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Thor Cabeza Wash 108x3W RGBW (Thor_Cabeza Wash 108x3W RGBW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Cabeza Wash 108x3W RGBW" ShortName="108x3 RGBW" Company="Thor">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>10295657-17b8-43d4-a99c-001cda5f2b5f</Thumbnail>
  <History Date="13-09-19" Author="Nic Morris" Comment="Created (poor documentation)" />
  <History Date="14-09-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e11781b9-5239-4619-98e7-bce31f8f79bf" />
  <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="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </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="251~255" />
    </Attribute>
    <Attribute ID="P/T_Invert" Name="P/T Invert" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="520" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="bd5353f9-8a91-42c3-b377-110b2c0ce363" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="12" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
      <Attribute ID="P/T_Invert" ChannelOffset="14" Wheel="26" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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b6VPUR9Nt5553zSrhlg6C4IVusDHxoiBSbgnWXX355UOhYH8yyQpAQIkZJ4ztzTyjzu+66K6h5LBeUPMqW/tL0gcbuIDWPnGxg+4YAW5YO1BrVknC8v5Y6RpaJv/fkQydkRCLohF+MHj167PXmm2+ep8d7ASJETaOKSV+jwg/rAA8YAoQQKSwhqwLbAnJEwWKDoJBvuumm4C2Tgkc3OpQ0qhfipQAFUiT7g8pAZkmhQT+zeZNWB6lzfY6BzLkviJpcaQYG7hVFfeCBBwZvGmJXeh9kT7YIg4QmmZWCtsQrspUiVnc+GxSUqtbM5LE/zffjB47UDS8hIxJBJ/wi9OvX78DtttvuhUmTJmVBfIK8XlUQkndMpgUWBORJa09mNsHCgAxRt3jHZ511ViBRtl944YWhmASSxpemMRJBQQKNXAuyluKmEx2kTjoexEtAkUZI7McAQcocahtLBTKGNLmXQYMGBZKEQLFOAKSKt02z/1gJgx/zouMuffKagZa2KpHvx3/2Wlvo50goZkgEnfCzMGzYsMnZ2dmNFixYUAobAZKz1oYUIz4wNgbpcQTwyBcmPxmyxW7AVyYNDs8XkkbxQl540qTJkW0B+aK+WVIViD0CwULuJ554Yt45sDpIlcOW8PcXlqTXUfxCMI6/GQRIz/vPf/4TCJNud5wPy2Po0KFhH4ifxkrqvBdbF0qrs+9BnFYXq20RtA0cch7/xJDdvXv3Gn379p2/1X7AhCKBRNAJBcbll19ezivLuzyhHO/V5XZkVWBHkOUQtxBlCWmrsdBRRx0VSBK/mYAeQUAULXYHwTmCdAT98IM5ltQ2rA+ULH4yqph2o5xPE8xC6OyPV0zhCuqYICTXg/AhdZQ3FgkBSe4BdU4DJfxnpsRiyfVQ6dwv1+FeuFfNrhIr5bjwRm1IuTfbjlQZLPxt97dBxVwPGiV9gl81aiv8jAlFCImgEwoMr1R7eWV6NoSDZyxCspkKmtRVRSr8jWqleRGEiNqGkLEPqOKjAx29N3ixL434yWxAYZPVQXUfxMmS8xPMo5qPe8B7xsu+9tprA1nTA4N1WB5khpCFAcFzXgpRbr755kD6KHHNBM76448/PvjUpOrRnImBh0wTa1fEU3NZ5SxYMpeS1sBlC1Xs8WxngPN/k8kxqhB/voQiiETQCQWGJ5h2BPGwISAWvFxyi63PqiwOGxBDnaKOIT4UL+qU7Inbbrst2BQQFOeEdFHUkPCrr74afGRsEch6wIABQVWznSyNXr16BXKlyRKZHqTb4edCyBAz90njI9Q15I83TUARcsc6wcdWm1MsD7bTgwNfHBWu0m5LwrabHZByBpbA7VNEJg/bQirb3++eW/r3Sij6SASdUGB40qoDoekxHvKBYMmqgKw0Swl/Q7ZS0lgZKF1sBrImaOlJQO/iiy8OKXfkHbMdIsaSoLoQr5oMj/fffz+Ua3PdP/zhD8GuoNoP9V67du1ArPjQnI8sDrxriBsVTfAR+wAv+ZRTTgleOEUv3DMqHe+ZJcqb+2LAQVWTf20JN/afbcqcJWNgrZ64HDyevdwGCv3AVW+r/IgJRQqJoBMKDE/AFaT4qL6D+HLVX14PDaWUoWTJnKAaD1sDJYzvTOYEZIzypSxbPTewQfCWSZODpCF9bAZsEAgeskP5Qq6UhkPgnI85A1HgZGxwb1gVnJu8aggQEicjhCAl+xFkxMaAnMkQ4Tyk30HebEel81n0VBAraC3jCkG7vyVwm4pn0+viTA//WapuxZ8yoYggEXRCgbFw4cLSKlMGqFPIBtuCYCEFKShm1Cx2AY2IZFuoMAV7AyVNuhyeNNNMUYACKLPGMiHYB0GjjMm2QCVDqmRaoHaB2o+yP3YERS6ocYpVmEcQr5mMDMgc0kbdo8QhfWwMVDq++BlnnBGsFjrjQdjcpw3m5VfWDWJlbdcraCgVrXPFqlq+vR8YSnfu3LnG8OHDUyZHQh4SQScUGP7Rv5TUIIRsm/7gM2MXQEoEAbEJULf0bIagIUoIk05xqGvS5wgUkjFBwHHMmDGBvCEwiF7zB3IsTZEUAITcUeNck2NRvtgaFMBwbTI38JcZANiGN43SZtCA+FnH+fCpGUy4B1Q+f6svSOwfW5IFcfMjOxUXSzWGUopepmNjNZ47hdbBftVThf9LJhQVJIJOKDC8Ui4DmeDVQsD28R6PGELlPRkUWBZU6OEHY1GIhLA9IEUCc6S9UZjCeVCx2BuQG4RJ+hvl4Shx0uxIm4N4IWD6a1A5SOYGypesDNQ518TagNS5FiXbKHhUOOfCkuE8qG7OyT1TQIOtQT8PPpOt+BOZ2gITvbeVg5awYzUdWx5aZ2Emot3PJYJOMEgEnVBgrF69urT6a2gqJ3nSqEhUKC+IjmDbJZdcEvbDOqB/M2SKnUFWhXoro2QhXXWyY53InnNhV+BDP//880E9Y4l07NgxKGHsCApTIGSCgmonitVB61EsELrRcX/42lQUPvLII+GaZHNwT2r4z6BiyRloSitgg37ykfPrv2HVsnzpOE3PetEKFPrPvHvh/4oJRQmJoBMKhPbt25dbtmxZKYJ8qNJMKWYQHOvZB/+YVDlIFZLGtkDdUqVHZR9kCTGSmXHrrbcGQkURd+7cOWRfEIQk2AepY2WgfvGdyVkmPxri5bqUZ1OkQhoehA7xY6swDRb3QhCSBk0QPEqb8w4cODAvQAipqzgmzsbA22agsIhJGGRS0DYQGE84Gx8ngvaDQYMt/LMlFHEkgk4oELxCbYkqRt2igq29YZe8IGPUKRYGQTnsBhQrZEyADuVJwA9CHTlyZFC0qF7sBhokQej41ewLMdO7gwo/rBKIlZxpfGTWU+LNfXXp0iXYJijpUaNGBWsFcsdXRgVjcRAUxAah/wakTWk4yhmCVnoc0GeBoC3Jxu1C43aigu2DHZd929Q8skVswY9/1d6KP2lCEUAi6IQCwZPHnsrgIB1NsI3oAUsCeuQ0Q5wUp6gQhawOCF4zaUPEqGTIFyWMbUExCR43ZKpJYQFkTCCQ4yF3rA8CkxAx2RkUpEB4rEP1ksWB98zf7I+ax//G6oCcuU7//v3DAKDiGpEtnxFSl4WRSf3qs9rtICbreLutLmQA0OQGbPfvU6pdwiZIBJ1QIHiyaiYrA/Kyvqr8Z3KOUa14v6S74Q8riId3jJcMyZJCx6SwNEuCwFHXECvqFpXM+ak8RPVig2BpQPAE88jYoOwbHxuwjnNC6n/6059CABKrBEDe9N3Ad5ZKxWLhWNqXcpx8Z1vSnRuwyyNsm8VhLQ47pZXNhbYBxngAAwwyDE56GiEQmpsJUn4r/JQJRQiJoBMKBE8ojSAbiFjNf+xjOwoXMkaxkkJH3jLWBhYHx6BoaQ2K/UFwDzImbQ5rg/0gKxQw54a4Cd5hV1BNSMUhWRcoTvbnWLaxD9ejbBwljv2BalYAEoKnSpHBgXUMFBA//jS+NvfPvcU2BvcBYYqQpaS1j13GnnOcahfnQQMFDkXU+j79Z8nq1q1b9X79+i3cSj9rwq8ciaATCoqd+U+EZpUjgTf8XAj3oIMOCsoUIoZ8COrRQJ9gHftA4vjG2AwQK8FCcqNRn/yNHUE7Uo6FZNkfIkZF40uTL01wj6AggwDkxnYpXsibfGqUONYKQUqUNQqd8+J3kyMteyGu8OM8vICUb9zPWdviisG4eZQQWx6aFksDBPfCks/s76mN3/Rq4f6UCUUFiaATCgSv7naEfGwzJBEPKhbfmQISAnXYDVgSbKc8W72bye7gPcQESUKw5D+jigkqQtQsKSohF5q0O9QvaXSQO4RK9gaBv8suuyxsxy55/PHHwzFUE2J/oMDJo8bbZqDAd+beGEhQ2dgicb6z2oKK6EFsb2Qq/Y69aUvilrjt/sqAsQRNHndui1KaJiWCTghIBJ1QIHg1WlXFGRZSmGRDUKmHKuY9aW2azQQCIkCIAoY88YZpbIR9QWc6jmMfsjYuuuii0BBJcwZCsKhgSJZjITaIGF+Z69CRjvsiADhixIhQpYiFwn3iiTOLC9kkDBrYJAwkmuUlnuEktjbi1qBxCXicyRH317ATyFqPW+vVdErKm4HOv3YrpJ8woQgiEXRCgeAJOkzVHc9sLeLBOqBjHAqYnGasCFQrmRwoYHWYw3rAG4bY2J+UOBQ0HjHrmWsQVUlDJUibQCMKGSImoMgAQAYH5EuuNZ3xyI/GAsH7phqRCWIBhIvlQp406Xvcm7zh2KZhXwhS5KmBJ1bNwFoWcZWh/V4yEbjtaBen4+Xu03CL/WgJRR6JoBMKBE+WpdUECIhwIFNIjy5xpMVBkpCypqpC2ZLVgeeMCqatJ5kLeMJ0mSMd75BDDgm5yWRYQNTMnALJKpuCxkaoaBS1qg65LrOjYJVgXdD3AxsFgsdmIQCHaka19+3bV/7uD3KSc9PbwrFxtoYl53g2lBhxep3S6eKMjjh/PC4ZX7t27U6F8wsmFEUkgk4oEBYtWhQYSiQjm8DOZI3vzEwlBOMgZogUZYq6JnjHjNnkHWN3EOhjH9LoaLjPOdiGb4xVgc9MgyVUMwSKisazxnfGwmBfSJ/rkTNNNSJBRRo1QfQcj4pnEGBAiBsg2VxkBgFrbcSqWSo3E0lnyoOOA4+ZcqDtvjbbw6v8moXzCyYURSSCTigQPMmVktqEZAj4oVA1d58yNx566KG8WbghHWwF7A1afpLaBhliOSgoyLHkQWNpoMCxQFDj2BYUrnAcZH7FFVeE8+FXsw9pe/jUBPwgavxrLBUKUGjyD5njg5PCF/vmChASlOPzxL6zsRvyjhFBs417ZqnJCyxEyJmsEW3PdF6VlPt7S8UqCXlIBJ1QIHgyC0wEoUGYKFTNTYjdgI3B3+3btw850ZAvnjNky/405ydoiO9MNzmIGgvk3HPPDVYFXjNFJhzPdgj3mGOOCefGR0ZBU9ChnGeuTZk4Kp1zSU2jviFlbA7uNVMJNksI8cfIOS7RhvA1IQHEjPpHodtCl81leOTnQytQmJvmV26r/KAJRQKJoBMKBE8gWVKdECW2gYgOXxg7ApJE3Uo1Q654yRA15IzihaipBkR503uDikKUODYI58ULJiOECkBIGtLlnKhsrAuCilQCkn5HNgdZGxTAEIgk75n7seQcB+8An0HVkFbpxopXJMsAw98EJvlsHMskAqqgjKsLbXpefpkeKie36X6sW758edbll19ec9iwYfMK8/dMKBpIBJ1QIGiOQalVCBbFjKpE8ZLKhv1w3XXXhW51kBmkS/AOawOCxj+mHzOETG8Mcp1RpuyDDw1BYW1AvPjJVCFC/hSriIgZGCA2lDjXpqcHx1DejR3C1FY2t9kGBIFystVk3ypnXkp507HcN1kmkD8WCnnYkD8eODaPiDi2OizxxwOFrBLu3xbByEKqWrXqXi7lQie4RNAJBYAnlNIUgpAtAVDLBAQhRalqLA+IlKZH5DHjQ5Nuh42BdYE/jVWBOiZIyLkgdsiVpkUoUxQ0JM65IHvOgbfNNZjXUHMRcj6uwfEUsOBVEyhUD478Mi7kH4uc46ISq4BVis1AQwbIPvvss75+/frPeAI9mftQkFSIszjyWxenKcb7MwD6gZBGI4mgExJBJ2weZ5999nb0r4CYACQKYUOIIjJsCJQyaXPYDShdcpRRyPjEkCpFI1gCZHOgFAkkQkioYfbD04WYIUWCghA0lYfYGdgbBBLZDyXNcShv7gvlrOBlnFUhQMqa8QXERSi2qER2A9dCbeOp+8HmAr/fAbElEnvcNkgI4iyOTPdnrY/cazfaoj9gQpFFIuiEzcKTRsgssAEuiItsDKwOSFd5xKjN3N7GIfCHdwyRY1VA2vjPKGiKUtifICK5zOROsw+KGq8a64J9eY8y5xxYJxSnYHcwGEDeXB/YNDcL3qPwFQzM/Tx52+KsDZEzip9jsGOOP/74EV27dh01cODA4zhXpkIXe7249Wh8bwwkDBY2DU8l4Wzzr9QXOiEgEXTCZuEf5/NSv0Q6lGlDlFgTCsipFzTqFgsEBUyQkEITrApm8eY9WRhkWlB8ggbMTM0AACAASURBVM/MOQgKEgAkX5rgID02ULBMn0UwEauEqa7YF7uD9eRYyy/WvQHbsEgpcVb1xgRtyZlzQc46p1fp73lyvjT3vLWt12ztkEyed362h73n+D5ye26nXOiEgETQCQXBdrYaTiRFEBCyhWQ1KSwESvEJgUT85vPOOy+oXdQh21DV2CAPP/xw8JPJ0kA5Q7rqkwFJo7DpUocvzXYU9LBhw4LXzICgPhaZco0V7LOBQPXAsHaCJVjbApTPhK3SuXPnuZ988slBOq/fVo+nBQKH1hKJCVeDlbVcFBjU9xfbIdoO/ABXrRB+w4QiiETQCZuFJ44qIhZLKiocgVAJ2rEektakrMzCTdAQtQ3REsxjH8q68bOxPLAw8J4pOMFOoM8GPZsp6yaQCCH27t07KHCUuYjZwhKuiDn2lDM13beZGwLkz2dB7fsB48BHHnkkb2P58uXr2CKVTPMV5md5xKl2sReujA4+n7+HSr/8V0soDkgEnbBZeCKqYslZihPyhFixHygqIf+YACJETCYGBIxnSzoaIOuC9wQF8a/JgcZ7pryboCPpbPjTtAQFLPGY5W9nKpO2pMi5RaBxVoY9TmStyW9joPzfeOMNgqOX+bd/ZV2/fv3arlixopytJoSkZe/YewEaxNRz2nrR8pql2lX8ovv27ysWws+YUASRCDphs/CEUcWmruH94jFDcDQjQiFD0uQJo5TJRcb2QEXjJetYyIp9sDxQxxScsA0vmrJsVDWEjRWCWoaYQaY+GJZ0ITblNmtbflaGJfNM9oiOZ6DxA06n7t279/WY5+9tKEFJpdjxuegJouvHgcG4slAWi1R+nDdtidx/llRNmBCQCDphs/BkVlmEAhlRoIIC1BRUeMeoZ0hGVYOQNo2KyNBQwJAXU1JR9IEVgj1C1geetW1YJLW5uQ5y3AtEK7KNZzyJVa3W59cnQ1Bu98svv1ymQ4cObwwYMOBqP6j8hvUoXRWooKJt2XZ+WR3xZ+Bvnj5s2p/tfOe/k+yf9AMlFFskgk7YLDwRV7QKESLFvhAICKImIWRIhn4ZKGv5qpCxSBilm9uYfhMVm59KzlSuzfVFzFKlmRocxeRoJ3TNNDWVPY59CEyOGTOmxb777vsszf4ZaDhOgVDbQ8PeZ6zYbWWjHXw4nqeRWHEngk4QEkEnbBYoaJaZlCcEhZ+Mmoa4NN8fucxsQ10rdxhCQjkKeuy35JpfEUjufWyimC3xxsfbc8RVg3ZQsO/tOoGg5cyZM0uhmtVPWvdur2HT5LQ9HnzsfTJYYfNodm8Lf51No6AJJRaJoBM2C08YeUEr2xpTapBAIeoSguY9wUB6aaCkydJAbUNE9hjryVrSk49sq+9UBRhnY2iZn72h4/NTyUp/k72gfUWyDCZ8LiwdizgQaBvux9eNP6fNgkE9c+44f9oPQImgEwISQSdsFp6oKkkxWhK15IQapCSaDAiIDfIhC4OiD0hak83GNobIXu+lqJUqJ/LNpIBjWyOTpfFj6NChwyq/7yy/345e+VeiQEYd5kj54zMRFIznFoyrA+OAZX4+NLAKPVPqX66F9MMWfAklEomgEzYLTyTlLYHocd1mIhD4g6BR0ShmCBliI93OZn2IbK1dYdWxyNn6xTHxZkqhi4OC6t0cK2gF+qhSbNSo0cy//e1vTVnftWvXql7xj3766af3PPvssyf7p4CmKrAR7Oe1wb14nfa1ne5iMrZPCPF79d5OSEgEnVAQVLREaINjVlGSs4xaJigoAs/tcRz2x8e1itj2xwDWOogzIjIRcWxlAIiZl9QvIKNEREj1IkFNCNoPDHmGeP/+/Rf7RUt//3/21x1C2iDZKLqmrf7TPSqLI7YobCpdHOSMA5TxQJf73SQFnRCQCDphs/BEUsEqVggQ5Zu7bROSQjmTekcGBEqVdSzZn/4Z5ElL2VrEqtj6ypnIGVjfmHvgvri+yJkBAUKmOx7XJz+bjnjkZ3NPq1ev3sTr7dixY3bz5s373HbbbTXMZ//B92F95Liq0R6TyWKxgUsQEz/rV61alQg6ISARdMJm4ckjSMn8lKvtRQH5YmegLslUkIerDAi8XWZbwQqBTKk6JOvDkm3s39qXJTYNAMoSUZ8MAm8slebH+Y888siHrrjk6ONGj36r6gef/deTdh3W5+UK9urVq1TTpk2/8ORcj/Nx35kaGukzx6lxNp1O62wAMtNTgc6r43W+RNAJQiLohM3Ck0d583dYWpKxmRciTCwEyJegG2SnF6qWghX8at5TWcg++NQQOiqXAhY8bUteUt253d7CC0LWnIgcq14dvIe81VSf9/710HcLlk04/NC9jq9Zr/qK8eO/aOY3jWA7ynm33XYbd9dddzVlYJE1En0Hm/zNZ9T54/xn+7csjThPOoZ9StDTSUJCIuiEgqBcrPogSohE5KP+ErZfMuXQmvVblXeayxAyRdliR3AOiBY7grJv+npQCMLs3DT65xjIULNoy98VEXMs1kXIya5dPXjgc+YuCufmWn4w2DBp0qQX+jzyyLP+9vucaj7Y9ddfX69x48YfjxgxoqYUfhwQ1d+WZG23Om23+wm297O+q9j6sNaOAqh+31LrN5eGklDskQg6YbPwJFPOZkOIbKwPbT1Z7Qsx4f8SpIOQ5UWzHsJVtoeIHcJGSUOs7MvchGeddVZI1yMFjv4YSunjGqhw8q0B5Lxq1Up3yvEHLcpZsLDTkqWrOr37/sR9Fy5cmL333nt/MWzYsHXx57rxxhtPL1eu3AO33357Np8HW8RWGsaIFbD1ouN94gFNqj8/Qo/7TF900UVV/J+Lf+ZPllBMkAg6YbPw5FHWpofll+IGqaJApZLVxAi7g4pCXgQQtR5Skk+de51wXrZB2GR/QN541hdeeGHIEKEI5o033ljjzzm3evXqLf1+N/h1506ZMqnaPq1buO/mzT+ra49bX/Kne5BzXnXVVfUHDRr0dfyZhg4devP06dMvpw+1VLwNOGYqzwbK3rCKV+v1XdjqRXs++x3mR/JS0FWqVKEndCLoEo5E0AmbhVeWeQQNlHkgu0GZDBAXCtgWsGg9JAzxkt1BmpvKm5Ubrdxlm4Kmv8mlxvLAAoGszzzzzFLffvvt0++9996SRx555Ap/miuuuOKiHatVzmp8TY9bx9h7j8n56quvruSv/87rr7++F2XcDCixWpbSB7GPrHuW/xwPVrEfbfO545Q7HW+tFH13/vwQ9A8GloSShUTQCZuFJ6yQL2yzEFjKmrCQurQpaCIp3uMX01iJdDt8Y/WigKBQsiJqQdaAsjHwtOfPn1/ajxmdjmt30IW3Detx9/SxM6686Z575vrd5/7Y57j55pu7+Hvo69VzOawVyFmfxwbyGEzwse31QX4+s2C/G31uHaOcbw1ImbJVrAr3g+L2Bf19EoovEkEnbBaeoLJsK1ALS8RxzrAtwlCbUs7DEmuDdcy6gqqWF81SSlrntMpTRLp27Tq3cMm6cuWyq3bct93eF9054ob3v1swv2/X60c8H9//TQP+dmVWdqVuz74wpjoZIhCzilCAzq/UPdtrJN5H/nlMxnH6XJyGp88S50HH35n5nqu6hBKPRNAJm0XVqlXHe0LZyT6qA2tDZAqqKf1O+0DMLPGiWYeSxhKhGx7tSYHymVV4Ypvh6xqblEWvz3aLvi9fasW6DQfUrrP9c4/cP3j12jWrvlq9atUXLqtUeZdV+pgXX/uwwrjPJvrrVwgpfvEcgva95ju0pG0/rwp1YsVr78siU5FNTNw6VutyVXbln/YrJRRHJIJO2Cy22267QdWqVTvaNqgXcUGmCvhZiIRs0yMyLmxqGutzcnJChSG+9J577hkyMziXPactALF/53q1gfghec7h77XspIkTWj744D0tJ02a4v47d77fv5Q/b72gjtVxL5M6zm+9/o4nnY1JNhNR25J47aPzxNaJ9svtcLfqF/5sCcUAiaATNovevXu/Om7cuKWffvppFdsTOVNRhlW3mUgvbpSv93TBY2JYlDS9pJmZpUGDBsEPtipa3jcWBYTLAKEy7ieeeCLMaahZxrnXihUr5RE5fnec0pbfzOBWOdsBxdob9gnC7qfvRveKKrfbf8zLFkH7AeqTn/5LJRQ3JIJOKBCaNGny9AcffHBO7N1Cnrl9LTbJbNAyJtc4LU1/q8kRlgezfEO0nJPrkZqnvhrKs6bSEO8aVU5AL7daMLziMm3+1gwwCvrF/nG8f0y6sXoW9D7TTC1WKSuYGrcuVdGN/HqWtWvXXt6vX78pP++XSihOSASdUCB4crzDk+M5EI2dFQXYfOCCeKxWgcbkrf4Vsi4AKXaQse0LrePYl94fcdvPTEG7WPnG2+Ljge7JphPazA87AAE7IawmN7BZG/b+7VOHSthZV6dOnad+wk+TUIyRCDqhQOjVq9foz8d9sP7Dj8eXUpBM9oAyOVT6DWLiAnYbKpdHf5vVkB9xC7GXm+lvwZ4vtivyO7fOlcl2EEHHRB7vJ68a8H3wFGCzWaztI7LmvGrhWqNGjQ3Lly+/bHO/R0LJQCLohAKjya57vj7mvU+OwnawNoEyG+z8evkVZWj9xsd/CCpzz2f/v2MRZ07k1/g+TmeLrwesX5wfMhE0KjhTKmG8ryVdlnxPsj3iasI42KoAbMOGDd8eOnTo/M38FAklBImgEwoMT5Id6tWrN52sC7X6BCJpzaLyYyqVXvSr1qx3y1eu8ITkH+29sCzDf+EYiA2bILeysDTHehJ0G4tHGAA0YayIL1M/IaucVXRiB5RMnnOcQggypRHG1kl8TR0H+I6sWrbkHE/hxfdG35IKFSp0/Lm/T0LxQyLohAKjX79+M3Jycj56/vnn95FnCqQC1QDJlmzbnGJ4a8XqDa5ty3Ju4eJ1bt6CDX65wS3269Z7Uvb05SqWL+PKZpdxS5atd8Qcy5dHfW5wqxd4ks1a78Sf69b7c+f+zXH8i20MBRZVFSjY4GVMrNYbtp3zMin1/OwOfW5Nu6XApj3GXlfX8IPf2L59+365RX6shGKBRNAJPwnVq1fv6JXyR+pHYfODVa6Nt8wjOwpSRBgUpGPfLNf9L1Vdk3pl3Ox569w3Oc699J9l7vADq7g3xyx3F5xZyU3/dp2rXCnLPfT0cr9tuVuz2rnlKza40mU86VbeSHarVuN7e5VappRbu259UN6lPWOX8utKQbz+asu+X+6WLFmaR8S23WcmeyKTbcJnk21jkckK0Xq+GwYHkbLN1LDBUH1nfF9Mrlu+fPlzC+dXSyiqSASd8JMwaNCgj6dNmzbp3Xff3dX2zLD+sAiNAJlU4v/6cmxwf7jiO/efh2u7i7rmuBv+WtOddERF16xxabdmRba75e7FbsxHa92y5avdP/rWdAe2KesO3besW7lyg/v3mFWu++CFbrsqWe7KDlXdS2+vcmPHrXBtW1Vwixav9arbue8WrPOEvSHXalnv6CJSqSKZIZvaGLF6zgTrPYNMJG5h/XKpZ2wfCFhPGBa8V++S3Xbb7a3+/ft//jN/loRiikTQCT8ZTZo0uXzs2LEvQngQUCbC4r1KuyFqKdhsr4JXr9loSXw5ZV2wPUqTWhfcklLu489WuuOOqOxefGOtmzh1rdulbln35cTVbu6CDe6Qfcp5QmMQKO1OO7qim/Htevf+RyvcgKuruTo1vBJd49xdjy93h7Yt70nRq/PZ69yzr33vxnyywlWr7M/uSXpDNElrnL1hiVspf5lSBoV4mitIGd8b4uVpwnryceYG7/lu6tWrt84Paqdt+V8qoagjEXTCT8aNN9740ueffz5r/PjxdW1usF1a2AIWAn/YE4P/udRBVV9NX+u+nLzKdbmwulvpifvic6q6B55e4UncuYa7lHFr16xzu+1ezrX0pzjzr/OCEg5kx2zhXjGvW7ve0/UG9/mk1e6lt5a7r6atcxeeWtHNmZfl6tfxRH5Medey/Vy3Zt16VzG7VMYskEwZJ7Jo4gChLTTROkvO+rxS0hTeAFuMIv8ebxyPvEGDBgP69u07b0v8NgnFC4mgE34WGjdu3N2T9CiVP8ferdQiRNeiRYswKwrrsrPLuvWlNriHnl3qKlUs7f4+fIHz3OmefXW5K1/Oub+eX9VdcMZ2rmoV53K+W+tmz13nJngl3aZFtmt3aEU3fhLd5MjwcO7UY8u5FasqB7+5SuVSbu8W5dzSFaj1DcG7/n7letftkiquxval3fyF/2ueb8k4Tr3jfq3vbAOK1ruOC17UaF+T5CrP234nImdNg8W6pk2bfnvzzTdft7V+t4SihUTQCT8Lw4cPv2fu3Lk3jR49urqa3sd5x7zfZZdd3LnnnusefPBB9+mnn7LWlc3G7giZda5SBa8sw3Fl3MrV61yvYQs90dH2EytEqWkb99uxVmlXoQK2wAZ3x6PL3G4NyrhdG5V38xZtcI13yfb7ZLmPPl9JarU7+pDyfl9PnP7Y7+av9aQICW9avQep0vbUBjk1zyHQRLVxdojN+pCFoWwNlcJzHsrRbRaLslvYRnUkgcGaNWsev9V/vIQig0TQCT8bu++++4U5c2c9PnHStOC3ZvJrmQ3l7rvvDjN12zn//pdDvSFkXeywQ7VAXLNn/zeQKmSalVV6Y1rdho1Eu2zZBlfZE/WatRvcP+5bHJac646Hs7ziznJ165R2i5esdytWLnY7VCvltq9exn01bY1buWp92K5ra9YXVUOq8MYWmViVHKvm2IMGKGKm5IKosS1IN7QFMoBj8eUhZwY1//290r9//3GF+yslFGUkgk742ejdu/cTNw1ccNdnO284/+XXp7ky2WXzVKJ8Vojrq6++2uTRflO/NytUFGIJMFsKhE19inbRvqXNEaW9ui5ftkxQ3vA8mSErVzk3a25ZT9DLQnBwTa76pm3IdpXL5AYhN2aWgHiqKxFtXERiiVmIy8w1GYEtBdfn1PfA35oxnIKbI444Yq1X6r/fEr9DQvFFIuiEX4Qrrr71ggHdj7y3WYdWly1dvqblosVrdp45e2X5/37niWjFqkBQrVq1wo9d5ZVjliezbJY8/mMv6PGfGbtFcD/W7+J/nnFuoUrWxvzn3XZttNHXXbfC0f9ZoCoRHt5oR6zPy1FWjww1ZLIqN1O3O7ve/q0GTiJf1DMTEsSFLZqEgEkKGjdu7Jo3bz7jggsuSJPCJvwoEkEn/GJc2/e1N/3iTb3vuG+p7D2POm/frOy6tfwj/3z/GD/Gk1he+sP1119fz5NVO0+SB3pia++XtUaPHh1IGrtB01+JsO0M2XF5uYhVfu9Gj7dMUNWq4FN5OEsI9KqrrgrH9OjR4weWhQ0a2sEhzocWZFtsDIBmB3WsbI3Yu547d254Ujj88MO/O/DAA5v46+/Vq1evZHEk5ItE0AlbHCM/XM+kfmF27TPOOKN07969W3oi2su/3Wvx4sXNPKk1mD9//k7z5s2rMnPmzECu+LJS1CJaWSWQ9j777BOa+pOapimzNH8hr1mzZuWROuRsz8E5IWd1jLvvvvvcvvvu+wN/OS5cydSzQ7Dpeprs1jbnt/YJ16R/CdNtHXbYYS927tz5+I8//nh17dq1B/jNxxbiT5FQxJEIOmGLoFunvarXrF23Y9ly2ccvWbK67tLla6otW1m5UlZWuTLPP/98IChsBaWxARuEA5qDUNkRUr28dtttN3fSSScFYoX8IGsU94wZM8I0VlOnTg32AdsI0Kl5v3pL2+tMnDgxBC1R03GanVXoMayyVok2iljBRgYaGzTkM6h/dqtWrZY1atToWv/0MKJnz57utddeW7bTTjvtU3i/SEJxQCLohJ8FlHGbNm3O8OR3zsqVK/abv3zH7f/z3Aw3c/YSV7ZsuUB+ZcosDPsqs0Fkqyb2cSN725DfKlqU9TPPPJM34Svnatu2bVDVBCAbNGgQyPqpp55yF154oXv88cfdO++8E65Lo38IHKDEIdJq1ar9gJTjPOdMU3ZZxa0ZUnTPWBsagATuq1mzZt/VrFnTc3LPEfb785+jtN9/SSH+RAnFAImgEwoMr/7aeoLruGjRoiNq1Kixy+uvv57FPIIoSc0PuMMONX/Q2F6P+3Y+PwDJSSnLK5ZfzHtmSrEECAFPnjw5TCxLfjXrUdCeAINCpxjmgQceCPnWqGTOBblrQgHuEb+Y+5A9ImtC95OpbWj8WSBhzsv5UOsKNjJpLcFCZYjUqlXL1a1bt4Y/b9fBgwfv7wn59m7dur09aNCg33lU9oPIxVvlh0soskgEnZAvCOZVqFDhoqVLl56Qk5PTbMqUKWUXLFgQCAlyg9h4xGei101zm7N+4O/GqWkgbuOpPGm9Z5s64vEeYsSagKTxfSFtPOnQ3S63g96ECRPyiN/OKK6qRl5cR4OB5lKETDWVl/WuLdgf/5tryTZhHXMmMsktypx7UoYKk9f6e83y6+r6/c5p2LDhOQMHDlzdunXr0v67XHrdddc9uFV+yIQii0TQCT/AFR6ekHvOnz9/OyZlVTk3hIy9EAfPpHJt2TOIA2w2xzhTKl2sWKWqgYpgID5eNmsD2E5xyt6wdoVV6BSqsLT5zioskaKWd62XTZejIAW7heM5jkHrlVdeyX2C2CGQPfugpBkAWELqBDL9AFN21KhRzJxSyT8RfO2fBP7jP8uVqRdHQiYkgk7YBP4RvLpXd0M+++yzLNSxSp8VcLNl0iJBm7GQX2c7u81mTdh9MmVU2EZF8TyH2k9kKqhEG/K0PTBsLwzrh8cKX2SudqOcW/aIprGCcPkbW4MXWSgQNYHK2bNnh/2ZIUW2h45HZXNffuArNWPGjF385f7UvHnzs/zTSsM+ffrM2uI/aEKRRiLohE3gSeTqL774IgsLQYoXMlLjn0zqEogUrRqOS6VBJvKO97Eq21onmUrJ47Q4ZVRI9aK0tQ1CVc8MTc+lz6cKwxgaGETYuj9laHANyLdGjRpBPWNxEJSEsEkh5AUxo7jpvQFZcx9ck++Y606YMCG7RYsWt/lTn/izf7iEYolE0AmbYOHChWdqBhALS5YiNk10aonbKmyl01nitso4ExGLYC3Rx/nJFrYCMF6n/iB2TkINKHZWE5E1ylaetc0u0b1q1nJe6nGtvGfOAflibVCpCGFzXbJIOC9FKjk5OcEiIvipc0HWWDZ++xFb5AdMKFZIBJ2QB1K/Dj/88PrKJYbgIB6rfi2p2RxiWR42Nc3OW6iAmkhP54ttjVhh2/JqncfCEn9M5FK3ECZKWveggeR/s7xsDHpClsrQUC8Ne08i6bjfhq6vACQv7CEIG0sDRU3TKMifc2sAsgPAuHHjKvXo0aNNr169Pt5CP2dCMUAi6IQ83HDDDefcc889WZDQiSeeGB7TP/nkk02q8giwkdKm+QchIpGSVdExqdqMDGADd3FqW9wDI/at45LvTBkkglQzmSYiadvD2h6jXhoK7kG4CibGPrueEETSdgCSr61zaOovXU8pena2Fb5Tv76L33x2If7ECUUMiaAT8uBV8x8gGQiK/GZIzfYz5m88VvnREA2BMcB7SI9jITle6vBmVXDsE2vJepsaZ3toCJYo4wKSmKS11DaOQ0mTJieS1nRdma7BZ1cgUfdie2zoHEDq207xJatE92fBd8jgJqJXXvY333zz28L4XROKLhJBJ+Rh1qxZbVF2vPBMp0+fnmdlyIeFlO1cfZbgICUIkEd69kVdk3KGEoeEICVeEBnXkOIGNtsi7h5nPW8RZayitcyUHaL33AOWA0pa6laBTptyB7RN92Cb+AM+mwYh9tE9WqsnblsqQNAEFOO5Ef2guEP37t1r9O3bd/6W+UUTijoSQScEXHfddTtOnTq1qoJoEFjsP4vUICsRtlRgJsI855xzXLt27QIhocixS6jwo/qP86C2UaqQnSr81NAoDhqqElADg1W16nthVau9D/uez0RGBYOILWKRircEq2Cp8qr1ZMB9K4tDxS52QIlVefwe2Pxu7gnriCCiv+5f/Oo+W/bXTSiqSASdELBq1aq/0DAfshSs+lTgUDN5s169lDVtlA0Ish9q+fzzzw/7QmzkBe+9997u9NNPD+XaEPdHH30USrPpqcF5ZJFgR0De6hRnCdim3SlHWdcVydqUOBG5LaiBpKWkdW5VEnIOrst9yLpQAyaVndvBScg0UMWFOVoXN1rSdz1nzpyTXSLohFwkgk4IWLhw4SlSgXE2hYgXYrJBOcqbd9ppJ/f++++74447zj3xxBPBzlAADVWoVDyyGAiEQcYq8oCwaXh06qmnuiZNmoT1bP/www/d+PHjg9pmP4gSsmap4hmbWaHr2XQ++cuyZ+JsE14QOx66BhDulfQ41lsFz7khcqXGCQpwWi9c12KbnfbKEjnb+W6sDy0Pf/r06S0K8WdOKGJIBJ0QMHXq1N0t8cWQ6rONkFDcEBq5vnjPvFDGqFPsDAXkZEuoSIQXahnbA7vjscceC+eDGGkr+pvf/MYNHjzYnXLKKVTcBdLnZZUzxI3aRmkrm0SNjESQUqtxCp/IkFeDBg3y1nO/6ulsA48ieSl4u16fiXXq1SH/mvvivSaSFZQ/rQFAOdS5xS3lrrrqquaDBg36slB+6IQihUTQCZR37+uJIVs+bFz1p4yNeB2BRBoCqfyZF4QEaUI68mbjyjvBPv5Ddmz//PPPg4pGUdtcZBEi4G/uBxWKMgeQYbNmzTbZN07Ts6XpUq2oXN2/zSCxWSE2WGkzWoB6e8gH39hmtcwmilvnFKwNA1FzvO4zt3nT3/xuFxbW751QdJAIOgHleh72BRkOgk2L48X2mPiaN28eKufefvtt99ZbbwUionqOtp+q4gPWfrAZFbb/s70mx2neQBsUzK8YhZdKrFH0GhgsbB8Pa3fovd2m6+na6slhBxw157e9SkS48uQt4Utp6/uAlNnP2iJkvBx22GGc57gt+gMnFFkkgk7g0fowm1IG4sIMxGd4FAAADoZJREFUCDCeZ4+sA1R0/fr1Q/ky70VC9J0QscnDtYSoc9hqPpGonYtQgbtMmRE6Tttss/y48EWVfgwgnFM52tpHg4HS6GyAz6b68eIpQYMZx0HKejqI95UqVlYM0H2oeIfBCOVdr149d/DBBxMwrdOxY8eqI0eOTJPKlnAkgk5g+qiGIo8Y6jth+24AiAhyhozq1q37AxVKE308VWsJKLXMZltYwtcL0hLZWs87TuMDtueHTc/T/nbQwfM+5phjwn1NmTIleOU2E8NaH/Y+Y9uH+5MtIb9b92IDlspsEUHHXjZgYGQwg5xbt24d9iM42qpVKyyOIT//V00oDkgEXcLRqVOn6lOnTi2fqfRZpAQZQSo2nQ3fFkLBM0ZdQ3pAxArpfPzxx3mtPW2xS2w/WDuF7ahTGxTUPnHGhO5VucpxEM/uxzbumcGE/Oxrr702j0CVeqdBRHnP9ruIi2ZswyStt/aIUvv4Xu3MMUCVimqcxN98b2SuvPnmm8F/9wPmoS4RdIlHIugSDv943Z5sDNQkiMlZ5KMCFkt8rCfjglQ5si5kk+CtQjw8xouw4o52WsaeMoDcsUviQF8mWOsj9rMFzsO9tWzZMpAgwJZQlaTdP64CtOSte4HopaBVGs82BQt1vwqM2sIXkT1TduHfa/JZslUIeHKfu+++O9kte/ysHzShWCERdAnHggULDou7zlnS5G/ylSEX9VYWCX/wwQeBfJigFZKBlNu3b++efPLJvOIOq2D1eK/z6loxSRIso+l9nI8txAFMS/RxBoq1MBgwuK/nnnsuLy1PA4ed+dt+B9b+0DbOI5WtbBVbiWhtHfaX341iJg1RjZtsfrXts80AMHfu3J22/K+dUNSQCLqEw5PNPnY2EiEuvlCPDpU3i3yUqga5kEVx//3359kJlrikIH8MIkXIE0UZzwsYp83ZYhLbXzq/88oLhiBjRR+n5wGbyWHLwoEGHLUoBZrrUOdRMJIlBT1NmzYN1g0FO1LacSCSZW7HwHJdu3at2r9//xQoLMFIBF3C4QmjiSVoqx71gjBIX8N6gOBQf0ozUzDMqkYICUUdl0PHdkas2gUIetKkST8YJHSMtVksyWZK2bMDSZz5YWEzSCwZ24b9GmAgYWuPKKipAhjeS6Hzd6tWrfIKejS5rb2+/b5177m9pZlh5b6f9cMmFAskgi7BQKH5RZnY682UF2zT5LAyyNKARCiVZhskrmPwsyGjTDnLcVZETM68R+GioPPzneMBBFj7RPvofHYZf85M92YHHjXw56VUPPbRU4QGItQzwU2yMfCWpbCxh1DPzFWoHh66nv3etQ7FTRdB/Gh/zSNdIugSjUTQJRg8Prdr1262J4qGcQAvJi9rIcgqQB1CPqSvWY9WM5hAbnHuc6wcLbQNkrIzj2TymGNit2o9blAkFZxfkNLC5kwD23DfNlPSUj602o/KBuLz8z2gqNU5zwYK9dSiXGwgVU7RD/BPN3tv7jdMKN5IBF3C8c033+wSK1g7J6ANltmcZABxoaYB2+wUUH/84x9dixYt3NixY0MzJRRkjEypc7q+usvZ3GSrNjN5zlLQ8bbYPhBiT1skyrEEAlHDqHmgAUDX4AlB+yvND4XMk4QmLmB/iFq2h7VBlFmijnr8LS9f58vJyan/k3/QhGKFRNAlGJdddtnpnohKi4SAyBiSoBCFx3YUrbUVrBXAe01lxeM+REMRyMUXX+zatGkTCkPIOSaV74UXXnCvv/562J5J1fKClLELtB1kyp+2M6v8mLecya6xFYRaKivD9utQJon1wFH2Iln1r1YbUts2lGNkf/Be3yGqGoXN94GNwUCgVqy6T5XBz58/v4pLKNFIBF2C4Qnha/9ovsEruCxIRsQljxV1B7FIDWY4PihGCF6zWwMIBiKj6OLVV18NTYwaN24cFGmfPn1CsHHy5Mnu3XffdaNHj6aSMe94zbhiA4i6topebEAw9qPjTJHYComDjPKBbck4LwYJ7skqXVSzCJpBCWLls9gBCyjTRefnc7PkaYJGUJpAVvdjg6wqbkFt++826+qrr95j4MCB43/5r51QFJEIugRj2LBhH1x00UW9vbLtoZlSlBbHUkQZZ0sAm2KHKiR1TCpUZKPzEUjE7oDM77rrrrCEtA4//HDXuXPnoCJffvll99prrwXVagtDLHHarnDKW45nMbGd6OJsj0wBQqvU9flsJorWQc7aTypf55YlZKsSAeuZ2opeJaNGjQqDkc12sUUxlqg5ju8ot282jZMSQZdQJIIu4bjjjjt6epX2/JIlS0bMmjWrzYQJE0opACh7Q8RhIZJTCbgIWT6qiAbigYApDuFcBNMgZzI9CIbdcMMNgcSoSLz00ksDkd9zzz15JCfbQYUccRpgPEehrXqM7xdkylTRDNs2lU7Eb6/PNu5V03OROmdbhdprcTz7orL5jAxSkLoyYuwAEk82kKue3bHHHvvMSy+9dBNPHQklE4mgE5x/hP7QL9p27Ngxe//99++Yk5PzJ0/YLSdPnlwWYpE6jH1fLTU7COScKXgn1Ygi5MUjPo/6UqkzZ850Dz74YHgRdFQGh0irYcOGedWLvNQ9TmSsbZxPfnDsPQuZvGu7Pp4TUaRdp06dUAXItdXz2k59JcWvSkBsH54q3nvvvZAyyP4cqwHAXtsODOxDJeUhhxwyYMiQIV238E+dUMSQCDohDyNHjiS3bHjuy/Xr1+8gr/YunTNnzhFTpkypSWBLGQZSiSwhLAgJrxqyxq+Vso0ncrVl5Spxtmlr6pEsH1yzX8sXRoHL3pDSVCtUtQC1mSBxxzz7NJCJxG3aWxyknDZtWt75NPuKvHst1TeaiQx0f6hoXV/XitMYNedhmzZtNvgB6fKuXbsO34I/bUIRRSLohHzRrVu3t/2Cl+vevXsNT05XeiI52SvCJl5dl1HhBlDvZ4gataj8YTWx12O9iBvYKj+bWSFViiqHdKUuZTeoEo/jIWxUtwJzSmWLr5FfrxHdkwYcHcN7BhyeINSQXy9lmbBd5C0fWf1HpK75DGrmb9W9rq3PxbaTTjpppb/uCZ6cXy30HzehSCARdEKB0Ldv3/l+0TX35Xr16nWyV8qXe3V94BdffFFW+9kgoTJAgKaGUnMgCMu24bSZDIB1atJkA5T2/JqxRME8GzTU+ziQaNfbe46n+2I7PjkEq3tVGqBNvdN92wEC8Lk1ca0qDTW9lc7VuHHj7w844IBvPZmXr1Wr1jv+++w4YMCApYX2IyYUOSSCTvhZ6NGjx1N+wQvyPtqTTCdPvodMmDChmhr5xylkqGuRLCRl/WReUtxA6WvWD9Z5Yg88rigE8XpLznH/Z1sUo31sRggK2hbvaB9NYgDpah2Dkv62hS/47lQUKkOE87Vp0+aFgQMH/r6wfqOEoo9E0Am/GN27d3/FL3ihrBt4ErrSE9LxM2fO3OXrr78OLBnPVoJixQoRiWvqKMiOddgWtgm+TUez1oC1MywpZ+rzDKxCtil59h61PfbO7f2ojD23qdEPCF7qHnJv1qzZqo8++qgcA5cmqM19unilUH6QhGKDRNAJWxReWc/wi0t5denSpULr1q3/4lXqWZ6wW37++efZeLTWqgDKfoDMVNWYaXZtrdcxFrGvbMna2iL55UlrUte4YtL+rdlRABYGPjMBQCl9mybHzC177733RH9Mb0/e3zzzzDOjbereLrvssv7f//73Pf369SuU3yGheCARdEKhYciQITz7D8l9YYUc58nr0tmzZx84efLkqmpZmomw4+wKS6xxqTmIe0fbYwRb0BLvF19fuc8WNtioAKC9D5YNGzZc07x58xc9kV/ep0+fGex7/fXX173kkkvu9up5mh+EvvKD1FhPzNN+8RecUOyRCDphq6F79+4v+AUvrJBGXoVeNW/evPZz5sypR+m3PN2YQDP5zTbXWSSJhYCiJbMjU7YGiEnYDgRxoNIeF1sitjc0Vo1/UphTs2bN4atXr77RP0VskgjuiXqWX5y/Rb/MhBKBRNAJ2wSexFCQl/A3Vsiuu+76F68s/+AJb88vv/yyDDnXNvXNkqMtzdZ7+nkQiKP9KaXVzGkY2yP2PHEbVAU17XkzWSw2DdAr5Q21atV61yvpLp6E3yucbyqhJCMRdMI2R2yF+Mf/EzwxXjJz5swDZ8yYUZX+HNZuiAN+Wic/2OZUW3KNbZPYZxZiD1rnF7FD5kcdddT9flvHgQMHfl8IX0lCQkAi6IRfHbp16/asX/DCCtnVL7p4Mjx21qxZ9T777LO8LnNW8TKLiWZhUZvQ2N+OFbFV0rFfDWxZtj1HbmvVmz0SOScUKhJBJ/yq0aNHj0l+cTF/Y4WceuqpnZctW3a2V9ctpkyZUoZGTKo6pHlRPI1UnDaXKUgomyRTCp+2a53ytBMStgYSQScUGeRaIQNzX65nz54nVKpUqdOSJUsOnDhxYhUCjZo4IM7qyETK9m+l2cX2h93OewaBPffcc22VKlW+K+SPm5CQCDqh6MITtLVCdm/duvUVCxcubD9p0qS6zJOonGVbvBJ32rPq2HamU48ONV4iP7tRo0brmjZt+uiiRYs69OnTJ9kbCYWORNAJxQI9evT4yuVaIddee22VI4888tLly5efMW/evBZjx44tgz+tJks2PU+w+cx6UThDxd8ee+yxbuedd34wJyfn4m7duq3YVp8xoeQhEXRCsUNuw6H+uS/en+bJ+SJPsPv7V5WpU6eGPiBxgBCljJeNnYF69mp5hVfNj/p9O19zzTWpiVHCVkci6IRiD6+oH/MLXlghe+y3335/W7p0abtvv/12p3HjxgVCVp9pcqmZ3gqCbtu27Rm5NkpCwjZBIuiEEoUePXowv1+o6sMKOe200y5/+umne0+fPj1r0aJFYR+Imj7UmncwIWFbIRF0QolFrhXyd0/Ih8yZM2e/1atXV/IKurRX01gbD8+bNy81zk/Ypvh/41TW/RDNoZIAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>