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Mega Lite Drama Profile Q2 (Mega Lite_Drama Profile Q2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Drama Profile Q2" ShortName="DramaProQ2" Company="Mega Lite" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>f343d449-2b35-4b0a-9f3d-6c0f6082846c</Thumbnail>
  <History Date="16-05-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="20-05-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="59eb4424-6188-4257-961e-4dba821066ee" />
  <Control>
    <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="Macro" Name="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="Col Fade All" Display="'Col Fade All %.f%%',0~100" Dmx="2~19" />
      <Function ID="3" Name="Col Chase 1" Display="'Col Chase 1 %.f%%',0~100" Dmx="20~39" />
      <Function ID="4" Name="Col Chase 2" Display="'Col Chase 2 %.f%%',0~100" Dmx="40~59" />
      <Function ID="5" Name="Col Chase 3" Display="'Col Chase 3 %.f%%',0~100" Dmx="60~79" />
      <Function ID="6" Name="Col Chase 4" Display="'Col Chase 4 %.f%%',0~100" Dmx="80~99" />
      <Function ID="7" Name="Red Fade" Display="'Red Fade'" Dmx="100~119" />
      <Function ID="8" Name="Green Fade" Display="'Green Fade'" Dmx="120~139" />
      <Function ID="9" Name="Blue Fade" Display="'Blue Fade'" Dmx="140~159" />
      <Function ID="10" Name="White Fade" Display="'White Fade'" Dmx="160~179" />
      <Function ID="11" Name="Purple Fade" Display="'Purple Fade'" Dmx="180~199" />
      <Function ID="12" Name="Yellow Fade" Display="'Yellow Fade'" Dmx="200~219" />
      <Function ID="13" Name="Cyan Fade" Display="'Cyan Fade'" Dmx="220~229" />
      <Function ID="14" Name="White Fade" Display="'White Fade'" Dmx="230~249" />
      <Function ID="15" Name="White" Display="'White'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="160~255" />
      <Function ID="3" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Square" Display="'Square'" Dmx="50~99" />
      <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="100~149" />
      <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="150~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3e535cf4-aa4f-4f09-b9c9-29147dc3549f" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="f8084d1c-0537-4ba1-b902-ab15c79d7f18" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c7144c1b-f718-4db9-a448-889d44d23ce0" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Dim_Curve" ChannelOffset="8" Wheel="25" />
    </Include>
  </Mode>
  <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="Shutter">
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:3:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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1jfYQhD6IBkGVRzsAsD+Y8ispKuzU+HpsAwghGInUzxsQ0wUVkdms9kmR6t5glBfygUbalVCp5gPZxt8MDtI91EYEJ4l6vK/pnKxK7QDNaZ3wR4n8E0qW4NBKApuaYXr9FRUeROGu/N5cpWdEhJAdn0tpiXi1XR2Jz6uPECA/QPtZFhFEUc5FQJRSkoBA1tC3arnPxuoNytTKScVek4uh1uzJNRd3rAp1F6Pw4AhuIxE7PoVKpjMSkyceJER6gfayLGBsbi0juRnmqG95qC0c51Sdz23cE8YiUFFNTUztvveV28d+wtmj3pmIkD/Z2pklW9NfksheXy8ujOLaPEyM8QPs47mPXrl2nP/vZzwWbZjrqSsyReAYgZbO5dPepwRxUK9WRAPTJJ5+841vf+jYPiAVqiNEipNDPkk0zROc6ExG/juPYA7SPux0eoH0c91Gv1x9O/HOSplykSyl7RbDM1jjL5ToXMEbIHNU8Qsyg4y55UFO/YKBq61xEfm5QLUN2ILw0LRZxGI6kScbHiREeoH0c91Gr1c5qdzowyBLxwljTnEJhGDQxm9VuvnK1PDIlxaA3EBvRokAombKzBAkCkWJnCtlBHHuA9nG3wwO0j+M+wjCcbHfakKbSSSh1QcPWo1luINI0mn2Z8Zu1Sm0kFAd5QffI4tQOaY1c7JkYtN0MQikYGgjjAEpheGQUx/ZxYoQHaB/HfURR1Oh1+5BmuTjYUQaLWTMX60BAOVQ7uTBEkKyURgLQ5GTX6ffATXHRbhQ+ds7aZx4dIG52NFU8YF58fhTH9nFihAdoH8d9BEFQabVb4nuh2XPGoGhU4pZzw4jR/yqlylED9Atf+MLw7W97O/T6YuuRq/+Gcdl70TBjGJxJQRKFIUny5o722D5OnPAA7eO4D2q5Xl5egsymLHdz3YMktwspiSUTf6O2HKRLNkdv1r9z587x1WYTBv0+Hyt3rYJKozCtQdyzDUC8+gOI4gg++tGPHvrIRz5y1J/Zx4kRHqB9HPdBAN1qtlnOVkzvNqqhyFTJwRNPQnou/bnzaI9ZLpc39RGc+wPKoF1uDmrTzycgZUE9D+0ipAzaj7zycbfDA7SP4z4wIy4RB11DAKxWK9BsrkIXvzZaqCvc5ggoEaCbzebXjvaYcRzPDvoJ5Gmm6g3NmkHhml3tAmkBN6LyKJVL+c95Wx8+7hIeoH0c90ETvfM0h0edfz4mzAkcPHAA9u7dD8urq5gtGwVPkKY+m2Yf/ehHj7pQRwCdJH2W9tGbhw6I14zXCvW4VlJ4qFSrfh6hj3sUHqB9HPcRRdFYEIXQ6rQhtylMTk3DwuFFWGm1mBsOrGiTxbM5H4mCo1QqzfZ6fcgTsRoVJw43ezDk5pRcwZr0zyTFRlD346583KPwAO3juA9ylVtpN+GK7/8HlBCon/DYx0GpXMHHA0jIDtRIVx9TEWY001SCIJjs9rqQIkAbI7amw8GwMmKLWswptc61YFirjabF3MeJEx6gfRz3EUZRdWlpGcE4Y5XG4YUlGJtoQLQQQpZk7CTHkrvAIGjHI5mqTRO9B/0BZLkK7LRbhYenUNbsdNHOXQ9PIgpC7wXt4x6FB2gfx33ECND9fo91xgSQrVYLJicmuFGEpmobI5af9P9xPBqAxveZpEYVV/UjiiNjpYiAsUxvkfZumYJlKeteGMWxfZw44QHax3EfNNG7HEVQKZVgkPQhzyxkGfDQWNVXMA9NNMSoeGCe6N1BgE5THUibF63kVqw/APgxI+b9zEnn143i2D5OnPAA7eO4DwTdUrVcgTAugU0SGKvVoNVcRZAWqoHlb9ywMrpCHb7PeJKkuBjk2p8imTNRHqCyuhwzdzbxD6izMYClxcULR3FsHydOeID2cdxHFEVxuVyFqcY4hJi+bt68CW646UawmEZz5qzm+aSBLpVKowLoRq/fQUDOtGswx4zdyARvIwc1POpqaNx/2WWXHRzFsX2cOOEB2sdxH2EYBhFmq494xMOg0+3AWGOMjYw4ZTYy3ZubChFEK5Wj9+GgIGlfc5XGC4oRkibO+CdkKoUT9hyPHRpWdKQ2900qPu5xeID2cdwHZrBBb9CF+tgYgTUX7NqDARsmWSWEiWagal21OhqpGwJ0lRaDjAfUuiG1wC3l7ElN9qKI2CHIpJXQmJ/zjj58/GR4gPZx3AeRCgtLRyAqRZAMUgRLw9wwu15oRivu+WZkGTQuBLVOqwOWJnqTIZLJdUitJMqUPVNWn+dCf0RuxLgPH/cgPED7OK5j165dwVOe8lRYbbZgdjaF0087Ba667kYQRkG0yaE1xTzCUinqjuK4CNCVDtMolCEnRTu5DKnFR8OAR26JNtrgccujOKyPEyw8QPs4rmMwGMyQmqLV7DCF8aNrroJ+PxeKIQg5w3VBIIpAORKAnsGgGYgJKa0ZmJXWAJngnaj1qEwTx4Uh9kZJPu55eID2cVxHtVrdTk0qrU6LyYVGfQLmD++GJzz+0a0X/eZvjv3R//0WOHxkSbJazqDjo+7mw6z9tFe84hXlZDCQTJ26BE0EKc9DtNxJSC6j0qti2OI0jkNvlOTjHocHaB/HddRqtQe12x1orjRh394DcPZZZ8E5p58BeZD/v9u3b39zFIVcwgustJNEQXTUQ1vHx8cf2+l0KXtnEGYpHwI1KTZ4FqEuBmBt4c2BmbsHaB/3ODxA+ziuAzPoc3u9rpgVRRbicszFQoTFN15+xeXscBdSw4hagR5eWHj/CA4btVptIIpDmQwJTKb/4PWvh9tvuw3+/Wv/Dr1+n1UedOxKrTKCw/o40cIDtI/jOiqVys5Wq8k2o8Q3U3OKxfT1P3/wo/Czf/859sfA1FZkcPjNz3zmM6MY2pq22y1ISSZixKhfzZiSbrf5P5/2K7/0F9/97n9Al/xB6HE8h0atNoLD+jjRwgO0j+M6arXa5oNzc2DykEdakZSOMDnJU0jThBzkuIBnefSUGdW4qajZbEKWJEKdkN0ouUBHhroUOyvNVRgk4slkdXhtHHkvaB/3PDxA+ziuI4qiGrnX5TbjbDnJUsxkI6YzqEGESIgYgM2KwiiMX/eG1z3lrz/41/9+NMdEwK2srKxAisdMeTAtAjQuCFka1L/5zcs/3Oy0YaXZUpWfk3OYfaP5xD5OpPAA7eO4DnKyo4GxlMFSoY56rimfpcw2sDqwFRPr2ekZ6CcDc/XV1371Wc/6tZvOPvucF73vfe+76l4ec7zTxkVB578yjUJSO/zypptvMaQmoXMJ8bgk56CCYZql147uU/s4UcIDtI/jOjCbjch3gzqpaeyVDG5FkOYhgbk4JcUBLC5jxpskmGEjiqbm7Dtuu+05+MR7BdBxHE932l2wrMswkOF7hnjc1KSsghYDfypKCjhb1krb/xzl5/ZxYoQHaB/HddBE79XVVbb5rJRj1hwTSJM3dJY5oLQ6MNaK0ZzlmSdb7u0xEaCnlhZXIEtTXgRk1JVk0bnJ3YkhaGtnofhyeIrDxz0OD9A+jusolUrVTq8NBgG6Vq3rVG2eoM3uRUYMoRlAhQ0OIE0zAvKN9/aYBNDtThuSZMAKjUDbvHlqi9qbct5spImFR14FwdxoPvHPjl27dp0yPT39T9/57nc393rdg1/45y/8Yp57J73jNTxA+ziug6yg+70Be19MjI/rTECAqakp0khDt91iH+iMDfQzNi+iDsAwDGfv7TFxUZhK+wMxYaLIhc6wrq/bypgtHngVCNVSLpeXRvKBf0a85z3vOf9hD33I5Z+55JLSjTfcAoM02XLugx70x/iti+/rY/u4b8IDtI/jOjCbLfc6A4hLZajWa5Bjdkzt1qecfBJ8+K8/BG/4wzdCXK5Cq9lkrwzSSw+SHnS67cmjOGaj3e0g7maCx/zO+v9k1B8AT/QOWBstviDdbvfwKD/3fw0E52dtmJ755w//zYfDm265GaamZ2D79s2w7+CBN4IH6OM2PED7OK4jwuj0OjA5Psk66MzSGKoM9uy+s/Wwhz10sGPb9ulDiwsssRgkA5jEzHq11cRse+Jet/Zh9l1HwIU0V3NR5aGJSTBiCi2TvUnBkctElS984QujaJD5b+MDH/jAq88688wPf+xvP2Zuue126Pf6cGhuDlrLy6QTn7ivjuvjvg8P0D5GFhdeeGFj48aNryFZgw0C/P+sm6bpsk2SJv2dAux/97vfvS93+rSRhA27/Q7sOGkby96oWMgeGSaoz80drPV7XTh8+DCCd8AFxABT3le/8pWQpcnK29/+tkvwNfgSmndiSoNBL8ZzixBTy2BNBUG3jOBaxueUEXBLgcXHTVAeb4zNLi0tQpLnOrfbCCSHFpR+ZoN+AnC25MA3fMYzfnVpZma6i+fWw+cM0ixLqHEm55xbB2QFluZm5blMIieOJAyk6kl/BXguBh+g5sSINN34THw0jKrV2uZ/vezLZm5+jg9eq1aZ1pGM3sKLX/ziw1EcRHEUhaW4HArvYlJcZBYG/d4/fvazf/8Wz1M/MMMDtI+RxcMe/vD9X/63rzRMaqFSq0IYRZAiWFJTR9LvMWi88Nd/A17+spfntWq9u7yyvBdx86JLLrnk83fn/d/61rc+uN/vvzBJkodmabq5VCnPzM5MRSdv3wFUtLvhhhuh1+3BEmaO/cHAfPu73zNp0oNyXCKKgaHw4MFD8Fcf+ms4c+dpv7B9+45foHNiY33ELAQ91k+bQDCMpXtGtdQQAsmqCcUWFlegh1kqtZWzBpoFzwD1Wh2mpiZhfv8BHhhgiPOGgEduHZw/ONlP0kkqLEZxKAMFqGRJ6JynEId4rfCxKMa1IUkhKoXQG/ShVC7ztSvhZ6BhBNVqmT4bxPg1ZcqxTjKnSTJRqQzjeM1Jo+3UI7ObN8GG2Q2zrWYLlpeW+D2nZ2agVqnRdWlUSpU3X3DBq3/3t37jN1712c997h/uq98NH/cuPED7GFls3rylsby0yiDX7Q80kzOwsNyEbqsJaUrdzgbG6mNBY3y8vn///rMnJuuvxQd/JkBfdNFFJ59zzjnffMhDHnzy7j17GWiWVlbhjn374dprr6N0FJoIQAYz6D4elzJbarWmVm92mUO0KpPsLrXsET0+2YCtW7fC5k0bRX2BIJzYjDPhwMnyuLaXy+upU1AN/wmQu3gcem/KxsmPg7LUyUYDzj3vQTDeqEPS6WDWfkRHX1EEUMdrsYxZd6Vaw8WiQ9QMf5/oDypw9ts9iBGM280jCMoV6K90ebbi0pEFBuWVdgcq+Pj84VWoVPC9Vpr4eAVaKx0ol0vQbLUR5BHEu328vnVo4YI0Pj7BZlFzh+ao1ZzoDpYe3nH77TA7OwPjYxPiV23MOB7zc8942tOuNWHy7Msu+/qd9/kvi4+7FR6gH0DxoQ996G1pnv/P7moz3LBxQ9DudIJ2u511u70sT5KsVC6lU9NTy7gp399st76zutr8+/e///1X39/n7WJxYeH6l7/sJed969vfhoP7DrCbG6kmCOR6yUAVFhl0ki5A28C5554Nk1PjP/xZ77lr165HP+EJT/jm3Nxc6dChw0DGSB0EwAQzwQiBM4hjSDGTTPH900ECBjPRUqVEJkqwsrpKO3l8bgIxjbuql2F2agbBaRoIgefx/ZzREZvu6xQWBtVA+1wIoKOQgTmy0rhNswi5pRz/TZkvfW96eobaBaGJ2fX42DieZwdBsiN2owj+BKoEmLv37IEynh811+QIliFNXkGwp4y42W5DFUF6GXcApOmeP3wYqvg5FheXOJPutJdIDcLWqvS6RVyoSpg591mpEkE/7SAQR5zdV0v0/DbuCmK47robYGZmCsbGGjw3caxah72792PmfwA2bpjlz0DXo1QqPzjLw9uf/vSnf/orX/nKK0ZLRfm4N+EB+gEU4+Pjjw6CYLyFmVCz04WvfPVr0Me/ybKyijd4ioB36sknz27etuX0M8/Y+aSZDRsu/OxnLuns3rvn0ssvv/w1X/rSl/r35/k///nPe9B73/veJz3hsY/5zOLS8rYvXvavsICZ5AC36H3M6AisDW7vzzz7DHjQOee0kjed7tIAACAASURBVMHgJRdffPG//LT3e/e73/0rj3/c4y47OHcwJEMkXJBgZXkFmgi85L/RxvcVq9EMM9IA/w6JnBWuGaFxYnwMn48gHWO2iuBJAE5DZClrpdcbzpZzsDzQNeA2cR76ClB8T0bOAhf9Qitdgm0E14AoD6uDBimTRsAmkyQC/CAOIK6UwSJAE71B79Olbkf8bwNmrnfs3g0NzF7p3Cmzzzkj7/C5L62sIICXYWl5CRqNCVjGz1rDrJs+M+48YBEfp0y4tdpGwK0jCHegWqvwolWrVRnkSQO+utqC2lgNM3L5e9++gzAz3cf3rDNHjr9rMH/kMNyO57Jl8xamWmgBjchYxJqXPe1pT3sSfrJTjsXvjY+fHh6gHwDxzGc+s/yIRzzi4Tt37jznyOFDnEHdTlv5hSW+CZ/4mMfCho0z7HNM8+1qeEPSLpw4SRMEtS2bNv/O857znJf86Z/8ycf+5Ytf/IMrr7wyub8+y4UXXvhN/Gv7Rz7ykQ+/9rWvvuAv/+pDcOtNc5BgVkfQ96QnPv7Ig8479yNve9vb3vmzClPve9/7XvCLjzz/0gP7DwTzh+YRaJdxW78Cq/iHFq9+u8Pb+G4fFzDMnjNK9igbDsRZjjA3RKBuNBqwsHgEs8SQ8fcwglKAQFipVqQDsJgjaHlclaM1KKMmA34jRkdMY1jWNxvodnqYyVYZjEVcFzAQBiCzD6sIlH08J6seHXQcKlwG+j4bpmcRzJtMM6ysrsDE1BR0cMEgDjvExaSM50aZdAmz5xL+mxz5JhrjfKQGZuHEfc9MT+OikMHU5AT7Uk/izqCH16KBXw96AwTgBoJ+ChMTk9Ab9KBRl6/5umD2nWL2vml2AyxgFp6lA+avrbry0X9Zmp18/qMe9fff/973fvMY/er4+G/CA/T9GG9+85urm7du/taLX/ySR1IG9KOrr4YD83OY7fENgtvPDZBlNG9vFZq4tZ87gllksw0Gby7ic2n7OoFZ1o5t22BqZjLG51/wqlf+ziv/ZNeuj3/v+9//g/szo77gggte8/nPf/6hv/LkJz9m6dAR3m5bm2Kma/8EQfx/4Z+feM2rXvWqxqk7djxq4+bNr3/Mox/97DvvvBMzxgUuMtI2v4lgRjafqwjMg+6AZXPMM6c5glQmdEWSIMgRJcE5MZQQ8CYR1CjTJLfRJMsZpLds3YLfK3PWSLrpNJA+QwJyUK6ZgCpkC9OAM+lAs2tAgKbCnkjpQs66l/DcyNJ048w0889yvEBnFeKNFsf4VCo+Wl50y9TpiDGNz6dFooEZrWUFRk06ICslELol4AXDkhMTLSapLirJgHcCvMjg92nsFxUdqYBIT+gnkhH38fpQQ2PSS/j69HsdLoKS2iVgLsfAwpElbrKhnQdoJyZ9E1/3wpNOPelLe+7Y8+lj8Tvj4yfDA/T9GA996EP//sDc/MNxq//1cx/0oF+i7OhHV/+IXdiocEWFHS4oxTwhBA4vLHMmVhtrYBaZQhcz7H379sOefXth06ZZOOmkk2FqYjyempr8vWc+4xm/s+viP/7U96/84etGAdQXXXTRjkqlch7exJvxyxm82ccxm6wjeJQQrGgnH+dpFqd5HmZZhliWh7jVLq8sNyHPUlYa4D8gMuFrdl188fPCyIxXKtVNjbGx6So+D7f14a889ZcRgHL8zG34zx9+H7PjPnf9dRFUmphhrqw2gcZb9RCMaFDsgME55enZRANRkXDQT6EaVCAuxUCyC1Jh4DE4e6TnDwZ96CGIr+J5TUxJRks4lXHBDjNdBNuUAZFNOxg0Ux1fZaxk1sStT+DPKmeVR84iOwL+I4uLsIwLSWpt4QMtGGjhyMICS+8EZQ1kICoRskE1OgrcBCK4s0Z01OzIR+9OreIgL9WqHncxMqjyQAD5GUlLjPzN5Euu58DPt8OX0zHZI1t2CFwkTUgZEvNnpOfThAP6e6w69nfnnXfet66//vrdR/s75OOehwfo+zFwa3vmlT/4wUIUmH9a/P7qE0/etn3ltFNPmelhhtjBP5ThEZ2RkAsbZsxU5Y+jEsxs2oQZ8ww0l1fglptvhu6RI5h5z8PBfXNw2s6TYevWbcRTxo3xxiuf9WvPfDkC4qdvuPHG11166aV3mWi9a9eus+v1+p9HYbgFATJC0BvgsQYIZgmCLuJFOI5gtGWsPj67bduOgPyPqQmEuvXohmYqgL7OpH2ainL0p9vtMYj2Ecjm5w5jBrzMn4HgYe/+/ecMsvQcAkYGGQLERIiCzGY6hFXyzhSzVPLYIPqCMmIqfnXwvZM0YcAlF7k0zWXcFQBfr6mpCcwIj0C5VOEM2xkYEWATZVHGrXwUl3An0oTuoCuZInC2yCAo2GSLadyi6HBUh4VcewalSGhV3SEcNn8GZW0CJ4hmIIQCXF3PIQEr+VUbK+DLRUr8kDYAfYZV/ltmKZJgL3QKE1CgpdfpAiO4re9n5LMQAFsFc348EKMoYl4iI/oSo4tGHAbcGWmViw70lMMoijA7/w4uzNu9VvrYhwfo+zFaq6t31sbqG/Cf1RD3nfV6bZwyrTaC0OryKjuyVWs1QEBD1EihXI6htdxiiqMURsxd0ha2vbws77fShJXWKiwurcLmzZtgEsGqXqtH4/Wx33nS4x//0j/ZteuS62+44QIC6ve+970v2HnG6Z/9xte+HuWYdW47eTtvwUmmRjlYwhI1zB4xUz14cI4zTQJKLpzlAopZ5gA644y23RHlQheBlDJ/0ummg5SfZ3Um4O49B/B5PZaCEWhy1qjgxuNVKZPVDj0G7HS4IPQHCQL/gF3kZHHIWTY3hteoNlblX2ZaHColKZpR8Y0y0dw52VGrN76mn/d5V0J+GqSOcCmoJsrFjEHuILFEc8g33bNwQZMFxwpw22JArGS1DjCZz1YtNUnynOjOuOMp2A4LkUPXvUDQXHhsMTCFogtGz9HqVXOZsRzfFNw6+1IbKwtA8WzQlvfhMU0gWTYVOpmG0fek68cTyaPSlnPPPe8L+NCzR/jr7+NuhAfo+zHm5+c/9phHP/ZX5vbufdHCasvUG2NxBzPPf7nsMlg8eBhOPmkbPOb88yGuVKDSGGeJ1UJ/ASyCXoDgHQf047PMl1IeRkXE1V4P5g4d5oLaxg3TsGHjRlit1UmHGyEovuxRj3zki/7XX33wtoc/4uFn/eCHP4RFXAhuuenH8B9X/gC2b9sGY40GglYk229xYVPAGWZcziRI6EpbZJkhbpFLeYWBgbMxK5lgkNLNLjagJI9bWlpigKNiGtM3xPmmkj0T2NOCRE0bBMQZAj9n2VkqQIYAwj4X+N/E5AQXAQlmjiwegQ7x8ybELDlmDwzi6FNu5ohhgOBOr8F34qycgMs6g38j11GsQqklxTWn4HmpBC8wUIAhZZ95IlkpcKNfVmTcnJFbq8U2UI5bIVtpBoVbPh+jLDUvVEzTgKTxDvhBs1krmbjIAqFw7XPPs7qYWJ6TCMPqpxGgTvJ8eI5WKRwhTjg7N1rQlB88FLas8gb8833Wk5/65Cd/46vf+Mbo7wQfPy08QN+P8aY3venzf/u3f/e5naef/szG4SO9WmOscvV118LeO/fwrXvgwEG4+aYb4SEPeRhmiGNQJqkdZTWsSEBQiCI4defpcBsCLN1Ip5x6Cmt2Fw8f5kxybm6eGzhmZmYZzKhpAUE+QlA769prroVsMICHnHc2N1f84D+vgn3798Dpp+2ESmVcsrFcMuO1GTODqcukwRY0AGW9nFFbkapFeB6sRMAMd0BdzQQeWc7KA1qEBvjvasKucgySVOhjTKExUgTG9F7EASsP7I5XLVdgEy461JRBFAipXrhLkGw/A5G99RH8G/UypIhakxs3MLguLCwxh51rsY04Z2qkIQVETHW+UBcgBkKhX4iG4KEoAMOmkoCJEM1sc9VOu52/oCEvH4i0mWJbqC3X1kGzTvrmQqOm6yxCATlGwSnbNYCsChNRhmgGXqT6/JXuAPRcrFqgOv6ZHpc3KhaOjD9joBl8LouJkYVUFCuUgQcM4/S8g/vnX4z/9AB9DMMD9P0cr3rVK36L/v7ABz7wkpN6Oz/9ze98l28o2kaHYQw/vPZ6uOPOvfDSl78Yxio1AUeQ5gnaKp900g7YtmWrmtEb1tZSQ8Tcgf3Qbjbxpg4QmHbD9OQ4TE5NQnWsBq12C7ftAXejUeMIvW7bjm1w849vBnJC27F9OwOsoxyFV1XNcJ4X2ZtVDpZ5Xv0Ha3pBwTwXYhc/CfPF1DEXU64v9SvodXrS6uyyN6JUNOumL92CIO3W8pR6o4aLRh8OIzDThBTmc4Xw5XNgIQK9f0La5ATCsTqUMIPma4oZtTUiVWSZImXp5NtRCzBTt5rhyqIAClK5dY87mgTwWk5zIZEJYwZQ6WphcGdOW66bcRQEPpeaW+i5DMiWzDSCQmfN7eVa/HMcC79nkTEHvDgxb4w7BP5pBFAUAEO9Pg6vjaNjAqVR9KIEugfIeIGIeCES3t1dvxyoqFur17nTkYqJrIbB8yN5dDoYPOm+uQt8/LTwAP0ACcwkT/nOD38ASbMjRSK8Z5abq0wJtNptOLj3AJQw1SOfheuvu4YVHpR9