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Mega Lite Colorlite Q120 (Mega Lite_Colorlite Q120.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Colorlite Q120" ShortName="ColLt Q120" Company="Mega Lite">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>d5bd4bf9-69a3-42a7-a953-4175b19e76ce</Thumbnail>
  <History Date="15-03-19" Author="Nic Morris" Comment="Created" />
  <History Date="20-03-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="15609054-f574-4e57-bad6-7feb86ee2de8" />
  <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="WarmWhite" Name="Warm 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="255,240,200" />
    </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="2~196" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="197~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Fade All" Display="'Fade All %.f%%',0~100" Dmx="1~19" Colour="255,255,255" />
      <Function ID="3" Name="Snap All" Display="'Snap All %.f%%',0~100" Dmx="20~39" Colour="255,255,255" />
      <Function ID="4" Name="Rnd Snap" Display="'Rnd Snap %.f%%',0~100" Dmx="40~59" Colour="255,255,255" />
      <Function ID="5" Name="Fade Red" Display="'Fade Red %.f%%',0~100" Dmx="60~79" Colour="255,255,255" />
      <Function ID="6" Name="Fade Green" Display="'Fade Green %.f%%',0~100" Dmx="80~99" Colour="255,255,255" />
      <Function ID="7" Name="Fade Blue" Display="'Fade Blue %.f%%',0~100" Dmx="100~119" Colour="255,255,255" />
      <Function ID="8" Name="Fade White" Display="'Fade White %.f%%',0~100" Dmx="120~139" Colour="255,255,255" />
      <Function ID="9" Name="Macro 1" Display="'Macro 1'" Dmx="140~159" Colour="0,0,0" />
      <Function ID="10" Name="Macro 2" Display="'Macro 2'" Dmx="160~179" Colour="0,0,0" />
      <Function ID="11" Name="Macro 3" Display="'Macro 3'" Dmx="180~199" Colour="0,0,0" />
      <Function ID="12" Name="Macro 4" Display="'Macro 4'" Dmx="200~219" Colour="0,0,0" />
      <Function ID="13" Name="Macro 5" Display="'Macro 5'" Dmx="220~229" Colour="0,0,0" />
      <Function ID="14" Name="Macro 6" Display="'Macro 6'" Dmx="230~249" Colour="0,0,0" />
      <Function ID="15" Name="Macro 7" Display="'Macro 7'" Dmx="250~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Linear Smooth" Display="'Linear Smooth'" Dmx="16~45" />
      <Function ID="3" Name="Square Smooth" Display="'Square Smooth'" Dmx="46~75" />
      <Function ID="4" Name="Inv Square Smooth" Display="'Inv Square Smooth'" Dmx="76~105" />
      <Function ID="5" Name="S-Curve Smooth" Display="'S-Curve Smooth'" Dmx="106~135" />
      <Function ID="6" Name="Linear Fast" Display="'Linear Fast'" Dmx="136~165" />
      <Function ID="7" Name="Square Fast" Display="'Square Fast'" Dmx="166~195" />
      <Function ID="8" Name="Inv Square Fast" Display="'Inv Square Fast'" Dmx="196~225" />
      <Function ID="9" Name="S-Curve Fast" Display="'S-Curve Fast'" Dmx="226~255" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <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="c4c8acf8-05bf-4037-bade-f91d52c96187" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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="c250d0a0-5501-4f41-8596-e79998ab26d4" />
    <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="WarmWhite" ChannelOffset="4" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="8d20d29f-9290-4be6-9c04-e75af3ea302f" />
    <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="WarmWhite" ChannelOffset="5" Wheel="9" />
    </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="5e542a26-c34a-496c-ba11-c38c2bf24687" />
    <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="WarmWhite" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
    </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="7989d9bc-ce5f-45f1-83ad-88a03caa0e3e" />
    <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="WarmWhite" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <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>
  </Palettes>
  <swatchLibrary>
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rAwIvQjV2gp1QfGdtAJRfJ+sXAIzadg0VA6yf6PemRySmNkRFiwrZUMNYbK5ifm6WBxJVBgFMoXBhTLKkiGXE2BSv/ItSaKzh45BCyDqdUsnRnkMPOHTtRLpfxU1e+lIA+wNz8PJ7ctx+33f4Apqb245LnXQivr+Pb3/42nvzuk9iybRN27j5NNNhLS8zS9c2n7dz+gS/e8oXrZ+fmbj506Mh/+dM//dOjJ/O3TOO5ESlAP0fiz/7sz1760pe8+Gf/+mMfRb/vo9FqQSMgHh0bR46ATHloKIAOieW2Ox00G3UEfggvDNHzdXR6ATyfHT1DMD/WhS0zMNMrBmWh3wPVh3K04zAMngzUpQDcI9I+T/9r9oHJIMBwECNHDJknFTVaJmQmznIQ2hZXBrKiZGlxno7ZlW3y8XEFIR83s3DDYAlfQO8bUjwDZwgFoyw57piA/viRGfi07vMvuQyLiwu0rRmMT0zgpVdcguXa2bjnrntw+zfuwvSWcVz0/PNEzrd331E8uf8Izj5rN3bsPA1ZO4N263HO0Tv03X/l9NN3/cpHP/pXjywvr7z16quv/tJJ+1HTOOUjBejnSGzduvWPvnPfvQTMPCkWoN/rSj6YwZknApk9s6TZJ1bbaDREBx2EBMihgQaxX05vgCf0Yp4EtMGXDrvMaYkpP6ssYkFsqEk7TVvdt07sOBI5XpJAiX20+wGOLERwgwgTxLq5/JsHCY17E0aa5KI5OL/tur6AOx9jjo55lNh1NutIpaJHx8WDSaFQkknOTZu3wSD2nLEd0W8fOrgPB/bej26/i2a7i/vo7oEnPEdHqti1cwteeeVLcPddD+DJvYdx5NAx7N61C+eecxYOHjiCRx55koC5gzPO3AOHGLum92BZGdx+27ewUlvac8UVL/q3T33qk0vz8wsfevOb3/zOKIpSm9M0fqSRAvRzILgg5Td/8/982V986INS3MFqi5CYsC4eGQycsTDTQMC5RqDUk8nCfmhipQ1h0QyGokPmpoIEyqxljgU2E9mdlkjwpLegoRrAYtBcJZYLjfGL+Xas2ZLvZlvRuQaDtodJvY9sJivHIbnsxNWDJwBLpYp4SrNiozw0hMjvIQp9aZm1slSnwcNDqdLH1i0ZmHpMf1ckNWKzidLOXTjwxEOYOT6Lqa3bMVQdw8L8cRw+OoPZuXkC6Xlc9oKLse/JYdz/8P3SwquYzeC000+XisS5uePE6B/BaaedKamfXr+F8ckpBDSQ/NM/fw6WiZFLLrn0//30pz/9X2+66R8fePjhR37mXe961+LJ+q3TOLUiBejnQJx99tl/f/vttxsrdUJbBlUCGs79Aqrog1UbQeihtlyTPC+DY4fAud4xxWDfiANZFpqaBETiuRFzIkGzCIwJ9Im16lZBpTtsAlruM8hKDgJuzeMKRQ8aV6MEHWLiPZWu4GITGizmG5xE7mLziC5e07pI9hKQpv1Vq1WR9eVyecR+X5Qky8vLcqyIVZFMv69kf43aHO1fl/JzTr8UCuM46/xL4PfVPvfsOQ9fI2BmHbVLdxKP7j2IYzNzOO+Cc/HLv/SL+NIXb5VB6r4H7qc7jCymCIw5l/343u+iXClgeGhESuCHh8rYtm0HMe19+MY3bqfH143h4aGLL7vs0lvpDJ13Un/wNE6ZSAH6FI8Pf/jD79y+fdurb7jhetESF8vDyOZDYpfW6jJhGGBlZQVuzxe264YWam12kusS0w0kl8tIKGmLWE32MTBzIQpPFFqlbTBGt0keOCbwNzNF6Pmiqh4kgI4tSwpGuFwwai0jbi+hu3QIsdcSEOUiltkaAbDTx4iuJilNTV9tOmtKekEXJUdtZZkAtI0YisHzodiOIwoQcbrrdTF35JCUnueKeYyOT2Hn7l2yXH15AcPVYVzx8lfhwQe/Q+x7Vr5vo9XH3Xfeh7HRA7j4knNpOxoe+M4DaNUbeLJzEAcPHcLQUAl797ZQHRnCabvPoMGiSMy+iO3bduHYscMC2ksLddx6663nLiwsjb7//e9PWXQaP3SkAH0Kx/Xvvv61z7/s4mv/+3+/Ac0WM1BfGrE6tsn+ncI8GQSbBEQ8cQgC4x4x56WOQSBFjDMKV9Ud0saKtinAyRWFJjHd3ARyO/fAyo+gO3sAUWEYVnUz4nxZdMWSOrFoW1CViEZE4B74iPpd5JZnEC0fQ7h8GGF7AZFu4uhyiGwmQDFnqHR1nMjvRCfNx9lEq9lJJh81AWnbyqBUKAlYyl2B6PxiGXT8Xh9euwOrUKa7ABpIrBxtx0VlqIgXv+QlqNXqWJyfw7Hjx0Qpcnx2ESuNb2J6egrnnns2WgTc+/Y/iXanJdI8Tg15tAz7hZx++tlw+yFyxLJ3n3Y6DRp11Gl77U6D9mP833SA7zh5v3wap0qkAH0Kx57zz3rfV7787zh8+KjYhvJkGgMZh6QoCHB63a4UqjBT9YkdN/q2yk+LG13iTjeQ0Rn82oZuF2BPnw1rYjuBuI/QdWHvuAQaAWXEpdzMlPuegGLYClTOmtMo3HHFcqAT48U0rTu2GXp9F4JjjyGc3w8v6uF4LcQuK5AS8YEHiCqeSaoTuapR5yy1Jban1WoFWceW/ohiBqIlumraN5eT91o1AWhe3jQy8OnY+Fzw9rgXYiG/BVu3bSYWfAyPP/4Yut0+Dh48hLmZOYyNjeK0XdvEw/r47Ay4NyNHo97BUWLN05t20ODiST49m7GR3TRJy1RRzJf+5JP/8Hc/fejw0T+85ppr7vmx//BpnDKRAvQpGtwd5YoXv2DbzMxxxYJjpR9GYgUqeVu3S+DTVK8JRFdcB/2AodsXQEZSdMK5Zs5bG4ZF4DoEZ9dlMMYmEa4sw6xMIRyfJEAPEDVbiilbeYCYpcbVggTUQXtFQDqkZ8voQytViFlnEJsWtNFp6MUKgfsw/MMPoO56WGz7mCyrASJO/D3Y/Y61zDyg6ATeExNTxJ5tyW1DS9IvkrOOEi8RXSYlu+06yonDiJm16Ttz8U2fHj4x7B4eeeRBDA0XsX3rNoyPvBh33v0tdHoNtAiUm53DBP7HMTo8gt27dhBDbkuKhfPds8S8i5Uqck4OzdqyVClW6PjYoW//U09phoZLX3T55Xffcsu/zjzxxONve/Ob/8vfndwrIo2NGClAn6Jx0UUX/sVXvnKr9BPM5Apw3ABZ7uEHyASaz5NtrbZonE0Cwno/A9c3CWhdxCz3TSbqDMsiJmxI15OoshmVF/4SAVQHXm0FztazERFrNnlBO4fQKRIIOio37RCYB5FsR1txEMXEqGm7EQGcbhI46xk4BNQ8MHhNG9auC2gTRbgH7sdCs4ZCJpaHITI+1Tg2k8thYnoa2WxO8s3cYDaOowScE1c98Q/hv0IB5V6vBT3kQpuseIDwd+chiI2dDGLy9Wab2PAMDux/CmeduRuv+umX4eFH9uLAgX0C8G4vwNHZebE5zeVtjI6OwfMK9HoBRw89hV27TkMmX8bCSg1PPLlf2nlVSnmsLC7hsSf2oVwpT1188cV/e9NNN/3BXXfd9YL3v//97sm7KtLYaJEC9CkYXJTyspe+aOoI3YY3OQdLwDgyXBVw5pxzFISSV/UJ5Ngvo+Nl0Oxboq6IiT1rsS1smWfWIs1EYJpwpi7A6M//Ovz5Y4iWOrB37xHlBoMcO9Tl8wTOnkustIuATffBnhouIjsLwycwZI10aQR6uYS420fcIeZOx2ROVOEMldE6eAD6xDbabxHe41/DfKeLYsYT/9JQ2mxpwupZOhcP5Hoq+ZEI8rDqPY11r9k3pN9pwMib9N0NVZbOE4q+h5jAulSuoN1soNP18OCDj2GWwPi0M87C9KYJPPrwY1heWqDthLQ80Gz00G4cgp3J0jHFsl6jvoxCcRjDQ6o0vdvzCNRdrKw0pACnWCpidm4GE+MTF5533nmP0WHtPAmXRBobNFKAPgVjy5Ytb//KrV/G0rKa/GPfDFUnGMt8H0vWuDKPlRVBnCf2bEl3FAY6PbZEtRGzWsM0YGs27NNfjOGf+QU055eAdghj157EyIiIczlPoOyi32jKtrmikFAJGgG8YVuyDS5SyRSJ9fYD+HNLiLg4htg2L5orZ6GNDcEZqaLx+JME5iGw9TzUDz+ATgDkrUAY8cApT/LiYeIZkhgtJX6kq+AsHtFJ0Qx/92ZjBXkjJxWIbPxU73XUNoMYlUoFM0ePMqeGR/s7OjOPpZUVTE5OEjvegh3bt+DI0SOYn18QYOddcc6evxcPHHOzx7HNKYiGe8umzagRYLPZE3c759x1mwaapcUVHD1yHPv3H9ixf//+a2688cbrTtrFkcaGihSgT7F4xzvese2nXvnyl95xx1eJ0XWVuVGcyCGgKgXZHIkBL9KzqPULBNJcRh0ksjVDTIhiLkgxMjA2XYDh1/0K3Bax3uUWjLFpmAR0oc4Tfha8Th8WgZ7P/QIZ5oidm1nakusSgBfF2F9nq9KcBXssB62Shdnx4LDJ/kqd2HYHGgN5yUFhyyZ0XDo283S0+23MNR/DaZVIgJxTFmGsbE21dd9XH8g9AKlq1JIeiYPg7At3ILfLgTLb0yPxCQmJEnOeephY/MjYOHdaQeT7AvJ9rnI8dAwL84uojlQwPj6KkWqVQHoZ9doKGKYjUcHQYNfvodFcou1MivlT1suLK18mUkqSKOnp2KHz1O3O0bbG30xHkQJ0Gj9QpAB9isW2bVv//KEH79MWl1bENyNKTIj0BLq4Is/zAoG0VlyWv7UocYfjakD2a6bLIjIc0TdP//qvo6NZ8I8dlYlBrhIM9RhWgW7z3QAGAZ3brEN3PWKVFvLEnkM7A220JNuyKwUCcRd+y4fu0wU3mYdtFYFGH6W8hfpsDablory7gNAvoJA/F7Pf+Q4yk9tRa86hG8wh6yiZnwBvFK+lMtizOlJsmtMQLLHT1i3H60gjF5+osedK3lmVqpviNxKGrviJnHP2mXRX4WJ+dhEzM0clPx+I6qWPdneW3ltAqVjAxOQ4AXYZi4tLaLVaArw8JCwuzKNQGpbBrVAo0yColCKSI5fqb9Xyi4/7+Mx89ZprrnnFddddd+vJukbS2DiRAvQpFlu2TP30Zz97N7G6jjjGrQ+PQMml23MGD98eQ6eXIUxT1YVK6mwQe+WmrjaMLIHRq34VweQ0ul+/B3p+BEYhL0Bo53NExX3EjRpcVlUQMJqVKiyevMtmaBsGnFwJei4DLxfDJObsNTyYQxnYrSbaSx7sKdpWN0Zp0xAIz9DthCiO0fLzfRS37EC904M9ehaWGnVsyXhPa7s1YMwKkGMZhNZ486Bp7eBv/r5erwfDiSV3zEAt/Qzp/aWlWVimiVyBKwMnsX37Jjz00MNYWVmE6qKow/UjLNeaqDcbKObzBNLEukeGad0VsWLlri/NVgNDQyN0t6Ahk7VXAZr7O/Igwg/21i4U2GXP+Tj/VD+GyyGNDR4pQJ9C8a73vOsVF5xzllOvdcRESHKxPInGLFJ8n9sIfPZczqMeFhAF3EEbqs8fS/GIWRpsVJTJoXT6C1H46Yswc+sjMHLEDgmUjUIGAduJEtPuzs7DIGCynQIsYpZxZBL4u9KN2x6tInB0WMOm9C/MVOnvKQdhm0DdKKKYJfDq+PC6EVxaTivZsJnFD9kYMWPU9DGYpSxq98TodA8TSB5QDDoaOHQkUsEEhLl5QCh5aZYDrk0WqspHCFD6/SZClgwmqYe+SyyZ2P++fftlXcd2UCzlsW37Nlxy2YU4emQe+57YC9frS/InFuWHRgNfF41GVwyXWFNucS6awL6+UkNlaEwaD3DBDytjdNNZN1hoIgu0LRPHjs5vftvb3vbGd7/73R84aRdLGhsiUoA+hWLTxKY/2rv3cWJ2i6upDQ7mlm7QF7CJY2J7+k6EnQR2BmBGgBIS8EZ2Edmp87Hpd1+LQw8ehtYn4BsZgpazERO46MRsu/UVmKyrHhmFNjqmwJIGhDhXQGaoAGdbhsCcmGfDR9iL0DgQoTBqw8oAuZKOfD9Ew7VQHiliZcmHXnEI6HR0+jG2TuTRbwc8+4js+JVc8UkAACAASURBVCT6vT0IVvbDHMjocKJaY5A6GDR0ibGWb1cRCGsOxAukL2kQLgv3vaT/IieSY9V8wCVmX6+3MFodwuYtm/C851+E+YVFHD56VPL2Moma5LiZgS8v18SXmqPXbaPbWkEmV6Ft96FzJWUUrXamEaCGagvWpW1l+/aN11xzzRevu+66tAdiGt83UoA+hYLY2elcNdjtKuWGMhJSZdLsq8y63r5RRS+wEMY9Bc7QkqIUmxhfFnp5GpMvfxkatgn/cA3O5imRummFLAJij4SixB4tWKOjdPXYaiDo9qFlCJSLGZgFEyM5AxdMmhibMLluhAhliIXAwAEaFJZpWx5nXggYCfexidZ5ciUkhp5BwQjQ5KRCNQenFWDqkjNwqNVFWKvAjBqrrJjzylwvqLPBhq600DwZ53FKQcq8QwXg3OiWFnFNBkiC+Ihd9viYfSXV03Vpj8WtvzgGwDs/vySpi+rIMEZGRnDOWWdicWEZS8uLNGD0VgcEaaKbBK9Xry9julxF3FPl5kl2XFwDZQI1UnatMR1LvdE2t2zedP+rX/3q0VtuuSXVRqfxjJEC9CkUxNSGG/W2MMZEOqy0wHQr73seAZOFbm4HIgKfOPFeVslni4DOFulbeecFGP3Z8/HEl55