz1xpwlqJR0AY1YQjaYA4ozM73ml2veBEqpO13VIGqnUHEJwsFqdZPRIJE1oRakRon+0ylWwfLlupESeS6YcNZ2LHjaVbxRHYUeqfqRbO9kUz4PnixUPTmO12vvGfIi7BwPJUtvWj6nmwP3fuuRbS1nomcSc13dHSoA56zXJX6VsOc5c6J6jAwUDAEbVADlSJGyiZQZUc5QYQIGhr5eJ+zKhTLkoL1ulXPsRkUuesTfHpZTlW/2a5hoRDU9np6lmB4eBTHjh3zt63SvimhRNbaCCESjbDHTAQuLQdZlS6by1QRZtkR6xVKVWF7+n7V61pqms6TLJW2tjYePBTl+ikw3qBT626CPGnyvw0MasEQtMEciDtuGesQjHeGZxN4dTmIEJmsidBQ8VnJOqCkD5VWrUdk6NBv+fXP9JC1OTHX/nIONm3aIJRvivel4kmU8i4WHbH/IqxsDik77W1L+r2zsymhsOPcM5DImpZzyrW96pOFKCuypu22tLTw3UJra6s3mNlVzQ6CsdrV52wZD9rgpDAEbTAHqp2T8pz96mv0XCMJRZG2+kx1JlFREgq6KlV1NFQstK4yT1ZPIzjhR+R63nlvoo4rxaee2vGjiYnxjeWy08IK1nGylhXORCOhtQlBxKr8J6lq6nPocnnSMgrFghxgamT41arKp0eu0HJEzjQgUSp6MPwuePz69v1rzTZKDZPewACGoA0CEIQRuuTii3y7wifjAOkEoxOcAHlSmjMRNEVLEFnr6+nQiT4YIaGTWTA2WoHIcdXKFZFPfPx/XXT/Aw+edcMNN/R752HffPNf773jR/+BjDgOUqnKAql0JVdp69KUUJaOIuZgRqM6N3UOFE5Hyrmzs5MHopMl2rxgrLfxnw1eAIagDarwkY98pHFifNQvL8pERqRUw55gUkV1JIZea4NImkLuVHadHmIXbPyqt4OqZQkE07nVMRAOHuqFHbqv+T3vee/hm2+++Yqrrrrqri996W92/uxnd52RK+SZiN2yZ8W4MqPPcWVXbbkvlwckKrqkam0E9xUcWEg508QgTQrSeSpyVkkyOpEH7wjUd5zcIxsBGJY2qAlD0AZVaGtr656cGPXeadlyRJxeRTuCYhQ9yiGYNUjKmXxomrBTmYb6OvReTQrqSSa6ylTPteKJK739yti//wAmxsdjH/3Yf/3J//ev/zJ1/333NLM37eqTmRWSLQfqg/C2XNevjFdrIKBnOmaaDKRzI+Vcq6WVuh4vNNHon4/F16NWyqGBgSFog2qIP4jFlqX68cnEFNXqyo9EUAsHPGWdpBWBkrokoqSwO2V1BNO89Y7gwe4qtaDXU1Ygkh4aHsVXb/0qZQI2y1RtmVDDk512NemGxDmW3UobLnnMyk+3/LA8fR2a8CRyprsB8pzVXYF+rPpdAIchUrusk+hjXsdl1W4I2qAmDEEbVCFRV3dGVccPeLfoeiNXSAXqKEXtkVStbigUdkYkTWF3qs1UMJIhOBGoe821vF99Gb0YEaFULCMRr4fdEhEDwzSXC7Xtkm6h++up7tzBwYGsabI61L5VbQ0aYOhcyN4Inqe+bQVS42rCNVgwCvD2AW4tZgjaoCYMQRtUwbGsbfp7VXhN+cLButB6tEPQElBQ3Uto0lC3N4KWSK2QtpP5wTJBpaLa9SgQAqnb1tY2Vu6ZTAp2kZJYChB87W+D+ys6ZX9b6lxcjhCRHblpEpAGGXpWySgKJ7NBlJ1jef+p/Tle5qDlrwvZmaVSYs/AoAqGoA2qMDI8dD4niNT4Tt22B6MxailfnUzpvWqeqmKj9XZQ1aqzOqFD/y7oQQf3MSf0z/OMW1raOJyuXCpxxmCpWOJyooqY9QgUhyvxRbzOK1F+puPVE2d037oWmOjFlQpZXoyzzOqRVO1FxPgWknh0d3fXf/rTn07ccsst2Zf1YxnMexiCNqjCyPBIu6MRYa2IC9f1iibByyIMLE/QIxcUKiVCLVakwZhntY0g+eukrQ8E6lmPqdZjrPWsRdpGLBbnwv1KgZPlQscUjoSZSIm4Ha8AkwqbU6SslL8eDljrHKsiTxSJe9eLX1dZLbwCjh0/jGXLll0p3v3Nb/nzGcwzGII2qEI2l41AWQ8esYS1+hjKSlAedK0ci6CiDT7rJTwVAdci6VqWSVClq2dlmeiEGiRQPb5ZVbJTIYAEquFBx1am9lSuc9LoEf11MH7b35/jyg4qTuAOwIt9DquJWPHR7t27sWnj5gtgCNogAEPQBlWoSybddGq25mTdCxGvrjIV9O+VmpXqtUKUtRJRgoSn71Pfrqo4p8g5OBGnx1grBGOr1bq6h62C8spe9Jt+/GobCsHEFGWrBCc41bIc2WFZvpKm77KZgngOt760X8jgjQRD0AZVqK9PptOpmWZXhm/40Rs6QQV96JORqU7ulW1UijDpJUeDhfv1Akr6tmid4EBQdWwBMj9ZLLK+D3UcuhKnh4o4OVnKtx6dUcuPVgOA+l7VL2E32oXfozAepzrStvGfDebAELRBNVy7T1BHM2Xf6aFsihhlGJpT1c6pFiHr7/VJO2ImUtBkJxABKrxQJEjQ2yaQeg4SuP5cq1NLJT6bnmniMoLmlmZEwhGuLZ0v5KqiVGhZpdKDpU9rnbfabzBpRT+P4IBBn0VjUeRyhb6X8OsYvMFgCNqgCg2NDQ+Njtob1ASZrmT1Sbmg7aF/pk+oEaqJW0YvUMgdxRW/kDIObu9k1opuJSjiC3rDUhGHkKiLYvPmc3DhW9+OlStXkRuMTCYriLjIrbR2796Fp3c+iVkq3n+STlTBQUhPU9eXCUaozFXiFofaNTU1UnTJUy/zpzJ4A8AQtEEVBMncIv7/TxUJsVK2LL8eNLzbelW9zrUqraZ0Agpm+lVIVD6oRgcVGwpOrqntBC0EnazV97UUcnBbcp8Wl0Ndt34N/tsf/BGWLl3BKprKjBYKJTTU17Ft09TUhOXLV2Dzli148IF7sXPH01XbqKWYayli/bz19HYZxSH9ZxkLTYk+NlavWoNnn939H6/Az2cwz2AI2qAKX//6149efPFFI4JwOqvIER5JyQ/4c8ezO/i1pqBP9lDbIqKanp7GwoUL50wSBjt162ndetagbokEIz6CRBoOhbFiRQ+u/JM/Q2fXQqQzOczMppFKZ1EsFmgrXtw3edBhNDZ14tJL34/GhiY88MADVYSrUIuwTzZI1LI79IgY8XL2c5/73OichQze8DAEbTAH7a0dfz8yOnh9yYsl1qHIpqwp5CA515q0C0ZBFItlTE1PoqW5dY6NoUiutbUJm8/eiJ/efS8Tp749hVpWgt4yi76rb6zD7152OVraujA8MoGR8XHksjmvy4rDSpbC6gQ9s+KlEDy6Yzhn63mYnpnCY796vGZ438l8cnWNQiHZTku2A9NUthZ619jYQCVZf/Hb/F4G8xeGoA3m4Hv//r2/fusF264SdJJQk4J8a+56cbwBz7nW42TfE9Rk4djouKxrAWtOHQ8i5DeduxX33/tzrF61Akd6j1URYlAxB7/j/Xup1eVyCQu6l2JoaBSFQg5R8VdftMliLiMUpu+FOqeuKsijkC+jGIpSLBwXMtqy5Rw88/Qurmtdy3ZRCE5y2nYIq1Ytw8aNZ+H73/+R2E80cP6yVseZZ5yBgYHBv3qVfkqD0xyGoA3mQJCN895LLrkxl89+Dl5SibIy9BA7pVJPpqRfzO4g0pudnUF9stH/vBIb7WJ0dBiXXX457vn5fTW95Vqedy11W8jn8fzz+7ByxQqOHKHqnnHB0s2NMUSjMo2bLI8FXZ1c1CktjiseS6C+IYlnntnJaek0kahHaKiEmKB6V8dHj9WrVuPn99yLtWvPwIGDvXPsDk4pT9Qf/uQn//K5V/xHNJgXMARtUBN333PPTdu2vflKQSgLHTcYKiehfOEXszeCFgZB2Q8DA0NYs6bBv+3Xl9+99wAOHDiCmZlZqOiPoAoNEmRVbLKXrUfbphrXz85Oo4Uau1I8suN67a9iyOVz4rMwyqUCl0al6p/JZL04tj5MT01xDQ9oPReDg1LQb7Y8X/2xxx/HO9/1Ttz105/POUa6Q1iydDGGh0b+8BX70QzmHQxBG5wU7e1d7xofG97jOK6tq+Xgrb0eVqd/Hwy9C2Ym0iOdSmNocBAdHV3+NhXxZ9JZZECxyHMr5xFqZQgG98PvYxGc6OtDOBLFMfHcUN+IWFx2HLcg09bJbjh0+Ah70bROqUiV7/JoF4ROE5pBUtbPO5jgQrN+ZDuPjU3jjjvurihnLUEmFgujsaH551dddfUjr9LPZzAPYAja4KS444479r/tggv+ImSXv0pdsp1yya+9oYe6vZidUSseWj0oEYRUdJzKeQriVAkoemSGHr0RVMzBiTkd6tiy2TwefOgXuEio2WgkjhMnjlNKO9sd9KBJQRUORwk0VHGvJB6dna1C/f4EefGakmuC51Erg1LvCCN7o1enftNrevQsWTJz5MjR330VfjaDeQRD0AYviIceffTWc8/dslaQzSdKgbrJCi/Vdz4ZcRMpHznci1WrVyIRp64r1QWOguQc9HKD3nawSBJtPykI+ef33YslixfjTee9Gbl8EUNDw7yrRDzhV9qjKnstTfXoO96HO+/8JeKxJFzXi1lGdXz3yTIK1cCliFqFDtJgIMP4kmXXsbd94xvfKL5yv5TBfIQhaIMXxVNPPf0n52zeZAvi+WPVFZsQtDpqec+6Z1tLbat16XHwwCEsX74cyfokLNeqUui16nyczHKpFeGRzxVRl2jA+MQs/vmf/1+0tDTjzDPPQHNTM8IhivYoIZ/NYGjgBPbs3cOKPh5PoqgmSd25kRq1VHswDloRtWwjBtTVRZ2W5s4rbrzxxt2v6I9kMC9hCNrgJWHnM89+/LytW/cVC4Vbyo5rl8qyRkUtgtQ/D3rXtSYMldVBSvPAgQOcwELdsnUCrFWwKKjigynm1ZBeNjkZ3d2LeX+7du1GNEaTg6o3YQjNzS1oa+uSk59OxbYIRmrUSkQJKvuKiqYOLbYg/Vixo6Pr/Z///Od/+uJX3MDAELTBy8ATO3Z85aKLLvppb+/hu0ul4grd8lCopZJr1eZQzzrBU9gd+b/0GB8fp04jnA6ultXjpFWHExXyRv39LOtk5CyTRnRVSw8i42g0Ij6hFGzXJ2RHiyjRw+kqx6zCwqsjM/Tsx0phJgobdBGJhI90dS56+xe/+DemKJLBS4YhaIOXhXvvvfeAeFr5jgsvvOzo8aNfzOdzZxZLJYtsViYyeMTmVKvOOZaEsjdcj+go4w5glZvPF5HL5TnkjQoqtba2cp0MVVxJj9hQoAk5lY4uG75Wd4FRVexIJdNBEmHb3ApQ62VouXJij8jXsaC6m1d85eA+K9dFdnOhbXk9E4Uqz2Sz4picEytXrr7uH//xn//lVftRDOYtDEEb/EZ48OGHfyyefizILXTRRe+4oFwsvj2bz63KpLJLJqcmO1PpbINQ2ZSJGBcP+jsLScJTpC3jmkNQvfnkE0WJlIolO5PJWlTxjh6p2VmeYLMFCYbFw+aoCIfD44LNE6kbIBOn66lYQcpUTpTImbIGiUjjXn9Etla86AyPa3lsKQkUioWiIOSiOGbyP8RhOSXxZdmmE7Bsh3flWoqtXfGxI/bl2lYo29XVMbhgQfcvm1va/um2224bflV/CIN5DUPQBr8VHIfbjjzkPV4RfOhDH7rumacf/+vzzt2CJUsW44x167Fi+So0NDRzRh9ZIYNDgxgdHsSOHTvxxJNPIZVK+92liGUpzrijox2//7GPYcvmt2Dxoi60tDTJOhu25VskkxOT2PXsMygU8rMf/vDvN75S52Bg8ErAEPQbCNu3bz+zra3tA+1tbf+5qbGx2w6Hi4V8Plcql3KCaIv0ELKz6DpOSdBcSSjIMklHlx6OWxKSkWbOeFuurJXp8BN9xLf2IYr08LNHxOuQxR2eLKGzbfG3ZgkBa4fF27DlumL34Zj4v4hYIByNiP/FYrE6gcvf9zt1hw7sRnt7O5YsW4p1azdg2bKVHMNMinpmNoWGxjbUJ5swNDKKvfueZ1vE0eKMKT17xYrl2LjpHJy5/my0NieQiKk/90o1vpAdR2fnMOKJSPKuu37c3yQQDtN52BaROZkd5bL4n5Dr4joVS8VyQdwZ5MVDPJdyhUIxXSwW0+J5VjxPe48pscK0eEzSs1huVjzP0HvxOiuuc46unzjORnENkuI5KZ7rxHWKiYHDe3bFTYkzk8vlBgYHB583IXlvTBiCfoPgc5/73D/2LF7wP2ZnZvDwI/cJQivI1kvU4cSr7yzYh0tzUpgbkZOgIKFEo1jQ2clhZxRLTPaAmpyjWhLk25YhSTtku0x68UQcHW3t3JSVvWH2cG0ImhP7KnEVOYoCoRTqUjmD3c/txvPPH+btjk9MIJVOIyWIuK9/AE2tLZiYnBBquBvlGJiIs9mM+sN06wAAIABJREFUUNGznKJNKdsUW8zEzMcU5vTtpqZmtLa18v6L+ZR42OJ7p6q8KZUaHZ+c5Doc/ScG7QVdHQvDdkkMO0VeLp9NQ3VVoWOjwaFcLrK/nKirw+TsBIaHR1GXSPI20+kUYvEYGhvrefKxvr6Rfe6IOB66rtTaKhaPczfxyYlxvvbkq0eiUUxNTmFyapLtmMamRi7glBO/ETW0vaTj3bjnnruL4rr1j4yMPtzf33/rtddeu/MU/SkZvIYwBP0GgPjH3DXQ3/ffH3n4AZ4kcxw9k68oSGYY4h8+OCpDKOIlPT1oa6MyoDISIcTNTr0oCsjYZCJzjlqgyT3Li2JgS1jVwuBZQ/Z4iZTJVlDREao/n4xwCHlRD/DjhRsFuTY2tQiCcvDoo09i3/5DTMIT4xNM4JR+bQtBTsv3D5wQA0kRS5YuFQQoyW9oaEiQ/CwOHz6CW7/yJV4vm0mjRZD98mXLmSSJuNPiswzXhCZx6jKZyslHcm0s6Akzliq0b1WiQXji0YtvVhOSMnqj0mGFBoxiKYe7776HJxC3bdvGIYT33/8ApqdnsHLlCq6Yt2/fXjwnBipS/u9973v5u3vuuUeQdwSXXHKxIP3GSCwaXdbZ0bnswrdt+5i4G1p3/fXX73/N/5gMXlMYgn4DIJGI/7MgYYpdYMWpuqGQ2p2YmORU65wgNkXak0KxEmGFw1Gui6wKAMnaFSpKw4HseepyaU5aJhKKMrnRsiGPQC1KAhGqk6yQkK0Ij0gQPBi4pUpvQyI2iq4g9djQ2MhEPzubYvIlNT8xMY3Dh45wlt+5557LpD0+NsndWeiOYO3ataw4n3nmGS6EFIuu4fRxIuEjvb2oGxxkxVpXV+93NbEsqv9cu+u33i1cRXIQ4erhfmodoDoUkNahKnpx8TqeqON0c7pzGB2dFMq6CZQ6n0plxMA4IdPbxUBF7x3HEko8x6nl6XQG0WIU6VRWXLsIjgwfwYm+E5hNzVprz9zwVbHLS17tvx2DUwtD0PMcn/rUp2KRsHWJ63pV5yC9VyIQmmwbGBziW2ldVZONQAX1gZJf/jPkxRsTFZVVXDM85eyCay6XrLJfjpRAZKlUMXct8eOf5bHJCnZayjarWIvVIylr2h+1pcpmcqyMM0Lx5nIFJjoKw7PtIn9GE4SknonoSA1nMjlW7DShyDHSYof0mcwGdP1GsAp6colOvHoNED12O5jVGIzP1kHXOZvJcwo53U3QNaFjoLBBskwaGur5WtNAQgk69L0cHKkLzApfhZfYDioL1Z9F75FevO3Ct7/zwx/+cOj2228vw2DewhD0PEdnZ+fndjz1WMh1qxNDiHyoSerszKxM3PDqTajvVCfvYJU4J5BcomKIeT3tc6U0g5mGrLi9pBCdtAm0PClhIjO1bT12evHixWhtbWNLQdZ1drBp0yZeJ+aFztExX7DtfI7DJrVMyyxevAjt7W2ULMJEXitFW6FW+VB1bHqXFrWs2qeetq5fGxU3ffHFF/t1rkkdb9iwAVu2bPGvLRH2W9/6Vv84aA6A7hJUogyn2Is7Czfscqx4f39feNu2bX8uFr3lN/vLMDgdYAh6nmNmZuoPSFUqhWx5nVEoU29iYkIW8vHyRpT6VQStUpUV6ehkrNddBuYqTCLMYNEiXt5rGitLb85Vr7RfItFgJqJSs3V1iar9qYp0+meJRJy3r7ZNdkdzc9NJK+Lpx60/1/o+eLzViSyVZrd6CVJ9OUXo/vVA9SCnT2IGj0EOEPL3+eUvf4n3XX7FJ2AIel7DEPQ8xvXXX79hZHiwXbcvCHRrPTg4iFKhxMxcIedKSjYpNlvPvsPc2hc+6ZDZwduWk2O6AlbL6gTPU412ddNVRcIU6WDxZF2lEUDQklAlPX2l6h+HZ5hoBCnf1rYpdOjp2fq56usoyMlSsNd+slrYtG86biZpIm7brjoOf/BzZdajU67sjyYKg342nTNtjwY+QjqdFYNVbNU111zTctNNN02++F+DwekIQ9DzGMVi4bqpqSnPwnD9jtxEzul02ktd9gioqmOIy/50tLlekG1MEHqh6jZeLVf5zJX/CaKJRqLso6oSm0GfNqhOdeugWCxxj0LHKVcRlE5SKvpDbYNsDFsjP1+dkl3jnVuIynx6kSgcqQF4ad6Wf/yKr9U18v1n73OiZMpg5AHNGwos/3ZATTjSMjKywxaqnfZJr0NhmQbO+/eOnQa9iLhWVEQpJL47ePAg7rrrp3z+73r3O+XWq+p/uAHSdvH8geexZMmSz4pFrnoF/lwMXocwBD2PMT019W6yN6iuBFxZJ2N6ZhZjYxMcKSG1rztnPWk9uEzi8VgcFP1R5b26UjHTZB35ugWhxMlGoDi7pFcvQ26nmlT0z6qVp8P7VL61Wk6RubJbgrYKrbR8xXKO+NAVcC17QG1T7dMOKFqCrqqD6+s1PfTnkypsbblgZEgQdDwUP83x1t5gSmvbmFv8SQ4aFv9qv971LC79ncveD0PQ8xaGoOcprrvuup6ZmekWUqVExvSPnsh0dHSUq8UFq9DpUIWGkkkZeUCkokiNCH9sbIyTWaanZtDa2oKpqWmOm6bJP/KPKfJCbqdCrlxLQ6yv6knrLaOIjejzxsamqprLSoUHK+QpsnQ8JapPZsp1bT9BxnUrRY3U6VYiS9S5KvLFnEEgSLT6Z+pY9H3r1khwsFCf6XcAlfOQit5Xzt6dTNUkpetUDRQUpRKJRJa9tL8Ig9MRhqDnKfL5/H+fmZniEDSV2pxOl0GWR8krQk+oNSkmOUEQgRuqmvxSNgTF5yYSdXLCyilzVEImm8HC7m5B0AlJhN52C8VilR+sPGV9f7ZHkJS1qEonzVGmnqpE4Fh9X9tXquocbLUlj0gtzROvXULUtrXCTagkn6jXOnnrXvXJyFsNapVBxeb9BNuFqcgYPn5v/5Y6L1e95qBG/9hULPvs7HRk+/bta66//voDL+HPwuA0gyHoeYpyqfQeItKBgUFMTU6y+iIiVQkphGAUgvRkvYgO9lqJGCwmbCKTEyf60dnZ4U8mwotblmEgFny/25FkR4kkvIytoinCqBfKmxS8vm9fYWtS15+IC0SBWJr6rESFVI5TZSzq56gIWHnNFX73vGQm84rVAm2/SsVXiLeitJWHTWpdqXh9n3J5178bqKh2vcmt6w0jmpetFvLA14UX8orouTwtyxYTedetra1XiLeff5l/IganAQxBz1NMTU6szOVySCbjWLR4PUcJ5AsykUNOuFFkhMt2hLRByvwZrcNZf5ripUw9iiyg5Vj1BVKglcqUdTQyXHOjvr5O1ncuOlQpjsmEFPL6s9b56+okRtaIt0WfmF2NpCWJwYs6qbYHFPkCFbXP3/lhbJZnF6hl6XupSF1XRa9ULB8q5J+sS6Crswsz4typaBOBJj8pSaS5uZHJds++vf4x15oM1a0ZSchOFTmr/Xun5YceqlKscjviVVkOhMryUPsiv/p433G8+byeC17u34fB6QFD0PMUuXy2JZvNob2zk1OwiRzq6ub2DtRD4RSU4nO9165HdBRhQGhv7+Bn9p1BYXVJz19uYCWsbAwqRiRjoinLL4XJySmu/RGcjKNlKTGDj8DR1a5uI9ArW/OTJcnqMdLB0LQKJOFJgrPneMDynFWxfRtLehaje8ECRMWA0ikGtY6OTkGGRb4T2bJlMxJ1cW5yK+tMy6gQOld17ZSdIdV5CIDypaXfzcLfUkOO60WVeI+Q7TUMkFtwLd10UeciPXu6ULlMju5K1ryUvwmD0w+GoOchzj333MiK5UvDREJR7lbtesko1YkRpJJVkgdBeb9EASGvML6vWAXxJDwSpMlGi1Vp2fdUqcKbSqNmW0BsJOJ1saa460OHDvv7DEZ1EGSKM/waGb4a1gYQaU94StUzAyxUSDzoD+snZnv1QSwV+kb1oJ0SXxMKdXv7hW8XdxsNHI1Cq0ciMfEIccU+OjY67tbmdj442lZnRzfe8uZtHEJHx3Tbv90m7iDGeLvLli1FNBQRdywF3y6iazkweMJPOVeNC9QAydfUGzzkhCDVCLT9ioO6Glcx0fQNpcCLdRa8Un87Bq8vGIKehzj//PNX9x3rZVLZv5+asC5CXbyOb4l17tIJjSfybEE23uQaNw6BvI1W1oKK5qDqcUTslGJNk4DKR/YTR2gAcKR9Ui7nONqAU7jrEl41vUqXb4JS3Wr7qmKeF30st+tKhVl25GueTvMSbPSMPD39mklMnFd9fT1WrFzhN4ct5bLIiUfJignSPM4FmjadvUlcq8Ocrk52Qr6Y92wfSYqFYoktHr4zEHcBTpneZ8mkxnlvOscfYBZ0dWH/ww8hlKzH2jedh4nxcU5PpzC65cuWYc9eKkBX8brlYGbx5GrVwAU5oLplxxtctUxOR4Y50lkXJVHXvVp/SwanFoag5yEESa1m37dYFgQxyeUtXa5BUYmjVZNwsGR9DaJlqtFMtMxEyIWKCr56JpBa8xM4PFWoR3kQgVAKOU0WEil2drTzxCQpaNpWV2cHivlijYk3bzDwCNWvYWFVJ9BIMvb8WJe2UYmprhU/rQaMrgUL0NrSiqVLl7PHfvtffQYdbc1Y8O7fxdCwLH2aTmXEv4YOVq1lb1LODYtrFJZWQzzmcmU6Vr60b7eIVGoC2dkpQeYFtiKU4neOHkbLqjOxeFE3Fizo5Draw0Mj7MXT9VC/g0o4IY+cFDSrabojoUxJNUi5ajK0kn3pD6x0vpRs5Jbtq666KnnzzTenX5M/MIPXDIag5yHEP+BmIlMujE9hbvBCyKxKIogiaPY/+bZfpcxZ3vLV2Xm61+t4qpo+L3uWBi1PESNDgojIjx0eGuV9t4vBgZQ0rZNM1vmkrxNqWItjrkpugZrgczz1b3n1o6VJWy6Wq4g46K/rDxo0MpnnWHFmWzowEY+isZDz0rFtT9GSXRHykndUrRBvIhKyal8IXvieF+5CyzJJevHe0zMzOPO//FfW/seOnfC3Q4X+J6YmqkL6KqF14r13F8HnW3aq6nXIwcn1olXcKk+aqwhyDHkj+dDPvDp/UQanCoag5yEs140SOcPrUE0dO2yVweaxDpOzIkrvM9WnTxGAnvXmT8KpbUAlT8jXqVQKw8NSJcr0cRcTk1MeQcvPEkTQniWiZxSqCI5gsgdctzJwaBEPUlmq5rCkOFHxp63Ka3XMR470Yv369cjmspyK/ub3vR9FcUxHjhxicguHvSa0gnwdbT/yECyeqVMxykyUnrWiYvb871wqQjWJmalp2QWMSJiyOK2y5x2TErY1C8cbKF0V6gdvElG7I4AXJ43KBKg6PK5BIjaTz+WpRsdSGIKedzAEPR8hZCb9g6bCQ+0d7VyvQofrVCd4V4WtaX6uVGwVVep7xHrstPcdRYyoLEH/MEK2H8KnojJIHc5R0EI9lstqverJQ1WPWg0efmcWV4+BqCSbaGclj9kO8Z3Es8/uQoW9vUQSPreyH6WilKp/HFVEXZmk5MlWLnBU9lPV4WUAklWxdMkSRMIxZPMZcddQ79sUxMF79u6rUvn+hKarsgytqkqCchJWdngJRtooNU13S9FoqL3m34LBaQ1D0PMQrluaoX/3zc3NqEsmK5NPSj37MbpqUkqLEoA3GVeS5EUkq4hJ1SZmta3ZHyQyKbNQt0UInUI9S4KuRCDIAk2V7LuKnVHJ2KMuh/Q52RGOv1+ZpFER1FRkyGtNZakJxUp8MaGnp5vJsezISI26uiRHcOTzWXF+RUGgLgYG+wFoVfe8pBvlb+sheZ7xQXco0tbgyJGyd16SVCmRZ9fxx2GX4jhnzbnc6ICuoePYaGtvZRtoYmLc+ylsjfjV+VVXyIN3Zv7koP8bu34CizyOYOiKwXyAIeh5CMFnYzZHLyRlt2s14aZN5ukJJnqVOEW+TKoecatQu6rCP5pnTDftDQ1JLF26hCcJaXs0MdnQ0Mhp4W5AiRJ0L5x8ZZXIUXbZZJDfacvpkR9SwXoxw0xcnlespVCHQhaHu81Mp9Dc0oKi533ThN2Rg//CIYCx+IWCoOH7u/AGBl8682DhVAY3t2INsfvsln0SpevFER/ibahFnFPeFtegnY+Lris1wk2nZ6FnIJJ/LEuO2t7kYWWQ0hsm6NdNTiRqyTri+2hMqPVcsTpc2mBewBD0/MRxSpDIZFJ8y82EZUfYF1WTfQRVwEgRAilWZSfoRX/UJCI9ExmEvRA2DmOLRPwqbNS1pKurk7eVz+d8texvy0tCUWq8knWnoktIFVeUotqv7icTlOpXUR7KHtGPW74Pc0spUsszM9McwTE+bgvlXI8oh4TkApOJatLR8pQ6O8myKa63TXmPUeZl1XGzDeHdJZDv/pYzL0FGEPLA0BBXAyTfO51KoVDMY2RkrCrUka8FX0s5ECgbqXKe1eGD/FprxUXvqbFsPp8ffCX/gAxeHzAEPQ/xD//wDwfef/mlOHigFyNjI/wPWvW0kz4xfMVM6deUxUekS0kXVBA+RokZ4jURi1SAIYTFMpSEUeTi+Z5F4kglXYmeqK4Cp9SjIqQXLIJP85GucmEqDBYV5AMLc5SkmtSUxC7tGqns5UQmVeGjycGGhiZxznmOKFE1QMKRjeIzF2MjQ/4AQt5vITXgx1/TgCOTbuT52pZM0KGsSLpGZJkkmpKIhcrcrUUNfJOTk3j88V/RFZJjiHdXUm0pVaNKtWufyWay1TVL9LsXFeVCVta+vQee/s3/YgxerzAEPQ8h/iE7H/kvV5S6FnSE6xvr+R9z75EjKGYyshaHuBUvekRBNZ8lKkQQFwSdqIsyeXM9aY9YqFErpT8T0TU2NjKJxb0OH4qgFGmq2s5ygkuPzrDmELRShnrKtj+B5h2nmjjTa4S4eqcYF1BNA5TdcVgQtCJsAkVr2Jac/KSOJF5ICncMJ4vmwgu2+gX96RxlqKIsnUrehYzDLnPSDU2KZrMZNDXW4XjfMVbolWw/NXFoy87nlq7IlU2h/PYKMbuoTET6kRyu5Yfk6efqQywi7gxKN954o1HQ8xCGoOcp6urqpxcsCLeRB5zPFXEs1MdEG43Gud4FwUF1rLCaxJOdP0JeCFqEs+gI8UScb8UL3Dk7izIVWooVOWmEY6I5ftf2LAe5PapXkYjHONOOkleo8JJeK0O3Jdhq8SYG9cQUOREmQ96qMxYtSdK+ulb1pVVMtzjmaIyqvXH3EvKAP/iBD2Lv/v3Y9cxOnP+Wbbjzxz/lRJpbvvQlvws5nY+0cNSkKPG8qkGtLJtKzRDZJ7DScFfFM8vly16N50q3b0m+Ic87tys+t7acImm2PMpqHZf9+bJbqaFCdzpisDn0Cv/5GLxOYAh6nkKQVW9dPNpGhDE9neJYY2pjJVOLvWQJLRNPrkP/L4lChm5FOKJCr9BGKjTC6hgoUR0LULRED5NvdTF+NcEoZ/Doe/KA5X6qPWUmIq8PoZ9AEwj9q6xTeV1W+7HVsjLOwvKiMSiqedOmszA7k8LKlatx1913sS8/PDiKFStWcG2MhQsXoq//OMYnJrlWh5worUSL8ASmd1mqfHCZbO4NIFbVAEfL08SfhWAdau/4tPBE7p7i1eXQZ1PVOgR1ZyEHvopnz5OedUlKjrn7FfiTMXgdwhD0PEUiUb/DKWW2UphXXTLBBO1PNgF+kgeg/rHLNGY5V2ezKUx1L0JWJRZZLUv2hlJ3RGDUJJbWV8WXguRKdgFZKXrWn74M2SglR+thqBG32meF5PSzlPEeZVfrpu1WiLDMvRVzHItMk5aNTQ3YtetZUH2oRDyBzs4u7N17iLMESZWGLEcQ+Qr0nRgQy2e47OiSniU4dPgIJ7asWrVCEGIjfr17t1g/jJUrViEv7iL27N3jn1skHOVrQOdE/rVKAVfnwcTuEDFLf1mdk7I06A5EXcdKYwN50qzooUXAiMfixYswPTl922/9B2PwuoQh6PkKK3RbJBr5BDEuWQx1iThPcqlyn0GiVC2iAHkrTXxIRKEechk9NM7myUV+L4hGetXS/w16yVWeKlD1mr5T6d++kvdOwbYqmXoUNifXDVdihqvKj1Z8a7Y+yrIg0TPP7hakKUt4NtQnceHbLsSBA4fw8MMPC0VfQC6b89LgbawWBDw+PoKtW87Gk08+hSVCXff3H8WWs88WJH0QO596Ahs2bMLK5cuRzafwgx/8G/7wD/8n3x1MTc+wDWPZns0hnl2uIig9b8c7Zhmz7VWjZu51vDsBPcEnhIsveodQ993427/9ujj36Nyfl85VHPeCBd3OlVf+2c7f9s/F4PUJQ9DzFH/3d3/36JWf+B9lO2RT8AWaWxoxOhZnm0F18lZEWyHHasWqlFwwAUVBfUYhZVQTmiIjFEnq5TEVgu2hCPQ1KUUOp4PlZfdVEkPkMt57cdxULH98bJzD/bjXIg0GruyYrWwHnuhzZAeTzrZ2dC/o5giWQ4cP4Otf+zoKHE4YFgq6HTPTaemLi2t0om8Qg0PHsGb1ajQ0NuBZQe7tnc1MuhQp0dc3gHXr1qG9vRW9x2ZQLlkctUFRHcozlw0PxDGELYRDES636nhWCDkxvu/vWRV0AWQyTsWHpmsxMNCPnTueQmtrE1LpPJ+7X+CKeF4obZ70tO2JV/DPxuB1BkPQ8xi5YulQJGSdkRe8S14lJWmQ1aCKy1dUtFw+GJdM5KwIWn2voCIvCBTVQEkpVLyIGEQpQp2c9fWDMc1EXlQ7mZV6wIMOqU7f4v2mTWtxyXsuwROP78C99z+AaDTG1ort2SIcvUGK1Ko0Ye1a0IYPfegD2LFjp1DSVDQpxSnY5HlvPnsTnnrqaUynpsU/hAjO3rwZ8b1RnnScTaXw7ovfjcNCOU9NTQriHsRnr/krca5p/OqxJ7jGyF/+5f+DyalxPPvcHiZVypsho4asjZAq5s+DVIlzFWlQKHiToCr1XZ6/tOpViCENWNFYGEuWLMT9Dz4slH8rHKtyd8Ghd7Yk6Fg0tvuV/asxeD3BEPQ8Rjwav71YdP63xXaFjZaWZqEYZyqhYx4kz+qF8SsKWj2CClrPLJTRF5Kc1QThC6E6EUOSNU1Kkpdd2X5wLQubNm7G3371a/jgh69AgepLx+v8uGB/Ke2OgD7dv+8gRkaG8OSTT6CnZ5FQpBGheLuEKp0R68fZ17W8FiZ79jyL8950Hp7bvYdDER977FdYtmwZdu/exwr3wV884DUyoLjxMDKZWa6NvWL5MqHOe5k9qf6J40Q9/wJ+RAp59Vxbm5rsiocK51MxzUTqlpfyTft68olnOIyvLtHs38GE+DeRAw+BsjVnU5k7XvQPweC0hSHoeYyxiakv1CfC11ghi3/nluYmjDckOaONPGMJFbIGGY0AWbhfJbKEuStKdVU73apQE49UKY6KzpcLjrytd2Ronm5z6LU3KupdRiYQQZPCr2TyUaJGoSocb3R0BO9//2WeWlVx055toClSBVo3J87z7//hW0yk1F+Q9sedTsQ+Dxw4zLYMEfQZa1bi4ovei76+Y7j0d34XTzzxhCDs3Whta0exvJcHHYpqaWxsQS6XxoKudqHE8zKb0ffZaYBwuJiJQyGBvhcvBkhqdEAToVRLmup3WF4xJMgOLrAq10kWTALvS4FtIJpA9LZNv8n69Wfh+QOHv/mK/+EYvG5gCHoe4/bbb89+9KP/+WLBSV8TTNAjCCa+sLsrXCjKyTFVgEeFxpW4/oMg5UiYJwDVQ0Vx+BEWnhURslVssFSskXDIC7Vz59gZfuIJKvaIilCQE4VFqOL1kuxK/iShikW+974HcPEll+ChH/9M+r4BUg5aMOp9NictnZmUTMqR2XlC0VJPQy6+D0F0B3Gk9yhfA5mJWOYokPsefBAq9PBY34A4vmFWuwcPH/G7vag0dRU9xzVPIMPs2HpxvdhlClp0HE8t2149EWkllcWgRgMATeSSOqcHXzv1+5Rl5ibFpfNPINYZn5j4/i233JJ99f+SDE4VDEHPc3znO98jhlmnf7Zt27bEwoULuwUxdIq3XUKptgmi6ent7f1MOp1OqjAxvUCPqhOhFTAqimdbLBtSNaEJlOyhV7BTCFokwdRtWp6iOcgisLzQPlagWkEnwl0//RmTHkU6kAcdjEih9yq6RI+zVvsMFl/iaHBB0sVimTMly6xUQ14dEK9vIYUbhkNMilHqfELp5/9/e1cX09QZhr+2py39oVCsoPJTcGMDFUEFdH/ZMkciN5shahZdws1utkuSJTPZhYmJS3a1bJkx2QXbhSbuAs0yp4vTZFuUZYywDWMiCEEsYKH8t/T89Zx97/ed7/S0Q6iLLhO+J2l6bE9PzzmY57x9z/M8rxF2qhmWcAX/KiHEKtA5htALz3Pn6aOj939yOJySUxDyFFVuAtUj9Oxp9Uw107A+3FBsbmpEtbXb9KQodeD9vI3/BpIqSdVLklSuKonikk1b7D5/QdLv9w/iz3cdP/4Rdw+ucXCCXoe4ceMGVF3DxsPEkcOH356aitZIsopisSmiIaZ6XoWQF9i6X33t5cSFC98FNIP12tra6mRRfCsYDPoSyaRTXBJL70dGX8FVaokd0zcznwBYe0SzhCaxSd2wDI4+r9djVtzsJiRrtVgJlgQ3YYJ2GsTJrOYOUpGmnYpQgTrcDlObzEgV9ov1zBV8fDBncIm4LiVj2Kth7cYXDvicKEnkPbiI0NFVKXIhItZ5LYXCFWWgq1Y9njzZITgltztPrKtr+PzUqU8+Zue3vn5H38DA3QY4tlAoRFpCYKeHG6yQvFdaVop272kUjx49+qnlz/LTk/lfwPE0gBM0hwmX2xXFBFij64xEdeOmVYpUlouYuGtqdsQ07VtTtNvV1dWPn/qzt3Xo0KH3o5PjX8iSYpItUygwAoZqk7ZD6M99j8dtVKQpS86yRqRssA5JpsO8ii8ihNQFMktwkRCqLEk0k1nXzKQ9Sq4yaZ8AGwcXNHLiAAAFjElEQVSLClFFRUU60wN/Z3f3b2hmZsbIgaYGl2yZH8XyccsgoYYcj/b2dtT51VlvT0+PsuyKCPrImkTkhEy5oeumcoNoyOk5Wvw3fzuOtQlO0BwmAoGCsbHI/SzHH30PnpwuB+RaRHLZls/n06gRQzcH0LIqlwYf6caySqpZaCc0NNRjspxDblxZzs8njbAilZAp3EAMh8NocnIa3br1J2ljwD5GJyeXbZ/Ae36fhz42FaNIZBz/KphB0egUaacAkUNqXxhXrlOxmOXTD1Og/PN1dpMUqv6qqmplJXKm58QfJa0Slr2NrBZ6gR3TvVzOL8f6ACdoDhNut3s4s6ebQiwjGTgQ+sMej2cgl23ZbLoZaJHtKGQkzRLqaJ6FQqaKQ7KcQ0hZQodAQUKVIqKYRPH4ImL51envyja/0P1fWEyADA0T8LypxGPkyPrVVKFi8b0/CnRkuC6Jk1JdbfXi4lDf4KDjTSBiaw+eHY8fX4SSyeRfj74jHGsVnKA5TOAqboC6B50ZhEfVBAhtrdoKppTcCCSl03uHNtsKxKyZr8M6sdg0UhUdubT0OlbyhH2DqprlUaeNIGkZn3WfTQWJ4TLMBqzuEBzpOYeZ75J+NgtAWg42Iw0V1lHV1SeaBAKFv2S7KFn1DKqUcLgS/3KYv7nadjjWDzhBc5jAVeBtzZjfR8mJTbimI0UKCguhwvs1l23ZBGF4YX5xSVVlr2yE5VtJOXOElTERe2YWV5EBcvMtHaRvRzTz3kYynCGHWTOClVgVbdVXW/9tfS0bLFBJwORcUV6CbJqMEskkik2LRDYINx+3bCpCO+sq0dDILNpcWoGuX7ueqUxB6RAnjYz/Xhn4HJBY0PQsQ7r/oHwBk04wCDMLb/+Qy/nlWB/gBM1hYnBwMMM2bFVcANFBHsXo6GhOwTydnZ3X8JPvwIEDPptNe8Fud9bi6rA8Go2WYGINT0xMVONqOA9BnBANT3Z7vT5fQSCYYWZhwUvEAg6yt5Rq5FZkWsYZsnXRzAVplQwCWNumZGMIjdwdRG+8/jy6MzSFNobm0eSUiFr3N+MLUhBpSgy5nflox+69qPtmN1GaZH8XbAdfVFatoPF3xpeT+jEjELQ+Tp48OZbL+eVYH+AEzWHi0qVLUuOeXSCZCGASdNgQM5KkMInaFJfLPXfmzJkVb4Rl48qVK+AO+dF4rIiDBw8+Oz4+fsdusKi1deHOcyM3GRigGoNoae/X6mhML6dftypIrJU2s5nnB3xIw4s/37iH4ktxIt17sXknOnykDTXs3o++OfclklLDyCPo6L1324mbD3JA+vsHSIgSDdiHaTOJhdWOT8A/TZhl21rYw0UHjgsmozzKueVY++AEzZGB33v7ithyU1OTs7e3FyTPqZU+87hw8eLFu/v27RvC5FVNIjoNSzmQqgtXl6C62L59O6g5qnBlvW1ubu45/H4Yv18aiUTKJEkuURSlKB6Pe3B9KtjJHUab6YQEl6Sd2Njpv8FR+CA6hkIhATXv2Ys+/OAE0UJDeJKuymhkZAjV1Tei+l1NSBZlVPRSiGiWXQ4BlZdXIp/fhyA/1O6wqQ8eTJ5a7fjOnz8/1draWo2JuBZXzZWYsP1G/3kBH+pYX98fvceOvfMfnGmOpwWcoDkeitVkY08CTmIDTLc4TAOKMdkEE7jW0dExghfh8f1q22tpadmAN7kVEze0VYAUn3E6HbC8WZSlDTOzycKm5hbB6823fX3ubGp2dl5Jiomk4HQlPF7vvCzJc2JSjCmp1KTH451QVS1it2ujZRWV9/CviVFm2MkVly9fhj40H1HFkRM4QXP8r4AJ9LPpWOwEXsyHAS8anUeoJxJL6vj4xFJpaVlOMj+Gq1evTuMnePQ87n09ffr0494kB0cG/gbMOhP925VYKQAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>