BqWQgYcKSHFc5gyVblXyRqbmluXDR4D2zQsrK9xgMT7RgAaBVhxz2+/CwiIDANEJE40GHJo/BIuLi0w/5HpTM1Ab8TUeStB0W51L9swUB9gi2wYFb87GnCoChjQqC9ByFgsI8GthTPGQn8OqB+EIdOdtoIlZMAESHTNU+Ztjfa3SLZSdkmLDIAjeuXc/XsMeVbuEi82Vi1bPZnpfAiNuCEpzzsppYeGCnZGMH2yhi+D3hqmAB8a6rzk7DqSZhTLhQGkFmeSSMfVD9BQvZAHhZajZqlwMsYx2FBIUn2hIhzjoFS6Dm2i0+OiKgtZlzACFo57w1vgZ80K/we/Sx93V9MwY8/RWufFAKRha9On3bXJiQroojb4/zVg04enPfe5zN92Xznw+7hoeoI9R7Nq161zMIv943759d0xMTNAA0VuSJFmiG3d8fPyi2ZkNL/vS5/+Ji4Ehl+Ety7lo500gcdWPfgTnPPwhXAQi6sMqkuUOAMEqwSgaAMnAQ5ZOdTptaOANN9mYgEF/AF3qPsPtPX2PgIyKeYSmBPqUbZLmOuQMj85cOW4t8sm2WTIrOZY8xzrrzcydi6ghAle0UjkYZ4xkTEQgReZE7DInHGzAGSYBzZBaEAWHVS1wzjSJSNLk+ATinGmDK+Jpdpym3ExCWXu5XGGNspuwbXWfT+oTKkTKi4WjjfT6kQESdw+GNBOcDJECtjOlDT95ZbSpmKoJr6gk+ENyE0lqdZEyInOrxlWmmCq4A6pUStx4Qo0qtNjkqXQ3Ko2vi4fCMi+KRlHbFRCBz8cWybaFobZCXgv6WqGh9SeUD+kV+nybNm+G22+9RZtT5OdLOxsyX+rxRPJMDyCmTkJH40K/cOQd+K/Xj/bu8PHTwgP0MYpTTj31Uz++8/Zf+I/vXsl8a1wuwRln7IQbbriJAZlu2lUEUrrBKggKaZJxMQsUFG768c1wxnnniUysXGLKgBspNNskDbDT7/LtnEnzBrdC49fU6LG8vMKFwHzVwupqG7eyVW4e6bJnRMDgUq5UgGb81TD75qxPVRY8tsmKy1sYSvccb7FD+TtgANS5fKTq0PMRlYdI5WQhEXAuIRBwwY/AjDnnFAbEeQ/SIit3c/5c+zWjss4cjPBv2gXQ66yCupOdEY9Nqo/K1ASUq3XoEuCAKCoo8w1V52tVwkcZI0OdyRhUHSbyVHAjmalQOBQZLzrknyH0h7xHHIRMQ7D+2nDLNPtiUHY+NTkJsxs2iO+GGjrR90rkPEf+Ify5BDgz5SZkN2H4j8gIJZul82FiJ1duW5/HEkAr5xYohSOXLwNlyzWrB259p45MamphKgNE4siLpxHvEFIHgQ4dIN4912Tg4P4DTzmW982JHh6gj1GMjzc2EzCTZIxuRNpe3nHbHXxHkMIgQXCgTJB5S7whSALGdAJI5tjFm2mZmh1CMrXB7XqOIC5pG96szDWwWb1xXDHL4YxksXnO3sQE6nMHDsD07DTUx8ZYs1zCLJa5WJpMzZIrLgkxuG6emSr4X5fVWaZQLFMAhFmU3RMtQBkW/ZueR4qMXGkLq68LtQBGj5J2uZskwl9Ti3XuCmOU0UrWSM/LVNHAIjwCRZCZf8BAGDFIFmoEm/LzB6T6yBI+9qDVYdCm5waafUaBErT4kmZrla9TZIQuomNlQaBcuxU1BlEZzCzQdUhVNw2yqOAiQFPCwyjgFu0S8dvcPZgq3xsyeLZabVjFRYIKrpTZ54UiI4cSLsaxFjdd0ZV3DuD4YasKC90tWZHFMXgXskRgGR9fGXzxIJffA8dFc4JdSPQsa+m7vQHunHoQ1usFJUXnTp2TtPsaYIJASYPQKRK0oODXZ/+P3/7tmX/8xCcW7sv7xYeEB+hjFJhFdoiLFM5VsklSWMQlKsaJCxsV40LlCnlLb6CgC+jm3b9/n2RemH2yDbHKqYwVegNvPX6cIUTBb63SgqgCah2nzKnM2uSAtcUMROmAM1re1uMxqF05Yme4ilAEhToAGKRYzUDgSfy3jRjIY3p/go0sU9VDrib62iZNC8EaTprBnLI+aSsWzbBU4yTTdp141nW8uatpmQ4heoYoDDoe6bX7qWSB9EtNIEMNP4FqfJ0UzSoVERh9ju5U5JpaWUi02CmXVXXUxpVFDRcfybiKfJopqyfvDKKH6OCszY5U/ki7gkEGHWoPkrZBoXbAZd5EtAuF4yR1/LtiRbWRaVsMKP3vuGZKszmzDuxQfgdQzEE0uqAxbcT/tsPrR2+HjxONRQszFZupvV1+RwSMS9UqgjNApRTze4fa8CIKF0wolpZ+B5/2/vv2jvFB4QH6GAVmqLtPP/usM8JyzIbsJlfZFoNQKF7EzHlGDOAk0yL1g9UGAtra3753D2zauFm0yYFIwkj3axWgWRqm5vFOeSCZp8zpiyHSrracjfQdP0lAT6/KqEBGBTylLapjdZie2ciWl+RIx4CaZfr2cv6gmmXZ7ef8tYCPNLSI+ZBV1UMmKo1cMlR5H9aRKP2hUSwsa0tkTgYnKEPv10/x+72uAn7IwFOOAwZeZ3oUBiUBucAUxcg4EEQjE3yhkiyUozJZdfA1oGncOYNiptxrwItLbuQzr64ss/cFqR3q9TEGRpIS0k+SFlz6eaVJojsG4MWXz0klfPRomNUwe+4pfSM8f+FxWixEwD93zsUD2ckEIaj7ntGbV0Az1MECzIOv1anTa6wumrn4V9Olp59jpVzm4mgfoODxM/550FYjgmX8nAacykOhH/+9+47bHg8eoI9JeIA+RrG6unrrQx/5C0857Ywz4PYbbxQDHtqik3FlGBZFKsqQqa2b9bABFHRFhBBKLmrVag32HdzPmoK1zQRWC0RuBw9G6RJ63OTq7yGZLx0vjIhLLjHPTI91KfvMBgwelHFRW3SCW2DyGu6SmiTp802dqJZZDZT1/LRQxRl0VrQwG/7eUD0g4AQCQuA4VKUujGqeVWoWqv8EXSECy1DSSgELAkw8IHsfD3r87iUERlpYAIZKjkL/q+BGnysC4dTpTKmRBUyHlRdcCOVFjyashKJQMQKeBG5Gs1WyGa2UyrB1yw6IygErYbiepvI+KsImDNaky454wQ3CoNhRWNVSR6W+LLB0LtzurVJCq7uTNeFULezQkQ0lfwN12LNaROWZiFZkkbILyHVBHu6iXKEw0CKwayWXh/NC7OHes+hoBFvsYBYWl04a9f3h478PD9DHKHq93l7uqjMCTPSPLBAeUZIf4QBrtTosLpPHsWEuV9QMhvXKFrO900/eAfvmD0BntalVdiVXVUubq0EOKQ640EXeyMRzIlCUEZCoiEXFQdI5k/FSp9WBTq/PVpV0IvR9Knhl+Fzy0Oj0xL6DtuZWb3wOo2Y/edHAXGTskm/Z4jnSXDGcVCKg5HjYTKkMNfUx0kQCus0PtXAWBlBI3WjxIfqAOykrYr1KAMkCQ+LGA83mucCWMc/rvrYqUwPWAafazp3xYsK7F8hk1iB/KFJuZKrGoJ9ELosAXosq/pxyojqyDlDXN3mDWJoQa3IFuFC4d3w+KWMG3R4DMuufDbnN4ee2ArgUjl8G9zeA6tCdeiZX7nkon+OVxX0fVHeuC3ShztDFyv1sHCjzMAIHutqUI1fc8OKaJbl2k8rvkFvcZXcV+EG0xyg8QB+joKGpRruynL0N3fuO4MxUZ0VjjNIluZnGcQtNQ09pu2w0I5rbPweP/sVHwRWXf4sBHAIz7HoL5EYkMGY3vDjiLJH8jwkkSrFs1TuYiRMPzXQFZa6YHdI8Pi5S0vtwhh1yUYuVHABFNsX6ZeXE6Vg0z69ojABVPNBigxk445XyyfI/yUwzBsNQnNPcteAnyOcgO0xw2t1csmkumRmhAaR2KI0cVJwjI352X9NuucBpnVXqF/LUlR6IUsNA0ZpNPDSCzgBSLtrS7oQW0DgiYI75+gXKD+cMUEIfLeGOYgV3FuMI0uQNQm53gf5n1PlIBgGQl0kf+v22XiDi+l3BVZQRoRbujGqaU91JOZBmlz7H/2aa6YKoM6zrEpKfkACvUl/0daQIS+dtufqIvxP8exIUXYN0WWlBlkVFdic5yAJYo47SfJihF3WFLCvfl/eKj2F4gD5GgQC9QAUrbtOG4Q1IwbQA3azEoZZjxqFauQJP+r+eAD++8SbYs28f22TS/Tk3fxAe9aTHwp133gbzZGIELrsxXNihog9V33mIqFTdRdHQ70G72cfzEA6ZOsmczZqsETI01WVYNEqqzzy1boPvwkMO/SH49a5xAgQc6HNkVot+xjWQqCIBJCOzqmXjVuMsV3WEgG5BZYAAo+NA6TPaPNeJKUbJigD6WbfIjFl9YYTqYQVMbgpnOc4qc11krKgkQl5gAtacNyamubDIChW2SFUumSkOA7XGOHP39UYDEnw+TUmxVh0t8IeWZEKHUNMP0z+Zdiaqv4VQ4UHhh8FqEM7Oc23xDmUxUzBfuyORoqz7WnYgiMDg9itGUl2+ZkwPaZGQQdU4Dz3g65Nk4tdBVAxRNP3c6qLCH0QKt3StyNIVP6d0IqprCEtLgrUsuY/7MDxAH6MYDAZ7uSkj1OKeUgK5cr6U/bHBPDdGWJYz7DztVDiAILzFkml/h72P2/jn+muvh42zs7C60mKwCRmQ5YYkNQG9LwFOs9lmWReRpNwtSCdCWSMXKOXm5IyItvU0bQNvQpqXx/kd0RwOyCItPEJQ0CqR0hK5apQZMq14GYOCNGfZ1HSi4ORkYaxxME41YFSOAo4812xOqIIhVwqc/TtlgjzdCsCCZNi52mUGFgrbz4IJ0OvN9cGsOJgW3ORr+tn0kj57ZFi2Vc0VbC1MTk7zjoIAjkz1FzCD5uyWPoOO7mOw5cNq56UsBeCc9AqLT5XqEdfNbnMFLeRat40qd4SPV888KBps2FkwV+vQrOjetLrpULsREJJDvY4gh6JVh3cWbueiEr0c1AmvsHnSnQPoQggswXT6mtHcFT5+XniAPkaxsLBwlWSM0qsm/jZWe4KBSVRDGVEsUy14Phyiy8TEFH89OyXZKBkBHVpc4huFDJToVqNZeQROZETfWl1iq1AuGoIDjUyOSdkd3r1dygx5Aonhraxwq6EMFXX1KSPFRNZHx3GRvQn2KHAo1z10ylBmgs6noENEesfPyhVczTDzpvMSwA5VwKBdi+AMSEEplZyBxPHdrCgxokdmpUo2UP42GHpQgHQLssKCUSnTRhYproaBFOdypVws8a7qwpexrjxjMKPuuoxNnKS7jq8dS9pUeqhcPM8sdKsAAV3gagMhg3ONFj/j/J/V68OpJxhopamnp9I+4YrzYheksKnFYSiokeFuzHl6QJENu8zZacnlzITbZ+7dDGsDdNppLnWSgnYx+gMIdHci6krvC32MwgP0MYo///M/717+nf/Q/bm2Kvdli8/AHQr4uQkauZVt6srKImzcsFGzKystyxaUFgigWi1pA0QGq61VVogQNUEwkOSWrTtt2lf7T8mpKOMuxyXW/oasfsAMXNUWrlBH8FOJS5J1cvFMbthIcydnlOms5Qsjei1oBS5bzEU5we3hqr5wMMtsspVXQ66qX6uNGaA6aZeBGtBdhsrNSL+L50dKE+bMqRmHm0ByWURAs0R6D7w+UWhkbiFI5l6oGuxQ7ULyONo5hLnYjDJVg8ebnJ7mRhPrqJJc8s9AU9YCTAmUqSVcC6CFRauVzshWuwuuECd8blbQObZQ49jCnIqvsU5O4cWMQVc8RFyOXACxShMB3EYkcJ3//L2Coij2blantDixpYQsvjmbPukjzHdnuVIr+P+l0HiAPkbhAfoYRrfbzfCmDwi8Us0uhRfNpADHHLUYAVHbMwEtgeXi8gpX/2kOIUu5SPLWz3k7TioLknaRoiAZyKQRMs4vMk2QTDFkcyX8w8VCUXWAAo6gBDAXy6W8UIpKpXKVu/VYwWEFUK1mv5KFiiKBHc9yaUDhbb/bFuhbE8hmzlsYQAFXgCJlhGEVtjapwBrAULrEqCmTMbrFz7jQlfVJoVGCnhrwE3WQ4LWQaS2GzY5Yi5zJwsbnnMtEEX6rVDvoAgHZHl6/UrXGoE+P9/Fa1vFraWsPVUlhVaghCxLtDKRhJGNAZK2HUgFBoUaxBfBluSuMBkqvuE8rrxFfKmlXEv4YhheFW66l/ZyLeW7HwQuvuQvYys8ggELdUyyLwwXCZeYFZBv5OfKno/d0zqZWu0mZjglovqIH6GMUHqCPYaQ0rM+Y2DmSGfWVcM0X9P+sHCBrRwTfr1z2r7DpjNPgyu9+HwEpEsc6yhYxczTqjzB/cF+x3eVtLBUa2SpSfCsoU+ZW5FAfC507mW6/dTtPbm82QIfAZwAAIABJREFUkAyYnstFy4gmmiTcKt5LegKOVjUoVhQGlF2XaxUYdLuFP0hhMA9FbWyoRij6MHIGUSGJcy6USa0w0BZvlXmBqBskY4ViUaPFhAqfKQJ7hXydk4QHs9I1YH9okIWPj0QLYFRGQO8q1hnVDSt3TeDK7c09qNZr7F8iMw9T2Ll1Oxw4MKd0xrCzjzNU9ekA9cDm7DsUZ8Bid6F8BH1Wqg/k+YAfk91AcbX0euWqNR6uUvL5FXgzzaID0F2LhnHFW71guRIZLoW2zibKFCAt/y/dpSIgBNZ4SyHXaoNUVmifjSYQ9NJqrTYY5X3h46eHB+hjGdLapqUb4R1j1epSBZ9u7gAzQh4RizdC3yZw0ratcOf0LJx2xunFdthtp2m01OryImc+USCUCPHFPGw0FivNUJURRgt8dOMVE6tBsjU+JyNDSikIJEv0MJ7TUifjMVaxNluoZBtAyY0BZvUV/K/XaUOtVsWvHb8eujxRP69kZM6vWd5B6AgpOQXSDALq6QwCzMx+6KLARVWX+SGQdBFwB4MebCSqhnYY+D2SBRJnzF1wjl/Fg5TKMfS6RocK2OJ98iRjtQUBc6fVgnZzhT2ipfMu10yVJ6hyQZLeLtWdBC0YAWfUFuqNCeZpqWOQqIxeMuDFiFUnoUzRNrhQmsRKVyJ9ZH6/tNjtgFGgtLZQYMh1clAupLC2JRUudEUjCjhFh1T3tKWFs+cwMI76BzcBR4qsAuCaIxfdrfQ7KW3poLsm0PcJYWpywvtwHKPwAH1sw7KXMQgHTX/EPF2UCJThUiaYOiWEjmLKtPmEAJ1uGXp+H0F2kCdQH2uwgkOmXujW1zoRAd3xqfK2wjHz+CZu5MCbnlqlCZj5a/X/0MyLtukhURx2mcGXwLxer3OWFRilLFTWRg50bQSlSqUy9MuwjjoxzJkaHYLHVIjRphKAuygyhtyq0gAOnAMorlGintQEUKVKiYfqym4CuDuSgryse90eu/RRsDKiFIm8LIOiIYQd3JwCAr833hjHTJo464SPQQvW8uqqIwtE70zHoqKjlfl/A3zu5k2beFEg1QedK4FYf/EI70gK4yU+Ndk+5LraiH5dPzsMz4uXMzu8jKF8CCKECnmi254UVMXaoiHIDzlQ+kKSfx0AYOTn5sDaBE7dMqQ7AqPDBKwMqnWJuJwDwMzk1NX3xc3h4yfDA/QxjBzTqFBvnCwfbmN5y6vb21IYKB9IQGB45JBMvhbjeCq0pSZlO0+yrayWS9Kgog0huW5ZA3avkyJbRtx1Lv4L5DyX6wBY1r4qrZGpNwhptGgiC3ke54HocqnNO1HWkZo5wnDovhaT6oSsTZOUOxJLeD5OqZEr/0r/i4KhDzMXRZmu0IzQDM+beWI8bqBFUrcQuMkfsQ0c7kMNF4SiFVm5XeLDafL3zMaNsGf3HTJwgAuHATcGiUJDgU4XEau8NC9eeEvUag0E3ARW2022LSVQpuGyM/UGD6dNukSBLCFgp2zPSjsZmuV41jmnwTU//jFEPIGkhMdJRPJghU6ic0tdEdPIhET53AqwZmgIlSt/zV19RgcngCxuDLzGFReliUQad4bsfa6LnHPOM4WuRikm1Uq7widLmzNX9HXabtdApAVgPbnJycm/vi/vEx/D8AB9bMPSFlgq8s7K0kmzMBPFG547/8hbmORvlDEzEuZahJLCFzvZ4YvIPa612kLQpeJgv2iUsJplcuamnCl37gXy43ZzA+mvxMpWnX0qooildpWJcfabICCmzLCzyq+idnUG4gZnmspnIui1+y3Orsl8SMxKDQO/UCiqmDDDbC13yg4FA6JXIgVvbh5xXDO4warCDmW6dXdUDXGiWZ47E2O2cs0kNYXqVLnILOm1ab/L4GgZnDVbVUkdA5AlpQKecWqInWG/7lM3ngaN6hh+5py9Pvjz0RSbqRmeD0meKGQVS9zy4uIC7K3EUKMFqhrBoSML6kcS8HED7d5zpoCOIgqVtrJqxORkeE5maLS7MtPxWMatKwAFBVKYGenloQjlCZIDcBOmKTLmvKCqhHriBTIfFkzFyyQU5U9giiyf3uuU007bfemll157n9wdPn4iPEAfw8AbgovwotpQG0feRoYQanccdwBSk4jJtIFFssNU24cDBVTyVKbsemV1ibfcVgtXoFQJvV8YqZDCinSP+GkqQpaiEluJUmcGAS3deikZ0NPka7YzrfBwVoIE8ruQ7j25cUk3TfP1GuPjhf90qVKGclhlUGCeFsRXWkZhOYOeQEEVuONRrocW/HTPz/P8iIZg9FDQMep0JxyAGiqJ6xxNC0/YgU8KgrnuIuga7d23uwByoo1oCAGnyMoLu+M7SZtMFMkLSoD13XnACplQL+Tc3Byf0+YtW2BqahKWmyuwhMAcMsBZmD90BCp4bUmSlzIN4iSLRvxNkkx5davNLY4Pcqhti+GyoctuddPBKh9lKxzvDMYU76DVA6UjhCopqhXa0Tgs0jpuGwrDLfHgCAr3QaJ6XLbtJp4R9XHWmWe+beQ3ho+fGh6gj2HgDWLZxEhwgre8pSDiG69MXtEE3DpVOShoBAq16IyMdsFRVTDkCSebtu/g11KGtrK8wnxxUIp58goVzEjZQMAsrcRWCnHO/yMTDpabVRCMMtf+ncnQVwGRoVF8oFvmHm7p62MWgblWtFYbo5apoW6Jidaw4qssnyEYAk7gyl650g4CcGwIxUU8sflMSMNthYJwGmCRqSm45zIiiyHHCK4L9rJXXTFLUagdUWEU3DhAMRwW9C/H7QZOwsayuISz1243gUOHD0JvMIBSNYbTTt0J9VoN2gjG7U4XamM16CKYc4Gw2+drQaZLBNCRSlCoIAngeGNXF9AiqhGlBHtzqDNgDrYAYwMOlEGH3iodogVbobjk98eBuhQ53VHWLHTgKhKgShn34PD3gtvxcy0a4u8o/Xzq9erKJZ/+9CX3wa3h46eEB+hjGHQPcV0843+AVnm4Ps+dhKTqiMQ7mDJDvp1znQlHmWVq2QFP9LA5N1bU6mPMQ1PUauMCBJl4KaRKrKrBDWedJhMnM9Yvc2OHyMnYb4IAaZBBv9UCgxk6deAN2LdB26nVUc0V1WamZqFNI7W0HTrQwpn4Q8vILaJqssIXWiat5CKihkRNi8QHwi0EUDRQuAKp0/K65cpNG3dZpDxmQZcTpiH4qq6Zdp3r9JUMtGgJsghSVsvQRrMgdaoKZ5yYng+yAfzmc/4HfPGrX4ellWUpmmH6v2//AZiemOVBBmTOP+hTK35bMmP+HGFRFBVgFeBnv23Nap0vdyF80wWBPTf0GrseTWUnlLYSfplBPnfQawowZ1hnMt0ULeXC0ZvCW9rqz0kaYdSXPBhyJ9ym76gjK4Vkeq8dJ+/4xH1wW/j4GeEB+tiGdSOEeBqzdcU9BQu8ifqDLpAdRzoAlb1ZBto+mfwTl2ycASn+8BBIapwlR+A8mR0lQuBKbncJZnw0NSVBsKEmDvqaOVEL2kUHUtDTTjy6RyvVGpQrPTFv7/fZ8Y1v3aKPmO1Tod1aZTMdsi11mTjN/BOlhI6KyoXSKSRfTmngzHk0KxT0MWr/aQv+1Dq1iB2qPqzLepUCkgurn8eILSYb0FuxHo1Vb24VGJ0IAnRerPTKWVaIsIaCxnARB4s/k+/88Htg8YfBgxACVgqz/rrZbomuXIuATovCrIzqryOdcMLa6CwpXO6ERi/aVYosF3QRzLWA6fhg972CEjGg8wmhKPwVE28o1ngZ5S77vkthUa+HAnLgnq+/m87Mil3xVBdZrlTs9q1b33lUv/0+7nF4gD6GwTeHyBF0hgqIyZHhBJopUio6kYKi3+lp+64asSv/aDk7ltFUlGW1ECRp200ubGk/EXtLBkyrzR+W7TtNIP4LzPOCTEbhxhK35w2lsYX4707SY18PQnxybcvVOtMBBd3AdIz5g/sLo/jcAUrulo+8KMYVpvF6HTLeplvt6DMFJ6xvD4UQWi6aFAr1xVY78vgaUUflIJVpI0wLhQoutlAqMKzpQiCdftr5qD8Po80Xwm9naisqBAxdi917D8o4L+LmcadCCxxlzbSYkdUpd2nqAuKsOYXqCQvQjPFcW6viuGc1FTbO39mBuvLgwocXWgu9JM6YSj6Ms0uRnVCuC/7QdCnX6xS4xctlwyDF1IKfNq7FXHYbuVYZZTK4aykHXoi2btly3aWXXrpyb3/3fdy78AB9TEOmUXNRxpnyZJb1u9L4Z6HbbnMn4DJnwak6plmVRclWPmXaIOXX3n7H7axGYJ1wKBplHq8UqA2oZqp84ypNwDenzqJzKWWuSga6SbvdHoMe8cH9bKCFrkC1slrQw/8n4yZQ1QRnf7qtT1UlUHDFAMNtOICa7gRqzGR0UK2E67AkdBm2JMu7sdKC3iCVc5bBAsD0TKi0hrZV8mvcDiFzHsu5LXDPMdGO7qAZg0Sf867DAF8bokVKcZV3Bo0GeT+3GaDp50CGVDT5hhpl6E+1QhPSoyIzTfOsyIw7zaaS40aLbUbtVYcmSEIl2EKh4QyfXMbvCnvOX9v5kxB1Yc2wXVvwXhajzF15J5fTn4dcZ6GDrGbVuVIlYjUg14aK0Lw4lSI497xz3zfSW8HH3QoP0Mco/vIv//LNUzNTUwP2ydCWAAWjLM3Z5S6xuHWmppBSLNl1IGm14JNu+y0BYw4x3TgIUKftOJl9PchhrdlqIcC3BHy4C4w8oUVyZfUm5PzKSdVAbmZRhsjX4r+Q8Vw+4GJdhoAfQ3GLW8mAU14UJBMl5QfJ7yTzdC3aWnBTH2MHTgBuWrXqmUHAQmxLddxTviZ706tV6HrJvQ7PdcDt3NImH1MR1EkNcilYFm9u1X7U5kVxNlAQcwU199xcn0PXmLxQ9h04AJs3bIbG2ARbjI6PNXBn0+GfV1yOcfcilqM8DFhlcFyodEyQlUkrLuTzB5ohD9UTawuUa6kSh9WgC5pbGPXdijcdvkYAOVBAdioaUCmnGv3dJUh1w9fGOAdC+nmF3MJPfDvtHH71GU+99mMf/ein783vvY+jCw/QxyhmZ2efujroBd//z6tkqgc96LbjlLXgjcyZGWallUodb4yyZL2ZFJnIvc5lWsSPEstJbnUH5+cgd1tZuh+DUIFLioOGi4UC9m4yiXCxw6zJZbpumKhRi0tpQZcsqsjinKJDecs4LkO5WuVBqgJOCqxFYU8zOuNqekGhwADlhN0cRaZtUvWQKPhhU5gtFQ0dAOqpLfxppmOjinFQmpdyY6VVJYSb5QdFwi+gaiXPpEUmzax2XWb6+XM4dGQOBskAAXkrTI7PQDoQPr1SqsFCb4GzdxnPqASQyvWIJkgzl8OuYWxgKKoDt6so1gmlOAAKLt7oe4LLnMGtdy73DuQdbQBr2epcF4Gi0USLiuLvrM55Nhiei3qJkPQyNOJwSJLMJz3pcXPXXHXVL9yT33UfowsP0McoBkmyRECZ5rL9nhwfh8npCTj1pJOhi9na4sF5OHjwAGT9FKZm65xJDpJM6VHhBpmR0H1zqoNM6eaM1E9DtvLa6q3FOt7I5sC0iMtg8zUdZASIqfKS0uZBNEzE2ZQDMmkFd2OPBBQduBNAJUx1SLgOwbsU8FTeJVtzpUh0QAFnmS6bN9Lcwp7NILMb1XFCMj/l4pUqXdMOPTRWsmY4AswVZDPlhq1SRIFmqyyLdm3Y1kG7NgIZAU6ijVrdNswdnodtm7eycT/9bNqYwXcHfdFMU9t8YDVrlkkqmcrkBHlNUWDV+maR9bLvhfyzWFxcUdSNInAALxn3EOqNygFFXz403XKZvFsh3fVxRAhz35lRPj8rBuwSQAeRtHoTt/6Ihz843bpxwyM/++lPDX/APo5peIA+RrG6svLNk8466zeJlvjVpz+j87BHPuyGwWCwB8Ht0KMe97jf++IXvxh842tfh8VDhzA7izFjiwSEmZLIdWuvo44C8Rx2LcRs2ckFP9lOu+IchbiQqQQrt8XIq0R9FnId+iqUSgjDwa46gw6EzoB8SAlITU8bXPC8iN5wxj2OL6coJoIUgl3lw3UKC4O/I1lBWsdNkUW6rFgWisjITMK1/s3czajNL25atjT+QKEBDrXRxjHhhU81v6eBARfrInBzWoZmQWIeRUXZOK7A4sIRyPt92Lp1KyQDC8uL+HUyKDJb/mCkhBF+SQBWHe+czE4toySz18+fscLFwHBepdOpg7p86q6Af07qpwHynndRwVj9iViR2rE3ift5ukXOuIUWWK/OlI+aKhFon3Hm6fDiF7+E6BybJcny4UPzf/COd7xj/31yQ/i4W+EB+hjFG9/4xo9869vf/sCzfvVXK1GeXfLSl770d933PvGJT0yd89AHv/CGG26Cw3OHGBi2YrbWXF3huXoiqbKi9MjXgh7edOUyW4oSV0gDZtvttoKrwoGVFmiXerp5dpGjIpiu1e6xXApmxjoQELBjPwh6sjuuWyiYfRHgDdZ0t7njOnqBsctqQ4tbOJRPd+BSZLIFH2CLtuXIDPlXx5sTdxo6rhlchrkG4I1rj5GGEYI/bnJRaqY4P3At1Y6DVhrBZZ/6MyKwXWmuQuvWJv+bmmig2A2ITBLc8VnRkjOFIMBsi2unc2aE887dogbgcmrHTxc7J3cCVlQ5Foa7qMA6e1J36QWcJWEPCz+PoX5meE1c0TIwzinPwuTExD+sLi7+P3/wjtdedc9+u33cV+EB+hjG1VddddFpJ+945Pz8/MfXPn7DDTe88kUvfckLNm3bHN5wjYUOgux4YwJ6CAjsmKYcLDVQOL2dzOrLEZwjbvXupwNuwSZFgW6mGSAUQsCpBJyqrEjpQM316YbWcUe5aoYpuyO6g77N1IM2YgQGoJjgUVjnKRAwuimUuvcqOOuhP7JLIe+iKjAAtlh8irfgbXiRcSs4GVehtK4gmYMz2ByCnTZuqDrCBK6IKJk38+2aVVNhlG2simYTuTbM21ptuw9l4WHDKasue2DuMmhA+HZ3FrkC6ZATXqvUyEE9vMH9HLSwp5+g8FQxwwWjaBUvdjr6aiM1B/eItRm4