CZmIKEQGnReAbtHswfQ2+YSE3Pgyf5XP9UG7nbWbYWQdTW7M4f6eJczIxTnNiFFVjFriRiWaoDPQPd4BP12ndXISj7QjbMxpesM3Gt7sBAgLTHqHv8JiJvq2hZviwTtuF9sxWZDoPrypSdGiJsk5RZU5V9Ltd0XeHiQOesjxVPtXs4x/QekUaFCyW98Uq/cMD13C1qthxpNQd0NT8Ik8a9o7NYXZ+EcPlPKp0pzA8vAsrKzW6Q1mCR+eTy8UHbJ4Bu91sSok8m0bxBCJ/efaojhIHQFnOSHLiro+HH32iuGfPHvbseNvJumbS+MmOFKBPkSCw0G/61KeyMgHGTG0wZ8aeFAQmLCsL9SKBUSi3+PrqiqaAMwhIkKlg/PI9OPRUDdHiMvRNm5HNW9IaSwrAubfg6DiicgaxG8EpGbAqNjKFENVhByXXwyMzHu6Cjc1VC5eUQ4zROlsdHTbnwAlgJwsW/mCPjv+2l4DQ8jBL7HeIgK7kENs1CZR7AdhUL6Tj9+MczrpQx/4HtkLvPEqDSiSDih6rOkEOZq6sS/YTiVwykzj46kn+nQYJz4XT78l3FRYexVI8MzxUIWAPiB0vSz/DOLmrGEw7Rl6EpcUWfd5ELp9FuTyErdu2iHvdynJdnmXQYD9tz0eH2LhjOaKg4U4w3BuxUCjSczaxZlWKdP4NuH3YzOz865ECdBrfJ1KAPkXi3e9+96vZwF5NZyFpORXJhJiXKBY6xR0Imz4McaiLZWIvNrPQDAItYpZDZ14C/dzT0f/q48DmaTE+8ug23uacrRkSw87BHC+Isb9JwJsbs2EPWwSkNmZXPCw4Ns4fNvCqaowRGgFKloYGgW3di5GTnISBOlcV0nbfuB34yxmdtmviIaKYrxkG7iB2vXk0xHLTwrQRwqf3e76DzFkvgLtwK8xAmRXxseuRAmg38YGOB/roQXPxeL0/h4GQW3cRSEPvia+ImvQLhAWPjY9hcmpSJlDZdnVmZobOly8TfqxsYf01d3nptPv0mCVWPIs8gTU3tB23R1BbaaBB7JmzPWxpOjG9jUYOQ6oxa/UmVmoNsT/N53MoFotSdcke03R66BiMLW95y1vOu+GGGx46GddNGj/ZkQL0KRLDw8Ovn52blTynahelPJz5VptLrkOjgp7nwIxcTp4ipvc13RIGrZs56LlhTF15EWpLHcQWvY4NZHdU4dVoXVZHOBYyk2X4Gmug87CyEewhG5WMhgk7wvPGTbw4r2PS5vywJikFVk2MEAAG7N0sqQ6gFsSo07H16Zb/0mqIb3a4ES2ISeuwIh/bNRuBQ9+BwG1T1UOjq2N45xR6d1RgeLPyXRUz5t6JLoFuL/HjSJz3kjz1+pJvyftCF7WGNA6Q3I/ymuZUB3uLcLCv9HC1TIA9LDnn2ZlZkSaeuC1IV/FWs4dWo6fsW52M+oiOgfs4jk8qtUm5MoRCsSS5f64u5GIe7kJerzWk2zk3vC2Vixgfq95Ai1/57F8laWy0SAH6FIms45xTq9WUJjjJpfJzwHpleu6ZZQIbV01YETDHUtRhJO5zBdjbLoBxzjZ0HlyEPVZlJw30uRDF0hET+zSLDoE8GwwRayY8KozY2JzVcGlOwwszOs5wYnHCO0YsNMOeGfSgVWHotKVIR4cA0aUDmaIxYc7V4bI1h0PslRj2DLHrx9oxttEKR7wIRWLaizSOnJ23YBAYmjsqeMSpAt0Z9WU1IdHCgEVe97QeiIMYvLem+FAGS9yoSwpcNMgAdvz4cUmRZDIO8rm8uNJNTY4jT2x3aWFefKMZXFUJeaIm4Xw4p088XxXA8H4MXVIbHrfk4lQMl8JLswJrvUpbtsP79YJActp7gycuf/aujDQ2cqQAfYqEbhqbG43mOn1wvAoEDMaBWYXu+tLxRIuVHSd39db1DIzyJKovvAgiJAt1+BkTmfESgiWXsIUAMkO368NZcJ5Co7+rVR1nEzBfkonxEno7Qxv8FpHQDsF6Rtew09aUQoRBKrEA5R5+fWbR9NhhaDjC3bsJmJlxz7c0YeQ9WnehSWx8RJPl8nqMpV6Es4dD2NUpaPVHlJyOv1scCmg+PZ6JQauJPF0m5xjURfeduPVx/rrT7SsmTVS+3uxgcXmZ7khW+K4E09N0bqpDqDdaaLdaxPY92Y5ycKJtaNqqVDGW8vkY3W4DTras9iuTlXGSeqHBUBu049IF7EWJooXOVVdd9bM33njjF358V0waGyFSgD5FIgr8Ys91ZYJQmrlKCsAX9zpfz8MLbQITl27JSwjdlrA9zbRh5qowJrdi20t34ruPLSEuZAiQLQJ0AuVqQcqejRytaxKIWhqGhk2cl4/wEgLnSwikXcKqB/vcpkrDCxygwsb8zExZbxyrCTqTgGqB2Cu7dXTojbwVoRDEmKXX0wTQhw1m8Sbmuj6qeZuwL0CJgMsl9j1W0UHkGsMTo/AOaiJdY5Ues2FxposZ6OJnPCfrgVoqCn0arExi0VyuHisWLp+xBpy2p8t7Mby+j7nZJSwv1VEoZDE0NETfu0yPYfGC5onATrsj2ulAGHkyGIiZkiFqjmyuIqoTlv+ZhiEdy2Vf8n+1c11X7b44V+2H0VvogxSg0zghUoA+BeJtb3tb8YzTdhmDHlGMSYo9+5JrDUzuit2FEbHWmW7vORmsO6IqiEy6rd+0BX6FVjdyQNmEXXbQa7jQMzbyhRxCbl9Iq1h5DVuzMfbQ41Ji2TN+JEz4nAywk7dL/3nxQAEx6IUCGiBiTBLg7/VCNPn4CMF5d62QZWcRduaIKdP7ZxUtzPRCYZgFO8Zih9g+MfiOqyFfKcONOL2g1Bqc01WdUdZKv5UX9Jov9CDWJgvVeWFdtpQcUnChiW04MomoxIlrGSJOV6w0AizXCXBNE8VyHsVCCVU6lqFSiZh2jZh1/QR/EF6v1+3JXIBUPnoBl8ooL2o6RzHtj7+flqQ6BsfXqDfOf/avlDQ2WqQAfQrE0FDxstnZBdaeCWOTIok4lGIMZobdOCfaXL7VjvtNWUfq2nQTppnHOS86Ayst4qYFYtQlEyEBiZk1VQspemZcdGwL2yvAxVkdlxLrXST2ukDgfImjY4oAuEVg02YxnhbBitluKQaRbrnAfHq/Z8QYIwa+3AFW6PiGCHiH9RAud96m42qFOvJmhGkC7D4BtxYAswTkrywBBwh0a8UiAu6hGGkq/xyE6vvEUaL3xvfkoQdgPQjlrcGGdpHk35n9GgZ3aimh7/bk64oKhsCUz52eVP/xBy7nlpfrWKk16VzQwJVTioxKeZO0yWo0GsSofRmkXI8LhVyl8eNUBsv6GP5ZTUP3ETENDrZpyeDAJfas1Xb7QemFL3xh9s477+z9eK6aNDZCpAB9CkQ2m7/46KGjchsdReHq7bzHqgWjhEBjlUGopHUMGqJ9tmBwE9WRcUxfOIonHmsiP5xD5GjodULYwxkEtT6BswaTgHWsrOG8LHCBE6JKAPYogdxZBM7j9PlyxMoMYFSPkEuMlxgIo4S1ZgjgelwwQi9ydggjNlGj46kwuycWX3ViHOqGBNgmssSmZ2j/EzkNh0KD1omwiw738RIdKx2zHvuiYR5UC66B8po50vrn9bGaJ2Y/ET1KJgppgCjmab9bxSO73W6h0+3CF7TWEgtTQ/WihXwpMUdy6bFSbxDI0jFnM+LjEXGREJskJXcvJt2lyHGaamUpbOFjp8Gzz/p0+q1YzWHbjjw2b978y7SHv3n2r5g0NkqkAH0KRC5XOGd5eQmMhkGobtS5EIIr2AK9BJ9L9PhdLanAE1vRLHQ7h9LWbehmDPRWAmzaqqEdGfCtCKwc0zJElW0DbF43RcC5yyaQtog9E3jttHRsYvN/mSjTsYVYtCPSOi0BZ9WNmyfRbDYKYmCk1xOGhkfdCJtoW2ViknluMutpxKgjKd/OE/iX6b0Res4R6y5zfpirHnOOSktwWoQAju8QOAZmRIPn9WmOp4daRkkQI5EjDlITkCa1zGjZAIlTG2wn2mD1RuCvgv2qOdOgnwsNgL2+Lw/T6AlTVjuiw/QCUbywm52uh0oGmHyuQ1VB8pGwrWnsugLqntv5OaQAnca6SAH6FIhyuXh+k5gfAbUAs+oyom79PWLQ8KMTZF4asVbWGWt2FjtOn8Sxuo+JsRzKIzpaMxE2j1lY6kaMliKpm6bncyxVvs0NT7oEgDvZ2J5Apk+LDRGQEnwSdrLmWQEYpLpOVxN6MQtANGLStE4UoECfT5qxON91Ix8Zy0CpY6JP72UJnKdzFsaJdY6YEQpcUk5bLeZs1dmbpYNxtFqI8vRc83qb0fXvD0LllyNJlQxkc6oPQKTYMistaEDYumUzgqkpkeBx+oLVMKv2pokXh1JgQDntaWv7kkSG78Fycqvl9pI84d8m8bGWeU3pYqP6LYZKRXLxs3WNpLExIwXoUyBGqiO7VE4WwgyRmAdp9Ohzd5RI+VcwOHCigfPR/IiIRU/v2YZHFiJcvMXBYmQTOPk4p6Tj6zUddimSQpRtBNJnEZneQttfITDewUUeGoMrMVwu/2a/D3rdI+BTdv9qkpCBigHal1w0L8ttpQjc7RgGMXXLCJCjZ5bnbbZZ6RAjTyv7bP/J3U4MxVUDAlPTNmWiTfLrie44ip4Gzux9oSeKiXjt/fUsW+XnBxKOeB2gJwUwscprt1oN5PMFbN26RdpXsf/G8vKy6KXV8noyQam+Kys1BuuLvtrzksa7kejPeamM40izAC0RcjMwrw4S9F0s257+MV0yaWyQSAF6g8e1115bvfzyyy1JJ0SsDU7c3eJIdT/R2APCX2VyupR5E1AbNrKjk9h5RgW33d/BVNnGIqFphYDS4smsnCGAOEqsdpxwcZIYdIHAmEtdSrQt9n/LE0hlWcZH22NFcoY+Y/PNiBmhlINI9lZYNadbHALjklBtIEjMO0siAzbh5SIpAx8iZt+h7+EQWE87JrK0sMse1VokJlD83WLWMrMyQkdScLOODWsDUqudkJpYLVZJ/KGUyX+sOrHw+9GJOWufjoWZMzvWZTIZTE1NYmJiAp1OF81mQyoCpTchs2HpbxhIH8YgDiVV44dKQcPR77kE+HUBZ8t26E4nJ6b+uWyWtu9IuobHC8u0jde+9rUX3HzzzQ886xdOGhsiUoDe4FEuly89cuSIgHGcWG2GSSeV0CgR22RADpLcq5og1PhhZDC2dRIaAbIZmagSGLYXA1QsHfs7MSrEpHXbxhZHw24C5zHaTJ8AckRu65XjB/deCVivHHNqgm/5B4xWX/2/HWsCmq4MDhDTJM7VumJipCFHwBvbGoY8Zs8mhlgxYnF2JUbRi6S4pcTpkHjQx1u5161zg5L/K4mbMlJSpeAnpjritUVXUxQqrXEiMK9PmXAIAyYGzelv28rIpOD4+BjGxsbEKKlGIM4FLIHnIuZO4bo6Tgb2QY6bS7odYs+cJonE+tWVdZtGU1QkmWyGHnlkaSCwTf3XaLcpQKchkQL0Bg/6h7/70KGn6B+6mTRDVcyQgYf1z7HL7CxMcq+a+CJL9xRix+PTwzhMCDhV1tEwWR+sYUsR2Ev0uJjXxf4zR2tm2RiJc6v8mm/fedKPDfsJBPnmnU1/DGGu6ybntLVnXYk5BKAtniw0NCGXGXrNnhympoAyp0fI0uDBJkmsOwloOWbveTpck1M3oeo7qCb4kCCx2seqk91AxYH1uWdlB5o4+tP5UAqNeF2KYxBPf63ei4Spu1GfwFpTFYAslXNsTIyPIxwZEfVHo96QFEixmEe5NIRB5xcGYZ6AZJAexEADPRhUmZmz13QuY1/xQ10QaZxSkQL0Bg/LsiZYwcEgwMAl/e8SluplhhH2VNNSbbWYg4DBsBFny6hOVbDUCTGVM9EVO9EIBrHVFqsr6DXng0sEwlWdAVMDC3QZgj3pWqipVwy6z3Bc63kp3/IbSZKXW0ElvUzEs4N4J+0Lkgph29Eca6qT7XsBDQiEaezpYXod6PT9gthfl0+Wb6T2pj3zvgdviPe1OgFYxfYkByyLaGupkvWv1wP2gBGLVI7L1/kAeXDiCVACYLNalUEgm3FkIGQflCA+cRCQ5rz0PQdm//y7iepE9eqiMxps/cF//TRO9UgBeoMH/eMeabe7UjLMNqACMJwHZcAOs0TVmklVH5d9GwKUmp2DNrYDlclhzPVibK9oaPn0WcxdSUwhqj3ueEKAwbK3CUOJwtjyR4+UkxwDqh9rCfgOTE6fOZhdGywsoWUsabMViTG/bmiS8rAIlrI6+3hwUUdA7+mwaZ1JujqzNDj0eNBxG8SgXaVSSe4QuFuVyNieAUwHEa/7v7Y+xSF5aM6VrzXWXU2aaNqqZG49UK9WKUKBtHzGjD5UpkvczZuX8dyedJ2Jk3kApQ4xVrcXJyUzartqoBPpnaowLP7vXgtpnHqRAvTGj2q73UahUJLba8XydEk3eJISQJIC0KXNVERAYVoWzEoRzngBi4sEiJUMZkLO92o4Rg+fAT5S0rFR9vEn8GQfjUycaKxlt0nnEkE6xWDjxJD5+4H1IM3Bh8RwxQw2q6s+f3mZYFRgzZI8ATFdMWt+z2jVxSeDw1iXb/9+croTImHaA6P+gftcFH9vigPJ6zABZpH2Pc18adCle9AMls8tA3Sj2VLSO9oX66k5pcF3Na4biQf0YFtqG+Hq7gbKET42yzIzP8iPnsZzI1KA3uCh69oU+1KYhp60WcLqHb8fBUkyVr3JLI7lcWw+z2oCWAY6LQ9zOteIG2I61KB1uGM1b6mga1JsIsoMTjtozMMVuKpehliXdV43GfcMMfiUPzdjXZixEal0iZ6UbJtcWa4HaLI9p8le1lLwiBzrp5cX5FjiIPEbWad3/r7AvO6ANG3wIl4F1rWu4PHqA+sBm+8UkhQEPwbAPJjsE39pyTGb4gttWbYoO1jf3Gy0UCrHUiHIZ6ndbiY5aE2KYkyDfVGM5BjXVCZ8DG984xv3fOADH3jkf/a7p/HciBSgN3A873n/2XrrW19+jpYUhviJ9zOHltz+q/v6tdt1PXnYlo6QHkE/xOFQxzAtyp4bPVfJ5GQyTlf5ZZPz2XyLzwxcV4b8iYNmsrOBNdL/CqBVDCrxILf7GvRkAOHJQIv1xVDv8wQkDwAB7ay7XBvQzYQJf6+U7n+25zUMl97adPxrpkqDx/qJu8H2BvK9AftVwBwKOCsvap7w9OWclkslke/1XVca2DKjLuQjkemxjI9/Hy7t5ufQjwSgDe5YQ+/x++r3kbTVi2nXKUCnkQL0Ro7XvW7riwr5bI5zl4yYXlJEwcHML/ajxOAugU5NpRPYDKjgqHy03ve4KTeBcADXZ5AyhCXrSb7ZMbTV7t+SiY4VFKusQQL+g6cEtOMT0XgVtFXdnPJ6NpOtcD6aGTV/YuuxdG/h5Vj7bLBfRWKC1FpaViWJUHI9lStRxxI9gxLj6R4dg8MdTPLFJ7y/9vdgklXaXPF5TDye2btDahB5ojJIJmMjJafjc83PDOKVSkWkd8ykAz8Ep5/4GFj7LD7SkIldlV4JVX9IbiLAoM1KD24a0O12U2e7NCRSgN7AQf+gp2fnZ6HTLXMgBvbh6m25FiUgi0Tzu5rqUEBl5ky0aPmw42H5uI9gKBY7TzYJsjK6mOlzjph9fsRbQ1PpDlGoJXkNhjDGTAOqAGTgwfH0hEOwXnNHKzQCbpMFUWmweoFhi/0q+GWPjsHW5R3kLW4cCylMWV5aQJSwXyTFJhpOzEg8cwzSGEnuV/LokZrASybuvmeNeG2wkZL5WCn8OBR7XjNqYuAdADwBK/L5PIbKFSz5i6tNAdjtLpvJJmZWUcKkneSMqHZg3EjApZGLm/secbupkiMNiRSgN3AQQE8dOnRYGpJ6nifMLk4oq2EmZdHROjapqQktfu2wfzPfsvcIBJdcmNUMWi5BV5/9kQx4cUAPHX2ZZzTQo20VOdWhqfxvIUlq8DYGTm+iwF6nQ1Z/xAKykpqIWfccoR7GmOJyc24JpakuK0OsFKENNek7lLjlVcQaaCURbC0uo1tPusUMNq6pHWqDqu11qY71fhzfq3MeyOie+ZwO8tByzsR5jpYP1ixNOW00UIZwTpnBmgfETqcjShpuTMvPXAYerx6s8pbOOhl1nmgbPv2nut2E9DtaxMBtaYjAhS607/L//lWRxqkUKUBv4KBb5cnG8ooqSklKvJX4QfXD0yJfJHfQ1qbyQu7kAYh5fJtv1YlFT+ZiAaGY0Dd0CThCLnqhBzFdNtXv88QYGwDRdri4pMEuG5q4ekgKgpUWcWIYtJZYUC2vpMw7SRewdtinbZYMLWmHFQnD5ypDdrbjvx1L5ch7hNqjpkGfhdh34CCxS+7orYpwpFsMkjz7al5lLbXxdNP+9VI5BkdtMBeox6t+HuuBXdYR9z3uzKhGAc6/h+Faqmi18IaOsd3pKg0zD3rSJxECunoyIA6KVehUotfpodvvoVIqyqRip+MKyzbNWDq0GOLml196Nq+bNDZOpAC9gYP+0U+wX4RlWui0G+sASTG49WlYUcLFA4aorEDZhEgjxrd8pIby6CRR6YAYLQFvqPK6876GWUJY9ntm1UWLNlUhkG1BqTwsKfXWRIlhDvaT5Jn5Py5IYVgV4ZmYFAGHaMWdTkSgryWpa25pFYHr7kKW2NHfHdZYc2m5xncEOh555FE2u5DcseCjPmDH0eq50J7GoNf7Qn+/z5IkyfeA82BZGeySpDoPNTyorCo/kjRLj3PNxIT5fA/UHXye2TzJMNR3ZC20lHonE458bplxDw87MkDwOgzgnJsOAs8tlUq/+qO8TtLYuJEC9AYO+gc9xpNR2XwBnusr8BIaG0nXDi2OEkBS6QUt0U9wisIn9swezVq/Da2dQ5beb3uxUhfYGowyMUM/Ro0N6mndAq2zQqi0WVd+Fx5ticvAHS7Xhtq2kQCz0krHsp5yX1bboM0jb6juIi0Cs4JloEXb7UkZNdDlPDp3TwkilbulFTM0WMw8uU/lv+M4GXROLOFetfP8XySkVYpEsWYlm1tjz+tjvSRPeD6fz0gXRh0PJipNxdTZUyMWuR3rx4PkqLggx5L3RFaYVA0yo2aJnSXpHPXbWMy0dbVt7rNIH735s5/9bOuHvzrSOBUiBegNHI5jjfOEU4HYFxvwKEKouoCYnDKIEz1GnPhP6AoUwsiF33PFXyPSTYRdF06oEJSVHzGhJU9oNRo+5oom5kMdWwmQDtPmOgQmBQKsJheQaKoCjsuyg3UYx3v1EsbMk4ydSIEzA/kQN3Ohy47ZcSbW8RQBdY62OcP+d5pJDN7DsdBAQVI0Omb7HuaPHFGzkAMd3yo+a+v8llWcyJBPDNXtJF6XIP/efPVa1aCq8hMHvUSiMshPR4lMT4pV1knzxOl1UHTCKRxlHChKjeFEXscnLJfJSApKgJlTLny3QXcvvtdfePSRh//iR3V9pLHxIwXoDRyGYY7oDLAs0wqU8kGwSVO9AU1GR3dQSKdJXhVSgeeh2+ur22tTF6A05Naccx+RGPyHhLhxL4JHwDhDjLZP2+KGrzOxgd1sxE8g1KRHWVeFymasUhq+tuYBzSmQMOYUhkpVxKIZjsR/wyLQr9GA0aSBoUwA1REbupBYuUHvAcMGY3KIx4/MwmiuqIlGTTHo1bRFnNwRDCoYvw+DVsxZUznkZEJxVS/+tErE9ekQPj9s3i9tsgbbGogWYxF4QHmNKsmdpqu0S0zvBZHK9Rvi9Ryh2+3BdhxwCwNWcDgZC4ZpIV8ootftiHpjbHT4qh/1NZLGxo4UoDdw5LPZimnZ8o9faYGTUmICS5Mbv1q6Ys5aoq5gZsjaXVrU7wbwAg157vXncvdplSvl22xh0f1AMsttYrEHCayXaDNbCDQfIna9NQMB5hXV2AQlJBLlZC5SKg1jTVhzIwqlhLxLbJ57DrIR/5zvIaDb/nk/li4sx5hx0j4nrBhzno02PBojTAH6f//mfnTiPuzYEuOhtaSJSqsgUZVE65jw00OBqepaokre4xPZtxrBlGeJlvQOTFJDMoEnA09S2q0lRToRku2pRgjQBsxdpYAkDQJjNVnN/Q4zmSyy2ZwcE08mmpaJ4dFJNFaW4fY7wW233fb3z97VksZGjBSgN2hcc801Q6/6qSsdh26XF5bmEjWDUiEre08CQ2OgSx7wv1AxPPY4bnbhEvAadOutOybcFiNOorZo+9BKGZjFGIudGI/Te/cTeP4fWeBbRI2/TuBzRUbDMDi3rKOpcQeURPtG+2avZ574a9H2vIhTHGy6ZMi2j9NIYGmm2HY+GYbY615cogAAIABJREFUadD6dFwzHjF5+vtfWgGeX9ClnVa77aF2x5dgRjaBc6Aa4ibWT/I4QUY3qGV85ojigXdGnDDodWmRdXltdQOi/DQgLFgZHTHAK1lcvOo97XuelHKHSX9DDqk65EpN25a0BXcO523yZKLZ6fCgCqyyf5XHHqqOopjf9KO4LNI4xSIF6A0a1Wr1VfX6CizHli7Uyl0t+VATrJWuJAp3EtMkBb/E3oihNpfhdQk0MrrkU91WD3qGgVBD0CXg8TjNoRGwRFi0gHs7wIWmhpflItzWZUf5COdmdeUPTetLzpmZJj1zKyx2q/PpeTlSTJKZO4t7fbrkFgiYl8TXWUNdUhs6tjrAMh3mYqAYOY8p3zncQG7xCUkXCJwlX3BQCj4oYvze0pi1GBSoDKr4Yqj2X2qiMCk5X5+31hJ5huB4LF1lBioLZemq/Dh4l6w7z2b11d1rSZHQQJHB5lKNZjPxSInRbDVl0QyBtLQEY2ljxLln7noemm9969V/+d73vuc//6iukTQ2fqQAvUGjUChcvLy8ICDC+tkTIUoBj2WpPCgStYKkO5jthT6C+gJ6CzVkCgV0l320ei4MewghsT52ZIsIpGOT2GE2gknYdtg3cHNfw+8Tq76MQP3bHt2iuzHOcBQDjaC8nf2kHLxHuzpMAOTH7C0dS1XgUhhhnx/BJmB8wk2qCRFJu6whOsQvtTRMZiJi3Epf/a0774Pmd9VEW8KAVR/AJE/8A5wnqTfh9MaA/WJ19RNZ9Ko8cI1Lx4l+nNMinDIauAUqy1BVaenRdh1iy09vVisFLJaJ8vAQGvW6msSlqDUbUpSTczIC3N1OSyZDl1t9HMnYv/uWt7zlIzfccMND/7GrIY1TNVKA3qDhOM54qzYrpvARV7pxuQjncukzTbygY+QM1k3YSdpWSbn0mIAq7ENvz6JzbA7u9rPhtttSNGITQ+ZcMPo+tIYpfQBRNtAPDDgE9ne2I5Tord+p0NumiYN+jIfcAJMGL6bLpCDnm+f9EE8FnIs20KVjKzi6KByepPeOBTpaXC0oXb3Z90PDCgM5HfNDDR8vr5rEmHUsrHThf+Nm0WSfkLxgbTLri2NdWl8N3udUwcDNb03Joa2aIIWJBll9jkTmti5nnWi4B0U1g33yJKyWNJhlZhwolyYZ+Ljop+v2YSV+HCwF1GNt1YqUf4dsLovC1BYcO36Ezq0ndzqNlZqY+7OJUq/dk96EvNejR49rxUL+n2jTpz/7V1AaGyFSgN6gQWDj1Go1YWcDwFnv2MZgkXMiYtHE/EJixZECJC74kJwqgdvKoVkUnnch6g8Rey5lkekHqqiEWKpfayFfGUKvA1g5HZUCm+hHuKkWSteT15d1nO1o0qewReC+yBOBRHtrtP5iqImfNBebjFo8WajhHqLJdfY7JnDm5rQFYpcZOhZeb6dj4KsrIc4rONJslasJ5+97AJnaEWlSS7Q+KVJJvDiQeGhokqwYZCRWVRhRNOg1qGYuuQyeY+395Cw9Q3HKajm5Oo0JOK+BPtuKRkG8WmbOoM9a9Fw+r1ImSeGJlihWmJOzemP3rtNxYN8T0lSB2TX/dqOjo7CSMv2BUfbszOxp11577eXvete77ngWLps0NlikAL1BIw5Dw+179A+9nsiDExlFrPS7zATZHS5jcIfpSDVRFQc1XsSETmyuNVPHeJ4YIluPEtj1Wl0Y5TwCAozID4i9+mCO6/Z1zPSAnxomFtmP8alGLMz4V8qcrlB9CztSFq0kdyNcim2pBrMPuzG+5YbYYgEVWu6b3QhDtiaM9nFXR9YMcZTY8H4vwtlDPkoEeIfqPTx5923wuVlrhKRIJUlxaEkhTKJOwaDSe52GGcAJz2JuNFgmUWhwyoHNpQbtp9Yc6ZTJx1pj2QGwx6Koc4hR66atGLmpy3ntdHrwacDLZbJS1IJE1jfwe2bQ5r83b9mOo0cO03776HsuFleWMTEyqraf5NRrzRaOHDn6YVrt3B/3NZXGT16kAL1Bwwv8dr/viQYaSe40UYGtBgNxPhOh0eJbcl9NrUWsy2UvjQD9xQV4Mw1iz5a42rltF5msDSNnI+r5aDzVRMYnhrfiod7L4Y5Qx29Pm5jthbi3r+GAr+GF2RibLAPjbKzPDV45D20D83RYn6z5WCC8mrRZ2mfiyS7gcsk4gXtjxRf1SNXRcVcrxGbahu7FmCFwzD1wL8K9966mHdaDrahVNKW00MLwe/LQTy844Y7cq8qL5D3OJbM0UUtyzGvqDF3KswdgOUiBqNSISpFIckNXZzyXy0rFJAM9e0BnbEeAXopqEr226uLdp0dPuq0P0V1Jp9sUv2j+jCcRh4aGVCeW5HvOzs7uueqqq15y44033vasX0hp/ERHCtAbNHq9/my315IcaRx76ya3BuxRQxBqKBNAzwopjMU5jVMc8mCbz/YSVh49AntyAl1ic+DUR7uHuJhX0rO+C3T6YMR1+x081cnibwhcr95h4eK8joMeqzQ0PNmJMEkAvYvoep5AaT6I8aSvjI0uLuroEgO/YyUU46WJTIxzDR13dgOcXwCeaNN3IaCfKHCpObDNCvHU7bei3WkrzUmYSAPjtTZT1mq7KRWDZMagyHB9sYnne99z7hichQHHqrgkjFVKQjAy0ZJLYYvos/3EyD/JaysjEClA6Xt9sV5lOR0DM5d9l8olZU/KdxQEyG7IBUFdyZdHiQ67MjwsHcFl0pG/y6B6UVOTuy7dwXTb7ZtpQKhGgy4CaTwnIwXoDRqe1/uOk8/JbfkqaU4q6gY2RHxrXSZAzBDouX12nAtVRWHoIzQtGN0aOg8+ity5u6DtPQKtMoyg0RUntog9pnnijVAzsgkjiFWbcwTSWhEfdGL8wniM83OaXEBsS8qVfp3YJ0CyhEnvyehoWATUzRj/vhhK3nvSiXBhBrh9v4fRCQtz7QgHWsCZVQJF2sCUpaH71Tuw+MQDUs0YJQ7QCpxD0RQzk2UHOWNdf78B4x0w0DX27K3lgwe3F2EsRvqJB1LyOVS+OEykfLxtLpVfV1k48DjVtAS4Q6UMGUj9GJR9ePBcD45lr6ZGwjgx9+c0C23XdizVRou10pa1mqc+scBGx+NP7q9ce+21n6AXv/msXkhp/ERHCtAbNGZnFz6/bfsuPPHEodVSZrlh19YZCBGQZInZlggxF/qB6I4H/hw622IGPbT2P4hh/1UIq0NwOy50NvaptREQw9MITCK6ddfYZ5oe1tYqgm4b+2ZLeF8jwrZsjMvHTZxF7LdC4FOOGNiVaORxYtX/tBBiydMwlg2xiY5hE6HY7YeIbU8CjX6IuZaGqWENrU4sKpF4uYanvvJPaLW6CLVQqs4HqgrFniOxVe2GHeTzhUTarQ9s+oQNI/G/Znbqev4JqQ0kE4DaahUhBIxFQ66rTouyRKjuNqR/49MnEkPlU4Kk+EfcSHgRep+LabiDSkwDZyabEZd/aa3Fx0bnlQdT9oQ2+ZjDNdBmdY3aJsRIicchBvZHHv3ur/32b//273/0ox9NzZOeo5EC9AaNG2+8sffBD/z5cduyp1UFoZGUcw+0v2wKHwkYVPIxZlc4DzyYwCImHbiKKbZW0LvzPli7z4A7v4ywWELY6SA7Miw+zeLkVl8h5pdDMG/B3jFMIExMtxPiweUID+3vYbiaxcQIAbQVwTF9zLc1rPQjDBd1nFMAzio7qHd83D0TYXyMTfod7J3zMUHg7LUCWAWb2LWPmX/6JOrzM0njAU1y5aqsOlL9FUM16PRdZtNN8VMetJrSBiXbzHC5Qznn55PiHS2OV8u3+bk6UhUA59wzpx44RTFg0pKXTkrAGa4HvQgHTWN5HwGidfkUDDpvifqF2XWbpS+0TNbJyiSibphyB8HFK9yDcNBZRVWEJ8fGQkk9xqbp6sGzzrpkx6f++R9gm6axY/v2f6Clfu6kXWhpnNRIAXoDB/2jftzQzWll8blWETdQLjgxV5HYqORYupZB6LYS8GHZHZfC6fD0Npa++iWMbd5G7/UR9rjbt42o0YJZzCPyNZnz8vpN2HUD4YJF7DaP7GgGmSECcNck4KHNOgSmmQhDtH+3F2FzRcfOIV1y0vtaIb7bNjA1akgD2CdqAaYqMW0zRM/WMaZ7uP/L30H2oXtVVSQSGRszaERJn0ClZWbDI74TcN1AJgBXu24bax2ypcQ6UJOng5nTgfmRWLHGqi+gbbPLRkYpNwYpiXCtgezgWTp5h0EyITkodtGkp6NYig4mAHRlSMWAzCy4DxdZYtLc9du0VGoDYtoUrmml18kCLfoelmn//c6du/6Y0zP8+cL8/GuuuuqqXTQg7z8pF1kaJzVSgN7AQf9+Hy/kM68wLAI+15OJP5UnNVU6gEDKtiPkLGLRRQPLfV2xZ8UBoYUGtMBE0JxH76674Ow+C916DVpllJhgANMnFuqFopbQCGTiwIN7YAZaewSaW4JRcaARm+7pSvkQ+zpyRoTJLDvtxVgikn6/S8/0fjWv5H57V4DNWRPtRVcKTmw65H13HcLU/Z/H8ZUlaaSqbDDCVXBWwKwc41SmQrXCiiK1nAjvtEEpt3LiW3X2W5XLrT2zS96qMoSOPWPYSQ44WtU9cwyYs6g4uI1VrBQfrCsP6Dj7dKcxmMNbVXswyNK5Yl00K2z6fR8ZR5OCFTELDBTYD0rPRf9Mg4JDQM4plUsvff4f53KWFPnwdzw+u6CVyiUuXrnwx3JRpfETFSlAb+BwO52vnHb6af/PoaPHpVii33PhOBm5nRYVR1JZp5sWNpUDLC6zJ0aY5HUDYnsEkgExOgL22v1fQ7VYVsw6l4NvErPseXCKGbgEzHGrD8201W38/JIAjzVcBMo2wqyOw8d7sGi5B2gQcIYclKYK0B0d0xkfW+l5nt5faMQ4g1j3g4c95AnIJiMPB287huojt2BlaR/Cvn8Cax0Ujgxer70fJW50CUivF9tp8aqV6MClblCwImmNBFCNZH1Oprjd3iqbHVQbDpi5bCHZoKkrBUdE54CbwHq9vrJn1eJVlzxhwo4l+zRtSyo9V2o1SXWwk11fUiq+rCf6bNrPULlMdxN92r6FT3/2X3HWmWfSTYwhqZmAfq+jR2cuePvb3/7Sd77znV9/tq+pNH6yIgXoDRxvveaaL3zoQx/smYaWZbe0DvfGgyENSFUlGzuwxTAIKCoFoFT00G760Ll82kgSI7EvvQtDL0J734PI7z4X/sIM9Ilt6LGHseciMzIEz3LgtzoEIiaMYaXbDdsE8NwFpUks3TRgEU2e3GwRWySQygEeAVArNnBshUBTD1G1Yuw7Qgy0byAzCuy9cxalA/dhpPUAFlc6yhw/fprumbtocyspZp20rxCKecp0XqQKck6cCBwwYVWwwyXhDOi8brfXU80LNParVr0PJbfMdwD0bDxNQx2EvniMiKmRpDhilXah9Zv0n44ksyH/qQlKQwmgZUgwuFMM3dkEtP+FpWWMVPmuRk108l0BqziyjiODjk5/W3YGfTfAt+99AMVSeVV50my1sDAz83e0ydTy7jkWKUBv8DBNY69pWhf4yT96n/0e4rwCN/CEGoFshg3is9gy5uO7LWKpmkfgxBWEzPDob79NQEBM+fB36Va7AGdiC7rzR2GPT8NdXEYcuLDLRRgjJfR9AiGWUWdoIMhnYBZ0ZCoWHK+Hbs1HwTHQDw0s1T30WwHsCi1jx/A6MRZmieHngXzPxxM3H8GEdwS7+/djqdaRSrwo0TyvZ8vh4O9BXnhg/ATFZtfrnjlUykFLXOwUe2YQ7nQ7a4JpnuPT49VtSpEIu/zpmuSLFXvW6LhtOi4eJHwFujyAJNtQihm1TyPJf/Nx8KQls97YdeEmHVfo90G320W90eQcM3wa