FbBYbNyiqnWPTBdF9gQJqKAcfwIzZg/OD6DwAH0M4/Wvf/37/7vH/+zP/qz9dx//+CW/eP75L/3Wv32VfYmjekMkeJnyw2nCBUC6nViHi+BCHYCLC4vSyWccIBpWXgQFq5AXHCMBmgyWcjgaaIEqFIDiTjMtOun3XTee0+vKF3kByo7rdV2AbhiWm2sHxnUuD/M4yapF72uLr4cNFaB88V3MgKxqdfnzSLYqHZMy1Zy8RZj/XQPw7rzyNVK/sGjGwAUpkWkx/FzdWUiGHSg4qqNeLsb1bp6hFAINt9obdSJ0pTdwAKy1BsiHPhhMn2iDCmXPQbFODZUYxi2gKlUUeaUpgFWMjhyt43TUw92Hu4a5LkRuqrrQP/oDkKGIsrAYyeKp2alWLt9+z36jfdzX4QH6ARLXX3fdq3/7Fa94cXmsFrRX2zCRJyzfMtr1F1IOmxs2iw+0dZpvxIKLztnDGdS3ItMMUEkLuUGNAJOKsECyK8HRzDr+1c2qA6e5A5fKSjY7BAur4GvyIQBKgm/XwDwoJwzD9wBYk2WK1FCsrINhPQ0ExANt7AkKusRKKzT5hSDAOqUKReAMonKX6UsHn1AtgdIrQ+oiikp8rCgKhwuMniPRPTldbXLIC1LpJNRrrnU8voaBLjZsKGWk8Jbr2BNr3ZGU9lCm20164e9a11Fti6aZYuKfGU43cCZRAFKAdHsjfr6eTwZrDJ/WAnowpKQcDeRoHTkHGW9255133nZ0v8U+Rh0eoB8gQUNl//lf/vmWienZs/YcWeYWaprykSllIFpguVm5cw+0KQwEUHhWHIFvFBaZFD0uQ1cJ1IGfnEkFkd+TACZlYBQ3Pcvt5AIsrHwwmsnqNBZni+nYYKOgS1F0pdlAs3XXtSjZKR2DAVQBeNheLO/vpqdYR7kQwOViAERb8UyN7znjdRSJQxiQDD9XhzjavournoA/NQeJNloN8t2Owsh4KuoKdzJGl93y4AMQoyMrVcqibboohhZXYgieSsxrJqw/L1BLV6UrMn29y7hdFp0rXyzlAu2wdHQGmII5EqDV3QvYYrahNCDqYpWbu16fNfKRIT0ypEiq1aq98sorvVrjARYeoB9AsbS0cv2mLZvPuu2Gm+DIwhGYnJhigCbz/lRbgzlpylQ2htkdTeaGOOQUOLPq9aDbc9b+KlccGQEtnsjCcwlDpkpoqjf9Tc/vtJssu0tSMThiBQSdmHWuaAGfQ6ALgGy95Q+9c1GI1BZmkdoZzvzdlGgj5hxaXNSCHFmQ0qxF6oQMpSOSTaNwBxHp9O6I3fvwGi0swdLyEi9g8oYKoCod5Iwxk2tl1HiI6KBAi4KObuHGGCv68EyHxzodtahJZDBtFIkTIIF85oC9oN1NwdcP6feCiZbTo4XTDn1Acge2zjtUTfulDhwMeWTj5HVrth3DDUCx85FzsXf5nvywbPHQmv1NYRtQfEc/c61W64z2t9nHKMID9AMoBoPe/o2bNjJ4ddotmByfEJMdraBRkZCNgHS7S0ZAbAqUSYu2m7MnLCoVEmMBSy0OUpbNWWxo2OM4CktQqpYhKkUs3aOWZjJUouIZTf2maSGUjRoFjEALhlY5Zsdl55ph57o4cAu7eldzMq3DVGmaeKVcxgUh5OOHuLjIYzGb4RMgk98F7QLK+Jq4FDNA0nmnSQILi0t8naJKCdqtFiwvLnPBrlgorKg7mLPPcn6N2967QhtnjUypBGs8QNSkqPCsEIkaLX7Updjr97TpxY2GgoKLllcXUCpOc+CYeCh4+6GHsxY6C2A1mlpDYZnqjJ0cjjpqSftP+f0K+sRYcJ540impB9TvW3cMkCc4xYgtYFvonyiOrhjpL7OPkYQH6AdQ2My2J8YbCAwICp0ObN26RbbtqlUOEKwidbznol4mgJHzNl6mcfOUah4I4La9Al4EylFAhv0hAnLIRSEC/DQZQL/fhbHJSaiO1XmqShcBiZ5fq1dZI0xgJ5ahaWGML8MFDB2UQSzijDfiFmE69KDXg9ZKE9LBgKV8dXzvTRs2wJbNm3mWIKsGCKBLZWg0xmBqYgIXpEloTDbIJD/FXUIPwTobq49FY2Nj9S99+TJYbbchrlShTAZJYwHzpt1OC1aXVwqjomKQNQgnvXnzRjhyZJEXHTpHo9w2LUa0k8h1oniR1dIkdLzOIU9Pj3l3YTRbJ5pEDEtdW7wrwAI4CsJ1ia71UHFcsavRude7DsviEZsNR3jBf6VJlK8u3sW9WdELOqQ/3CIAWiAEWTiKl4B7f6PvTT/rup8z+AAMD9APoMAbJt00OwuzGzfB3tvvhGq1ztX46alJAUj2NNYWZZBs8eQdJzHgUZBD3tzhw7C4tMCZL9EGMWXRRsDHGS312z21B81gfGwcTj99J8TVEjRXW3A7HpeyWARFKFH2StQCe1RHmOVGvHgElPVyxhvKdBYCaMp+qcEGX0NdjcuLi7B771647eZb2WDILq3AWTtPh+c/7/k013qAQN/BBamF57GK57GcpulCkiQHb7nx5k+9853v/P7a6/LBD37wj377Zb/9vi8iSF933fXQRFAnHwyDgE2zDqsV/LrdYQ040T5uJ8E7kDSFMn4ebsggtQJl70Z2C6R+ybQdm4uNLtsWYt5VAnUqt/LqmfLtSllkcFcNuKN6XUMMGFMULa1Zw/oqoeyKdnYNuA5b1kGfA1DYrg7foeiAdJn10BNaX6kyPfaBVl7cqUkkIx82/Ew1Jm+6r36vfdz78AD9AAq8MaMagvJJ23fAnjv3MBd8YOEQT6QmINSOD5DRRjp/kECin2LW22Hf53a7xdO1Q1UHkCMbyfEG6YAbNujmL8dlzhBnZzfAS17yYuh027B79244MncIJhvjMH3GTpgYH4eq0hFEgVD2XUYAJjCkwbFj+DzKfMcRyGkhYTe5PMOEOenheXXK1YrZPz+34U/f/R48F8x2caFYXVn52m/8+q8/5Z5elze84Q3v/9CHPlR64Qte8G6iRG68/nooUxaOCwSBcrdjoYHnEeP50uJDNqB0buI6l0IVrxf5V1t1xaPMvRxUpWCps1Zp8AA9p9/rgVEFBvP1+Ap6P2pnpx1Kmq3hzk3BJKzplnTZq5o/ue4/VdoUHLIqLIS+GMrk3Pu6Rh73vs5J0BVRjR5ck3co3tgl7cY5dwDruIPi+cPmIQfRNNZsYmLMKzgegOEB+n6IP/3TP/1FBINXLiwsfBjj6gsuuCDesmXLh3Cb367gFn6sXoPG9ASCqoxbaq2sQoVnBEr2NEgSdkkjr+ZEp6HkCMBZLirntJ/z2CqmJKy2R6vMjuiICgLUOeedA7/2rGe1tm/Zsm/bSTvO/ta3Lsdj1GB8chK2bd3ClEOAwNTvdLv1ei2oVqr4FkGKGWcPs/kOHn+l3WrdcuvNt759165dN+XFmBMJzHr/5odX/+g1SacLCZ5TH5Fw/tChx//+7//+DgTbvff0muHr3vMXf/EX+5/5jKf/3batW4NvX3EF5KTWoEInfrbl1VVuy56enYKNGzfCpk0bYWm1CYfn5mEBz4GafwiuErwuG2dmYcO2DUoJWaaT2t0OW426lmvjvDiYsw8ZvFkNEiilYVWtAWtAlWaCB1ad80wxRADAAe2wMGe0RcUV8Vxzu9MtGyGrCy24C6f4AHcKVgye7Bp5nYA+FF2Ca/Hb/cMGQ9057TAmJibm7+nPxMd9Hx6g74eYmpp6SqlWe3UUhL/3h2/4wz8+55xzJgZZ9nvNZjs/uHcvzB2ah9nxKblREfc6bTLjH0CAwNpFsKEsjxpX2FsDtGEDnHG+3OjOkYxmHlL2x5X6Sp2B9/nPew5MTk784+tf+9oX0PkgmL5+dnr6mWMPeTDxrkEZ/yBQ2B9ff8Mr3vWud/1cMH3nO992nMvjAAAOh0lEQVT5E49t3rLlJbf8wz9wsbHHHK6BldVmeWlpaRa/uMcATfGmN73pk7gYXH7GGWd89GlPeeqjEVRruEiZ//3p/w1NBGNaxPB49rde+MKl008/Y+xbV3y79H++8U2449Zb2S+kXKvhNbGwsrz0/7d35cFR1Xf8+95m72x2s7lDyAFaRLwoIzWNFLFKqbeArXagDjoqJjRRSKigSFMgVLR1Eit1+o/TCSg4isgUrB3agjWJUKhHOBNzChtCEvbK3m/f6+98G0cZqSZsWt53BjZ7n+/zvu/z+3w/H7ITIu5tCIhx520ym8mOT4mK1EwfgT+hdjAHjYAupAToYhpQUypgrnycJ2aT03RxdoSoghAQXBUITEonc2/uhJczp00EBv4KXz/gLTHvtrk2WmVQ2KIwA2O16+Y3E/nlfAGZvpIUIfG5mkxGuaOjo+ubfCdajW1pAJ2EQkAa16OuxevzCRnpjnWiooRd/X1wptclGlEH3dndA3IgQrpdr89DBjJ0JhM4nU7o8ncTVQEJV4WEtEshYCLS5G58CK8zkAVBDEY4IxCrJy77zmUwb+7cIEKIn1RXV+/mr6eqquoldPLSaL5HS6rVimO2HOnp0I+6WJFI1nQQCoXc3+Zx0c4AT7upNMnevXt9KXqDzZhiRF2hCH6/x/XQkocKNm/eXPvd66Y/+/6+fejzMCKAlgkfj93adClWQgPJDNCwpA+fxwneihwh4bVYwYFVLGQHF6f8L5YmSkqMAi/XuAGonSuoVDSx/1OJDoVzIewyMkHJTfZZZ50Yx0+8V4W21KCGFihME83P8+dnXLkK6GzvIKrJ6ty4iXXPau9OCx0V7dq9e3fk23wvWo1NaQCdnJItVitJ5RhyuyEYDpvCwwE4O3CWhJiiQ3jCQfcN9IMBdcH2NDsZx/N7PSDhkW+sMGBKA7I4l6In3r046TuFJJXoIBqOgJcEnSpET11aegNcc820f5w5c+Z2PBQz1m/QoNcLNpsNwsEI0TZjGsJqtsDOnTu/Ufd8vjIajSasQjGa9AhIyaCKE1/ucrk233Lrrc9SjTewblkkvDU2lyILg0x2hoEM8+pYN54iGgBP4ODPE3PVZPw9GmPyRol2pCxyJAGMRF7BnAETtAcuVW4njHC9GzFAQrMhgQH8iMs5piuc004o8vhioSIkYDYxtTiCG8fctQiJyXz2PAJ/LUDlk2aLZWg0vxOtRq80gE5CoS4oThQGikg45OjwMAENbHzfdqoNLENGKCycCCc7PgNfKAKmFAPEsHERAmPcNudkZRP6gpr+JPwpJJZmEvT5wO31Em3xxOJiuG3e3IjZYHiopqbmtYv1Hv1e34Gamqdu2PSb59HfAdS5ilD6/dLBY8eOxr/+3hdeCPz1XvReEchQDxJdirm8vHwC6qBPt7a2RtMdDgPlaiUgQ5Z4B8aP7xWRTa4LYDKYQG9HOztrjIxLE103AzKCw+jOZOAFd6VxPrjDnPoA6FQl8TZRmJKDd7is42UrgGrsV0KanOC1uahuBP1BLmWUBr0JnaYkS4CMo46zHYPaxQNd4Exw1bzTZ8+h0CxMnrBuczgGR/M70Wr0SgPoJFQkEunJy84B3GH6/F4ybKGLC5CXmwen+/vAfXYI5M5uKJlYCCc/a4dgLEQ0uNgXAndrWPLG3ZAUttqPeVFJjiGwDxKeGqsYrr3maiidOfOQ2+2+Ze0zz1zUwM+jR4+WTZ48eWfFsvI7d7y1gwCo3W57fDSfo7a2Vpx9000wODAEd88vA9fQEHx6kJix3Yz+Nfb09LQXFRVPE8UPmA+JQFUpxHsDGIDJ1NsC45kOa6CNoEg03ECS1VQ/sqAox2j2YRxo+rnMOF2Bgasg8Mm8hOSOt9L020rEgamBrkLiemDPxeYOVeWySk8wqR4fRsF+IYk7q7OLagfNxBxkERErgVLITl0Ek8UMJr0JvD43hMMhcDrSBkbze9Fq9EoD6CQU6mR3bNq06YHbbp/3+s6d70AoFCCKDavJBJcVT4JPfAHwhIZBcrmgGHXAXR0d2CyCbJzE3l3k7nHclghIgKnPTWOnsKn87NmzJIfdtnzlypWjyi1faK1duxbjy12vvvrqn2ZeP+Pzc4ODf1i3bt2omr+jHZ0dB9zio5DiwgLIyM2G1oOHIRgcnoavP3HixLo5c+Zs27PnLxCJhshnZ0IdMF4sVWSqbOEOyziqS03CZgG0eoH5YSBAx4uIOGldJJ4etDsWODCq3ENiFEUN5hY4/cApBWAKC+B6OFW3zT1PuNKZSuPUlQZI9MD8nMLZa9XZjk63U+4ZLyLjHaOAdi54/QIfpeHXH42FyfN5vZQOS3em943m96LV6JUG0EkqBJzbXnnllRn3LJhfveONt8g0X1QKQ35ONpxBQNPb2wMenwec1jSw2dPAjbpEo2AAPbU+I+ZHZNNFh6rBYAB8Hjc4rDaYcsUUmPejuSf6+lw3r1mzJukb3pIlSx4cq8cWRdEkM2mh0WgEg8VKAm79/kARvr66unr7m2++uazuubobf/dSPXjRDiwVa7tFGjIbB0rOknxchQUKAB+ppmDJgTTVbAGvcg6BuIzAnHbWOi6z47pi7kbHF/P4Y7HHxtAeZ0ZMIPD4Vgqq9KWIZIHyi1FerC/mwyt8XJ1r6bigg/0X53proDLAGOr6S4qLwNXzOZbSkffnH/aT0NtYNEKmP512Z9J/J1p9dWkAncRaunRpTWNj46Tb775j/jtvvY06QZnI52LhKBgNJrJx9fS5wIhHrhXsRyGDwaSnlAb1s4OAx4/APQo5ziyYe+sP5cysjF9VVJSvS/Z7uxjl9/vPWVCHiMNM3INuyMzLJTRGNCpl8tssXLhw1pYtW95eWfXkPVtfex1On/qcds0CnbzEHyNxyhPwxkDBT4LEIAfnko0WE7M5pdl9Ml2Q5IzyCIc7bt3KxrIFYBaknHJgnTTrqhOT4LJKRwCT7oms/U705SyVfMTQCd0N0KVI1e1QYNONaGcQi0Wgs72dyAwDgSB5MrxoKw2jIwR0ZJCHjrbQzq3nYnxfWv33pQF0kmvx4sULXt+2bX/pjaU/aG5qIhvSMOqIo9EYBWkSTIo2KuJYR5eYiP1mHN0uMEy6v2lXXgnXXXtVr04nzlm1atUlY7peX18faWpqkm2pqeJHn3wMt2TPJZ+fwfDFn/WiRYvubWhoWLH0kUeff+2NbcLx48cRdkkUMAldREE4TsyWBKKEibEpTU45mIxmwuHihUgdy0fkwyWcciCALXPb0hFCNoHCZ6I7pwAa50MsqqgZGCAL6llOf7CHIROiXA+tSv1GpLTwxlpgdxBFapCVho7CHA4HFORPgPwJ+VBUVIQ7asXl6vvjcxs3XjK/mf+10gB6HNQD998/e9euXZ/OmjXr6g/276f8I9qosHzOrKc+GwLq4KQInQwMDnvBgA7VsZpjxvUzlMtLihuWL1/+RHLfRXIqEAz2l5XdmIf1zplZuRCKhjHwfMlXorKy8rd1dXUHHv75g39t/vCA+d339kDQPwxcCMc1yQlQBkY70D/wWLjBqIdIOAI6nZ6OfCsUbEmzyrRsokhTVAj0EidAFhLLdgKKyHlnCtg8l5CvKKrKapGCPVfqgJCwKiUALNIFRh2zkTXiEXyrlXirYO+WnNxcKCgogJLiYigsLlJsqTZpcGioc3BgYJ/f59s7ODj4t2efWfOtNOlajX1pAD1OauvWrdOXPPxw+4zvzSxpbj4AJgTOJquZDFCYjSasgABHuhOysrLQRleCF3bA43H3DA0M3I3A+ZJ1Iuvs6Nhy38IFNUdaj0DLgQ/B5rCD1en8yoXR1atXf/D0009PLCsra1r+5IopjY2NcKq3l4yIS0CtXEHtarlIjgIxvs6EQDAUChHnQG49SktRo8Foyrig0hFcj0wyELkVB48nYwCsMFJZUNtgRV0bFJh/HYmkMhggFYEw5pKxj0pGVibk5eXBRATEGRkZclZmptTd1f3euXPnfo8e1yhJ0kB7ezu2Ehhz3btWY1MaQI+T2r59e3zVqlXTFyxY0FexrMIcDARkBAphbKRutVqi6DR29MiRiuHh4YPdXR3B8sc3BZL9msdD9ff3PzVp8uTFDyz6We7HrZ+C3Zq6t/6FF9rOd/sNGzbgoYwr6uvrK35638L1Z88OOPbt2w+dPd0sIkuiCd0AzEebhoNh+sOEwBHcHkKBSAKotIXMx7QBVAMkyjfz1T7mlsfAloI3zz/kzAaV0GEJZVpaGgZcyMnOhvz8CZCVnYXdBeMInEMWqyWIbtMfj8c7gsHgYb/f39Ld2dX8i4plGgj/H5YG0OOoNm7c6K2trU1lErUv1V133nmxX9K4L/xZrVixYtLUqVNfnHnd9L7y8vLaC7lfVVXVy+jk5YaGhsrHHn3k1/0DA/Y9e3ZDV08PBIIhoKnlODqKKjmIRM9qAR4Ri0FcZsEJtOkWmGER89lgPHBcYByyTDtu7JeNqRIzOjJKQ51wbg6lIiZffjlcNe1K1A1PhMOHDr3r9Xr/jDrsQCQSOTU4ONi8Yf16DYAvwdIAepzV+cBZq/MXG11f+k3uW1lZ2YBOEE43PDn/3vk10Vg0759NzdDR2UFix0CiwyUYjLFlqsjSbcjgEOOXdaLCYreoVA7TIdgXG4cUpKXZwO5woG44h4Jx4UQoKSoCfFSEumZ3MBA8hY6K2jwez+GPDv/7/UMH/3VY+w1oxUsDaK20AgLUL6KTF1evXp1eUlj4yzvm/fjRFH1K+t/374NjrUfh9Jk+iClxnN0HUlQiemhs24r11w57GjgzM2FCfgFekIOpV0zBNIg/KkndoUDgE38w2BILh1sDgUBv+4kTrhVPPKGFs2p1QaUBtFZajai6ujqsbHgK/1u/fv309PT0Ox5f+lhVmsOecezYceIzffJkG/FKyc7MUlpaWjbr9Xo5riiBeCzW5/P5Wj5ra9O6YK1Gpf4DstG+ycKvkSYAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>