9PiQC3m6U/Fd5OnZoIFv5+ln0wBoY27mKSwvLyvb01g15D10fGb6rf9/e18CJkV5rX2qqrt6nZ6dkX0R3CIqBg3xxiRGYwzk5k/y3xtzb66aRBJJVBYBcY3XuLODCqiokSsY40LcFVdi1BtFUPYdhoFhhll637ur/u+c7/uqa0B/l0GWmXp92p7ppaq6eni/U+e85z2TJl02dfr0+w7Rn5aDIwAOQR/lYBHZKpfbNQzznaqikT8x9d8JH4kCI4AcRsFeP9RVeqEhkGMRWZ4sR5VilkWNqvC3wIt9N8R3b4aA1wvuUB0Y4VbQykOQx4EAmTBo7HE/I+qCmy0G2BnXmoF8lJE8u0UTjMSyMYg3+8H0+cBd7gdPtZtF6yw6jxiQjbIoOMzizo2tkE+mwb93GxyvrYbYvt2QSiZKKQ0DrOGwmAKQg1j5cFUoSSb289QotXlb7TodzpNiSq9nSeq8fqgpPPKV9URUdWCOOMc+jpbTKAVBUjgh3DCV0h544wpQHtkkEydRrBRzC1G7jYSdzxQoR4+yPzzV2MCisAUilUrQ+7Aj0evxQYSdb7RmxfQJFhXNoiE+pwnZfB627dg5nS02DzjNK90HDkEf5chms29WVlb+Bi/X6R86I1FDOLeZIgebzTAi9ecYCXhhQG8WRW/NQiGX5KQinNrIuS6fgkKsBZJb10HgRC8jcBaNe3RwVVSCkU5Btj0MuUgUXGXlOFgPFDQOQt1unO0LHfVYpKgHdXa5jlGoAVqMkXgcIN4eAzOagtjeVrb9MKjtTXCKvgXykQaIMdK2pzaQlFPJFLvcd5ERvpV3FgzJFx6eXLBTsX2i+f5pEkSQinZF0ZkoHO4wuhYWJhKltnAgaR/J+2yP09oApYnpGD3TsoDRt8slpqdLkTU64PEUC6WobV7ShtBrU9ExjwZWOdizaxf42OIW8AfYlYwHkomk/HB0xRAOx4KTJl01gz0y4Sv8k3JwBMEh6KMckydPXjJu3JXfqqqqvCybK1KKI8XItCxYBpQd1VSKoHHunUevgZ41ftjDIt99LWlGwCw6ZQxFAgiMAnNpwPyFES1CcmMRAoOGsktvjTdseMuoaGVmUlBkJAtZH6g4/FTzgMLIRGUEiBE21SezGfY6A8KROCjsWPLxGBQY2ShsUTDq18Igfyv4lSS0hKOQFz4Y8pZOZyASiYCLETRe+lMO2lYwRFg/dzAe4SkL9RO8+8lwn5EnTjlRxMQTXMCIoA3Ln79D+7iMXouU6zYobUFyO4qCuYqEDxFQLd8NImtxXGTtKsz+5WbRipR8osXrMFKmUbr0uUveIAgdG13wOMn4qig6E03YubP+itGjR//RaV7pHnAI+igHXu4ysvnD6NG//t3Kjz5W2lmUm8JJKZoLTf05OTCSSMbj4PH6IVDmh6EDKuD9bJZFr1FGutht5+YmSiq63fFL8wKmL+ItEOx7Amgs4lV7DAKtvBaUHj3Ir0JjPGXiyD10dwt4uVdyKg6F5ggj4ziPIhmZFd0AbkbShe3roBBuhBPqMjCwXIVmFk2jo5xdpYHqhmgsSmRYSPPFxi/kaYpii5htZN0hihY/2704ZHMKCKkeAp3lZIu8IRtcxOtlYwrK6pAg3dSWzc2ZUDudYgtNLBqh/L6quXknIyo2XLx92xSNNdhkg12DeSJk9MNWudOd2I+LfKYVdlXDF6L29mipy1FTSW1izTYUqw6S/r59ba6ePXs5zSvdBA5BdwEgSd99z5zM6rXrfTwdALzhwgDhy8GHlMapI9AHwVAZDDs2D6s356lwZZgFit7QiwJTHUjU1BJu5CGx9X1weYPgbtkNSqgHaMf0AQjUghFgEbXmI1c8gxEyKavR17jA5wYCi8aLzbug2LgVsql28Cl5OKO/Gyp9BrTsK5GzPVfs8XjArassqkYyBRoFhf7QfrawaNSNx19nn15i1QIFTOE/ap8RiK/DIp007ZfWox0I3AbeUSjkeia/CpG+ebxjEV+vUvFPFQSNA3fxSgR/NYQvtAsXLbQ0NZUO47JIzse2iaZNlLJGn2y2LbQgxTmH5aGQaD9XoAdbEPGqIsYWLiwW4viv+vqGH11xxRWD77nnHqd5pYvDIegugmPqeiZDgYBvD8rqWGRH6QFRS1JFESuTSUO0rQWqe/SC6uoqOGmIAWs3FVjUivK8ArnZEQ2hCoEEYy5KWeTSUcjtXs0IyQeuhioWMVcBhCrBHaoBLRhizOrjjSWJGBRjrVCINIERb4NCNkXRZI8KFYYNrgAvI/+2tnZKt0iHOmtWoIika6tqYXd6D/AJhzwHjFcEPiJvl6VV5gU6mfIAUm2oYmiVKZ3nBLArT3YWGmbRevyTPKRl7h63x1MfPC8uush5O71qCsWGJhYDheqCOfb5MGWCZVfNpaLSnHE5i9Z1PL2K5RFClqcoG8wYRNDouOcv84GW0WghkjltN4uu+w8ajFEzEbTKGyzxHCrV1ZVO80o3gEPQXQTs8j3s9ek1SE9er4cew1w0zsXD4iDNZmWEloiHKZoLMSKsriyHoYykN23bC63RFEXSqBvGMJCKXS50bMvSdBRTyTCyzTGyS4KSbAGlXYecWyfzegzViaAZISv5LCdWto0yvw4DjwnCsb0DjIzSEA7HBTmXWqnxlkwmKaKuqKggSVt5eRmL7OPUZg5ibBU24oDiIe2wDKVRB033YjsdHeFKkBNV7E9/4mttZM3tRUE0/ZTeI2bQ8ny2wlvsMXoGUfyTVqN+tkDKvLTMUcuFRZI0/u71+oiAfX4v1FRXk31s3uB56mP7DSANdiIR5Uobkx8Ltpc3NDYNGzNmzDkLFixwmle6MByC7iKor6+fWVlZNd/P/qGbhkaEl0SCzmp0qa3JS3v2/2iknaK0UFU1sPfAiYMBduzaB80tSa7hxWYQRaMIGEE8iE0fhmjIKKSQvYmsuDeeWZrowiI/D1sUetR44aRBPaHMywg4kYJYJMYi4aQtV6yIoiCL6qNR0ZauU+4WL/nLQ2Xs8Ri1VBui8MZVEooounUk2E/h5g6DXktCaLF/yk6YlpbaBNOyLVWsIqDw8VBE6oM9jfl9t9tDVwCYX9akcgRk52OR9M60ZU2hQquhGdZ0cEQOOwpZFB3Q+ESXXDZPTS1er0aKmIqaGqoNxBMRdv7iUFPbAyLhCKV/8Lij8QS0R+JO80oXh0PQXQRTpkxZcPPNN81Zu3a9jrKtRCpF+UyTkQkqIVTpWyzmEYbbmqlJorK6BwTLKuC4QSpUhmKwc087ey9vpFBEg4ZwBwKg0bIgIsc8PaYIRYLKyER3G9C3VzUM7l8HXhZYY5tztD0J4UiECFjmfu2FOVJGCCVHe3s7yQRlpIlpmAgjb8yny7FUXB4H5NmBBTzDRrAS9p9xe0j8SJryYZqcghJBSfJFw4qOTWmGhHl8Ie8jXbQ4fnyvrnsZ6brZcWch4PfxFnCcHI5GUWxh1FjkjwVF9B5RhRxQMXg0jY+TYRKY9Lmx+7NHba31mfExXEw9ugeamhuhT+8+MHDgAPaa3rBp43pobNzFOxjZa5v3NvWeMGHCZbNmzXKaV7ooHILuWljESG00pgdiOKkbPSN8Pipm0T98TRVeFVw6Fou2QzaXgXJG0uh2V1fnglDID82tcWhsiUMqk6NoGh3auCk+L45Z/tMqjw6rgj7o27sK6mpCoGNBzcxBMlWAdDxOmmZLJgelfUuVnN/vh2gsQpfyuRx2Q6bBi6THtoPRNRbMCkU+nQRVDCZ5KXMrUGwBx7SNSZGpy5KvcY+OUhEQm0J0j7AlFRpqvt7wn1VTGh7xhhRR9+OPsR/iLILN52nWCi0UOnUY5nnxEBc/E3PObiJqlOF5fH6+CKimdbUg7UpxEUCvDi9bMFJFPoQgm8uCH9+j8gUQ01H7mpqgb7++LHKug1QsKZpa8mzffvb6JBUeUQq4bes2p3mlC8Mh6C6Em266+bdXXz35wjffequMB74mi9hc1B2XSCRJJYEWmwgqhqH8jpFPNpNlxFwJvrIQBELlMMgfhN49KiCaTLP3pSmCBWqDRtJhpM8Iyut1g4fdvLpGl/zIDpg/TuUNyKYz1FqNZKV2kLzxwiBGjbFYnKZaI8mXl4egrbVdHJMJ6VSGJo/gftA/g5MbV1VgflcVkS+SH7aqIyHjZ5PAGYBUNCQnOoWuHjKZAruiKPJ5jFgsVAzhy8EXGQT1U3KLPNBEU6LMOVO2gp1LdKUj1YaCUjlMA7HtUqUww7bJzjhbNFB5YYhuyFIwzyNoktHhRnVefMyx48FUDs4zVMXVCrdbNeg727J5PVRVVEM6koZ+AwZCkF3lbNq0lnLSePyRSCw4btw4p3mli8Ih6C6GilD5Yo+uj5E2mXhpj3riHLv0xpSDu7KCu7gV+URrZL0iez7S3sKIMQa+YJCRbxm4GOHVMDKvDPksckSoiiieqdyvAvksix2HLJrDfXDFBE9/IAybIx0uGJgCiEYikMnlyARIpikw0kc5GRbC8kaBtoU6EvJsxghVFU03+YItPcLVFR4q2PFoNoGSP5T6iaYPaSNqCqaULd88jc0fyxlim6ocFsaIWhT2rCG0mHbw+ohkZbMJd6/jGxPN3WxB1Kjdm1I6Il8u89+cnIE+i4uRvbvoBjNvJM8c/vXE9u0761SZxxfnLdIehp7H1IKmq1Cmh6C1LUwkHgyG2LlrJ4smlN1t2rT5CkbSt8+ZM6flq/3rcnCo4RB0F8PSZ54ZO2LEN/4r+c67wSIaG7HoFhUQlAZwSyLjvsfWVbHCPZaxiIdSPN3DiFPHtnGdokvFst7kaQrK++I0EoPL5HABIIc2IZnjEjjFyjlzj2U+MNWju4WhE7AoOgYBRsz4eoyYi4woaUAAcO8NnpIAyzbUpSnU8IGOcCbIYpybZIW4PYzMMdq3d+Tx49F4K7sw4CCNscLTHVa9sdQFA9KNzspHs/953Kgg0Umtgvnrojx3goClphvVGEXTEAdtC78BrKkuKAjEdniP4YFQ0Pfk6cNOW9i3T9+3//72O+DSSxan+PniiRT44mkIVVZC0K/ARhZRY35ac7Hgzv8UAAAgAElEQVRjyRdo4YnG4i62YLzL3jbkYP4tOTj8cAi6i+GDDz7IT548+duMuN4Jhcp8BaHhNVn06UGFh2kSEaOGF4fDStKQwBRELpOCDKYp4rLRo+SNzIPukvm9IrXHaqnTDyG79Ejzm8+SdWmoLMQiR41kf6lsjrrs4mlGQOgfkjfIgyIZz4Cu8XQFL6iVUqt8ygiPpGX6QhGRLjdTKg2ItQ97VclKlJsecfk0bwLhn0tuA/ekWval2NgigXlnLDaC5QMCYgI3AB83xjeAx4BXAgVbGqZ0Qkr6bBxUoGIahS1+Q4YMnnHdddetufee+WtXrfz45HQ2A7JfHT9Hgl1l1NTUYEEQcukEpYX69j0Wdjfshp07toAomeL3Pvjqq6/+16lTpz7X2b8hB0cOHILugpg2bdqqUaNGVdbV9Vi/YsWHg/AxJBP0vcCCWC6bZjckuDIWffIUQMmsnnssU1rAkPTIO/tAFAYRkrANUWAzC5Iw+fNodAQ05DUPzfv20WM6Gi8ZLtIIp1mkjlvAKDBrZgDlgVgkxFZ03HtRuNjRvqTUzeSeeyRvEzMEuVkR5g0AAqEgu1Mtosbn8PPhsWKeXBHeJDw7zxthzA6t3iAaejKQE9I5JHJMbdBCphT5TEEk36JRKlrSmw2K5oumRuQrjZU6ROfiF9w7SvPYwUYff/zxNfjM3qY9513ww/P3PPnE0xqml4CPmaTvorFpLwwdehqsXbcWBg4+HjZtWAc1PVB9E4JELIxlXErJRCLtmIt2CLoLwSHoLooXXnghe+utt/6mvb39rehHa3CkLLgZWaVz3EDerUnZWpFGM2G0KolN3vaHvdX6QNGAmPknnzfRkN5FESX5KLP/0AQJFRAqFfUwis7Q6zFnnUmb4MU8NCNHzRbVWzpkbJMWOVpJfuSnoYAoRJqiCKdZcjbujpenyDudyVpyPp4PV8QQWFMsMibZtXLrEjF1hZG51+cHN+a4xcKFumps71bNjp4g2PEYZK/VQClNeFE4HVsJD6VknIdpn/KKsmXy7LHvqnnWrFkLTjjp+Mu3bNtOC4OU6OHklh3bNkPPuhpoYmSdTMUgkC6DQDDIrjgivI7A1sMtW3YM+f3vf3/B/PnzX+7UH4+DIwYOQXdh3HDDDcvHjRtX2Lxlq8swCpSewKyraqqU4kCSwGJcihEAtobjgFNDTsKmiLrj9j7JxpNTDuaLOanlsjlSH2DAXVdbQ9vQ3Cp5UmCBkNINVHDz8Nl+JneJw+jejZGxGB2FkEU2ipxRU0xqC3IjApdbp/wrKkYwSicqFJNRSE9MxdG8Je/jcrqSRpprufm4LE08blBHJP9IeJw6+lqTA56cTlMsTXABKQ9XSGbnYu8J+DyUclBEE44pEtgyz82tPbg0RGPP9+7V+w77+Z04ceLYBQsWXLR+w4YQ+kPT2wWzt4XbwV+GhJyFPn36QSyWgHgsBjqL7gs0RRzVK3m2CEaXsB+rDsofkIPDDoeguzj8fv8Kv88/QqXGCiQy0XwiFBVZHAyLmmKDW1qiNSkW2jDSJUWCWlJDdHCRk6mMIp+gjekCP0bL7D6bTZPLHWqFi/ksd7pjBF3Etu50inLN2GiCdpvJYoq2hftyq6L4pgiyJaKTBUMxtQR45IzplHiK58rlOiKJUJH5YSj5bVgNNzZjJdXaYgm8052Rs4e3leui4QRIsui2WtQRhpDkYVHQrbuBjDUYieNKwP2r1RKZmxT788gb962oscWLF6+y7xu1zHfcccdlpw877bG1azeQq51kaVwYwm1t0H/gYIr0E/EUVFVXQE11Haxa9SG2vdCGGxr2VF511VW3z5w587rO/eU4OBLgEHQXR2Nj43nHn3jC66s/Xn2m7vYoKVR0KNzHWHoMI9y6hzgsk8kKA3lsylA7GgqZJmmMsXGEnOcYUaLfB0bM6P/hZRE4GQhhkMgIPxaNEsFjbjanIIEU6b2YxkArTgwmy9hlOpI8Ob+R97NJbOYCjUe0oqlFHgeSJB4XNrFk0BFPAaG1kM00PPqlNARG06KYSK3iKm/LlqkHEF2NuMDgYkW7Rn8Mdi6wcInkTDlt7Jsk4hX5d41bi2piPxl2LJin5oNZVD5pXLEVTUlGrnInPIXPQvT7fa9/0vd17bXX/uX+BxbeuGb1upPk/orAFy0sGGKqBo+tojJEcjuaOYkNMpQTV8gudufOXZNGjx59h+MZffTDIegujkceeSR53XXX/eL8887dMWvWXNBdOiPLnPCRcFHjCRJIIceIu+iyNMz2yFkCo1pUN2QL5PAPHiQwzSAeyefyYGAkjS3V+GIDTZDSEAgEAHeAipFi2iDCy7HXssWCBtcaBvdLzhWKVo4YQZanomjJ1XE8qucmRTyaDYpFBokfCR5lcKgvxvw2RtkyC2PNNxQDaDHiRYmgwlcoawINkjPOIUTnPCRpHDuFBK4Btw7lbe6coKWmGa8E8DFcsFTh76GYHQ2WqByp8NBZEwcVCgXv/LTvbG/jnp9+61tnbVz+938oLo/OW+kZ+TIuhi2bN8DQU0+F8vJK2L1jG4SqKthnRY9rH+QZeeM+Gvc2uSurK//CNjXqYP0dOTg8cAi6G+Ckk06at2rVKiJA7CysrKwgqZ1UbhQKOT5hpFi0EbJJZG1PaVgt1EVuSI9tylzEwRUfNFXc5Npr9HHG12Jk6mEkg4/pukE5aiRp3uzBFSRFmmalEpHJ/C0W3QoiatXdGkWNbrcOMkeBLnBeIXtz6Tw3jdtGwyHMzxbkaCuRIqHObvHZSEUtPruHbdfn99NCpWjC4xlTHJTi0cUxcVUKDbUtcEIvGGJWYj5PenFp6WrP0VuDAwDEKCxeoPR69Pann376/U/7vm666abN9913/xObNm/5eUtrG2+KMUrb27pxE1RXV0Of/sdS2mPYmWdRXWHj+jXQ2tpM+96+ffvIq6+++uSpU6euPah/TA4OKRyC7gbo1av3ubNmz6VCnPxHXlZWRuTJ0xeKrTGER7VIzsUikljRpurgr0X9LhbgsPEvny9axIQyObeLd9IpaoH2gwoKnjNWKXrHNmc50QQLl+Q9gaoOlKhh9E15boXSHhi9ujQ3l+ex96TTKd50Y4LtmDjweEqNN4p1Z4qrATmF2xSdhJhyCDBi9rKbC9Mh7EGMvpFJ8R7ldOSkZxiWOE41FGrn5tsW58HIgNdXxgfawv7KFuExzX8AkZYGn09f9Fnf2fr16y7+4Q9/8OOHH17kLUkgTUsGGI1GoO6YPPgCQbIoxTRHXY/eEG5vY8edJw/tcDiMUfTJX/wvxsGRAoeguzhmzpx5SUVFpZ5IJIgsMRrDe7okF/nhortotS/LfDP+LotiCPm4jLTJfKkgm1c0UlkgSWK6QlW4qZCB8/sAyFUPSVZTXZTywMg7TzpnYZ6P7dPArThNjMpJX2xQxxwqSzD1gF2HnJyFzELhHhu8I1CxFgHrJnLQsqnFXtjD4/SINIbiUun4NaHhxggaEQ1H+NQXPDzhnmSKeYZI0fkibxBxiX3hMeN29i+imkZJ9cGzSXkIhVxTP+t7mzNnTnbGjBlThg07bc6qj1ezRQRADhHgU8QNyGQzNCEnHU/QVQRJAtkiiGkczKhs3Ljpa+PHjz9r9uzZ7x6MvyUHhx4OQXdx9O3bd9ILL75oSc647acCWfY75lqx9Rolb2iaj5C5ZyRhnsctFQnxPyzQGQWMBhVuA0p6avw9L6xDObHjzL2ikue5V4WrILDYlqU2b64nluAucnlbgwkjXZoKEyCvjhx7LSd/voCoiot7WbhdlNvmpFryzcDPaJDbHV9I5CRvfL+LvT4QKuM/I4nLfLIwXMLFK55MkLIF87/UpV7kGmxVvC6Dyhf2GJKm1xek4ymaRgdytmvKpYKEiD2Xjz755It7P893N3HixLlz5syetHbt2r6U+hFSPbyywO+rra0RjjvuNIjHY+zqIonOJdxzROGvQb+TRDL5GHtL/4P3F+XgUMIh6C4ORk7HrV+/3pKHKeIfMGp3uQ0oIxJ2jw0l+BokV0loCPsAVopaVe4BDQURMas8XSHNgWSUjkSPE1K4IgREAZAfE3X2sfdI7w5ZHFTE9rE45/MHyC2OZv4pCuVcZQTv0b1U5EtlkhDBieHoSVEszRbkJlAi0yGOHz8fdjAimSsaj3rdwl9aelDH43Hr+DWXy0r50DZFWgWJ0RTTU2i7fj/kTTFNBUnZJh7nuWc+aVymZdjneOaLfH/xeOKnP/7xj1c89dTT9N3QMVG10oRcmvt24/FjNJ1l5yNfyAofESDjqXVr1/Vj+z2PnbvXvvAfj4PDDoeguzgymYyO/IH/iGWeVjZRYNELyHciSf/4eWHMTR7NeHkvCRQhCbRIJKQIKZ1BeWTq3MNhr/kC5UM5Rxmk1iCPDGE7pPENlUyDhMYX880IXffQceINc+DtkaiIRDUeVSs8RdGWayPCIz9q3LfXyyV0mounKzAqFiErHh8W+/BzkUez20XqEfS4xtQF7itN5JahdIRcXIjkFeExQs0yRTPo8740ZPCAaHt7+zGJRPK7ra1hBYnekOdJLZn+c70zLzAagjLxqMpDoRu+yPd3ww03fLhw4UMrVJc2HDtANUxz4Lkjc6g0ZFOY3vDTVVBz017y1bZUI6j746f2VHZzCPoohEPQXRyBQJBICNMENOVDpAuk7EzmbzGKpS4/TbMmbtujZ+kf7UItsscLilcRg1j589j55tF9lFe2zxtEJs0XRYs1Rq1UHDQs83wkZ9wPHiOmNPDncDhMGme8TKd8tsajYkxp4LEGg0ErTy73w131MG0iXfV49yA2wODr6ZiFYREOdHVrbkrHoOUpdh2q0oYUUyT4fqMg/EvymAqJD+jX56aXX355Fn7em266aegPfzhq9W9HX9ZR5WLynDNJWih1ApYTHy5q2XSmfenSpQ1f9Dusr9/xk99d+ptd986br7rYebZSGGxRWbfuI6jr2QfC0Ti0o4IDCqTowDWSGpAO7Nh3cBTBIeguDpdLM9jlusqNjDAy9BAJI5kVhCGRjBqxUBYMBvilPrZlk5WnRlak0oYTId8jJ5jIsVVyigkV7BSVS91Urn7gLdpcdofboeGvwLsCkZiRoGk2nyhgYicfEDlrlEaRE8D54mJdxIu2dD7CisyXCiYpPrBxJkjb1RvZdp8JBkMe1aWW4SLDFqu0USjEA35vvLamMsmej7L3Rtjb07mcwQ4xmWKEG2H72/nqq6+27X9OjzvuuKmrVq3EZhNO5gK0HonjIcMpQ/S2KJy4K6sr532Z7/CWW27ZM3fu3FlDT/7axA0bNvHZjGKHUUbMqewW+l75sSi2hWH/PkkHRxscgu7iYP9o0yxyDmBUx60hVEvxICPngqWoMI1gwB8c/vXTBzY2Ni5Yt37j2fg+y1pTQhbiMKJ2uWw5aO6ZgVpkIn0XzyG7XQYRZ1GkO1wUDaPqwEMyOtwONsDIQh4StFw0kJBlpC8XBd4NrlCBUBFDB/CeRcb5msqK/9Z1/a+vvPLKDsOSiRw8sGNSV61ade61115LeWAyguKhN1+DNGlypEDJBYRqAebby5ff9GX3O3bs2ElLHnvsknXrN9RgrptSL3JBNHUIBUOQxuKmuKKg1nI8Zy71szfu4IiFQ9BdHIl4opVFlwH6xeRWnbLdWBGDWHmbdQF61Na8+49//CPNXrme3b49ZsyYoZs3b354b1PT6SysVPgYJ1Pkdk2L3F22ghpXUohBsGybfuzqwzFbNHqrCG72fMDnJ2OhXD5H7cs4k49H1bqVR+ZOdZzqTB5sc8IzuSbZRVpqXeSzuSfzMb17us/77tkjxo8ff/tXdT5nzZp1eSQScTc0NPDJ3iCmjOM5BRFCy8EG8k0mjeHa19m5gfU7d/7qjDOGP//B+ytAFVcgCEx1tOVbqIFIlAesHaM/CkO0M/t1cPjgEHQXRyaT3un3eftzi4uSFA3BI2NGLG6N5HODBg/eaH/vggUL0Kt4+IQJE+qy2fT9W7ZsPTUcbq9hUa2/yEI4avtm5IAFPUwxBANBIlUyYcrlyOoTJQeonMACJCko0GkuX8BURpGRa1uvXsckVU0diI56pqFwUyRTRp78dzLJF7Ne6bgNtcO1u9RCN+9thqeXPv+vjLh3Nzfv/eYtt9zyhfO9n4UBAwZc9uqrr1IHIvpg2GGK4igVYA3pzcqLmWXBwHud3TeL2l9YuHDhso0bNpyfTGUsZQ3yfs7IWPszxPeLEkoaFAzwYmf37eDwwCHoLg5Goq8HgsHvmFJEa0tWWAUukSbQVHXwJ22DRY3N7O7/2B+7+OKLB7PIbRgjztGMkAcZxaKfEYMblwAWKZv5Qt5Ak85gMFhgu77G6/ZuZa9T2fEkGba+8847abmtP/7xjyP37m15+oMVKzzY4k3TrU1OdAopIpB1uMMdt88wLNc6AFnM5AtPIp2Gvz61tPd553x7+x133PFrRmqPHszzWV1dffyrr74GcgiuNJ2i8ylUKaop/UPE42x1HHDswFsPxv53sih61I9G7V68+DGVhhBYhVwo7RDQ/EqjekImnUuxY208GPt2cOjhEHQXRyKReKIsGPwT5pJlVIqwymykieaPeT2eEZ93u4sWLdrK7vD2RGeP8U9/+tOLl19+ec8zhp/23urV649P57jpD2/PlgVGsDqpaS63yb0t5IQXa+Ex+VTwZa++5TrrrDP/Z/bcuT8YP3bsRZ09RsT06dN/1advf1cqnaMrDoRskeeGRiLfaw2s5b8W8rl9jz/++IcH4xhuvfXWvew45pxy6skT1qxeZ11YGCL9g79rqIrx6OAPBFBpt/Jg7NfB4YFD0F0csVisHtUMpOnt0Kxiz1Ryv2L2Wv1wHee9994bZncnjB0/fuHKVR9dGo3GAOcPSkGCPSIFHA5gSnMiuQWz5AENvFPx7bf/FwYPOfa/HnjwwZO2bNr07alTpyY7c4xDhgwZ/8Yby0WTTYHvSXiHlAYY2H/mx+f3e1/ozH73x6RJk6568KGHx6xbu8Fn7csUhlA4e9KjQUV5GTX8+P2Bhw/mvh0cWjgE3cUxY8aM9HXXX89/ESSt2NiO+yIb0koURQpqZ4tZncHc2bNHT5k8ee9Ha9Ze39i0T5Fjn+TUbCpE0tFJ1zhZlzNEzpr7LlMwyz7Tjp310Nredvq//9+fJJ566mnTrbtzutudLBQK0Ww228I+8252lbGZ3f45ZcqU5z5N+TFx4kTfJRf/6pQ1a+4BilfNkjFTB89s4FPMyRiJHwKUl9c+crDPU+Oe3aNGjvzBG88++zwVVgF4TQGzVTgKC/2pUSr5/LPPHPR9Ozh0cAi6G8Dv89O9NYNvPwMked/W1gZjxozpx57aefiOFuCuadNuZHhuzbp1r27ftjMEoghoj0yl3wVYGRBTmOIDtXJzRQkncJyF+Oc/L0LttaJpmkfTVA9DVXmofGBVTfWZA/r3h6+dfAosX/5384UXXmiKxxM70unUVkbeOxiJ72D3H/Xt2/977777noLniGYYmlJeByAjaZkTL+XF6cfkK6+8sPxgnyN2ft586KGHPmYL0qml4F0Fn98HwbIykiayRSf2VUgNHRw6OATdDeD1erGhTOM66I6pjZLGWYFoLM6edmOhcOdhOMwOuOWWW94fNWpUj3PPPeeD5X//x1CcaLK/ole6xFmOcQqXt1FelgYwqmTmTxE1yQK5HA+JLJPNQ7a1DZpbWmHDBhSvLCO7OLfb1ZORd8/KioqzamproKqyCgYOHAy1tdXw4MKHiPgMW+6bWtG52V0HlQz5Q7OHQ+WhN76qc7Rt27ZzR4/+zb4F9z2ocuMoFylpqCAMaP7k2vxV7dvBoYFD0N0ALGossEhLk94aVnRnJ2vTFANjiwMPxzF+EnAyObs7ZcKEq5asWPnxf+AILQnLGF/8zm1AhQhYdu9hYVS0o4Oqlj4uDQSQgaXJZXxgWlakqVSaXU20w6bNW6y29WwmJWY4FiwCdmmqtT3LBpX/ys8le02//v1+NGfOnPmPPvro2A8++KBk4XcQcNttt7U999zzLV6fpw4tRlG1QdPM+ewtKC8vW3ww9+fg0MMh6O6BHCNlz2e9iGxAi8V+h+KAvghmzZr5n1deeeU79fW7766vbxCO+SDt6ihyBkURRMuBE18w0jULRaslXVqRZjJp9jmz4HHrlKtVBMvL0ViyfR0lf3ifTCX5LMZCHnJFkR7C7neDdzaqMh9e0sYI2RtGudsxKh8zevTo3z7x5JObM+n05osuuugnB+O8zJ49e8zIkSNrcAgvDur10tBebqZUMLCV33vfwdiPg8MHh6C7ARiJpNm/2zLZdry/laj8mbyOM5meh+co//+4++67773mmms+DIVCb6xZu94HSkndwdXSIKazqJykGJEWhQEUBx/hlc2loZDPbOzXd8DdZ545/NKNW7ad3rinSViF8MhajtzCKw4k50wuS801PHdvWpIS7IzEaFXVpNueKWqvfNHA6du4IKxdux5vWl1djxPP+PrwExfMX2CUV5QXdV3PGkYRLwtastlcUzqdrk+lUlvYexpZtL7zuuuuI6N99rnLampqRno8nkGYfvH7/YP79ev/jXPPPa/qsb/8Fdpb26DumBpK6/B1AaWGqeZn//ZM+oAT6eCogkPQ3QAej55gZNKD+xgLJbSNnBHSACmbztQdloP8HLjzzjv/98YbbxzSu0+vj5Yte7XGMFVLy22743lilMGZprXwYKmsyKJKt0tb+sE/P/7ZzTfffMJPf/qzOX+69XbyD5FpCoqgReSMnZI4DLcgjP8VK9ksSoGi2ErDaMk7hA8b4LpofiwUxQv3vubmffDs8y9iQxALck2chuBirw+4dXevQMB/am1tDfTr1w8GDRoEffv2M5c89tgOr8ejXnLJJf3ZwqnU1+/CiBxWr14HTz35DIQjYXLjw3Bel8NlZeFXVd45tN+Og68CDkF3A6iqKyoNhYCMdkQjhc2hTjZbFI1i7eE81s8COruNGjWqzw/OP+/VN998++wsDraV3iLk02+QrwhOQZH+IES8gMNd3XDaaaduXLz40Zf/4z9+8f158+9Xm5uaiLztI7Gw6SOVTpFXCNqNYiROcjoFhA2S7DkvLXIYccviHMby1jQVMdNQSvDotWRmxN9L5J4pUn4b894bN24WgwvYtYCmDeJjx/jAWtQOklOemPCC3tZ84IAfi7tim/zKIej33nXIvhQHXxkcgu4GME2jnc8IzNHQU6XDc6al5UVCSyVTlYftQD8nRPHw2xMnTvzFjvpdi7fvrFdBKeWQab6iTT/N/adxbiJAMBi6dteeRvjbszdBy742Gtsl89PytWg+hMXCHPmJiGKi5F6wFSPF9k0hryPixNSIhgoKd0nSaNedS7mgaevpVGyP216DcxuRuLm+WaW8OpTeBblCjiaolJeXc4khfbc4KCG94PnnX/vUqeEOjh44BN0NwCKwZo/PTQZGMu9sb5C2E3Y6k6k41Mf3ZTFjxoy/jB8/fq3f539l3caNvYggMS/MnjM0BWw8CkCTWwx46623SV2hStIU6hVJ0EiImM6w25yaoksPpKl/B90zB037FhkQSpmwJQLfZYh9lHTRJSOoUu+jmJJiG5BQImuNb18cIyd70flOXiAAHp9uRfORcOTjt9568/df0Sl3cIjhEHQ3ACOaxqrqKojHUh2JxRZNy8fcbr3HDTfc0BM9Hw7P0X4xzJ49ey27633ppb8bvXPn9hltbeEQRa1Cakbt7aKpRao5sJpoiLIi5ZxBtcgZo2a8yWkxCDsR25tl7M9bdIvyOygNM6Dnba+1t6Pbo2bebr+fOx79jrlvvALQudWqKk2vMK/O01boWoeLQzqRyBWLhbM7d0YdHElwCLobgBF0U8+6Y6ChvtGaNo3Yz2aIgJf32J3GfjwqCFriwQfvX8juFk6cOPHMSCz249Z9rd9KpZLHJVLJ2mKh6MLmP0Pmha2FyeAEzn6So8BoFqNRFByocCKXqXoThIOdtazxO5lfVvjAAZ/Hy4fr7uccaD/PsphnRdggUhvinhcmM2ZZme/D/v0HDU6n8xV79jSLYibfHeamfT4PWb1ybXfhirfffjv+lZ5oB4cUDkF3AzDiae5R26PDZBRJCASpdmA/ptNpJOlBh+lQO40ZM2Zg7rVD/nXy5Mn9i0Xzp5FI5Dt79zaeHA6He+cKRZ8pyQ54WsKKnEVBECGft19pWAuczcCJXORURs5eL283t0ZyKQdG3fuRNT0EksRls0u2ediwE89YsmRpw5tvvtFYX99QMXvOXOADxKVRlEljt3Bg7r6m5o8YOT/QubPn4EiDQ9DdAIx49lZW8tqfdSkt8537vRbzrqlUqu8nbefGG2/sPXz48JcURR3MojbV7/cXt2/f/lzLvn2LWOS58eabb64/Er0fpk2bVs/uZosb4ZJLLgkMHjzkpS1bt5790UdrrMKgYkXN9uy1nM+NKKUY+HMcbs1FKhHpAULPmQfmqvkmFGvaiv0ZiqYVA2dDmkOG1AwZMODE2qVLl67s27dfz4cfvsVy9uNkbpDWGi1FM9lsMRQKnX8QTpWDIwwOQXcDJBKJ1X369CaNbrF4IH9yvx+zNJ0jlzug3fv666+vveCCCzY/vXSpHwkNX15RUQF1dT0uLC+vuLBP717w6KNL4IknnioGgoGc7taza9euvpXt+y0Wsa5HV71D8FE/N84+++y5ffsPOPv1N96kyJlPBJewKV3sC5moA1pjrQSPu2mOopvrpD8pOv6kvDWUyLYDDBN0n6788pdjw/369dfee+89uP/+hWT4ROQv5JCGWURNN0XsqWRq/ssvvdTSyVPi4AiEQ9DdALfddlvL7NmzCuzftauDr7KE7TKcWpuTyQMi6BEjRqx88cWX/EuXPkvpAMyxokZ30yadzw9kxIFexC5N0yoqyn1VVeDy5xIAAAr3SURBVFW+3r2PmV5b2wNOPvlkePzxv5q6R0fijqdSyYb29vY3GhoaZhyOYuT9999/z/DhZ/xm4qTJ0NTUBNls/oDuSru6pUMEbFr/wxywWV1d9VpFZflJmXS6ZzqVUbFb0Wo5F4qL0syBUheiPb20v4FVKpWF2bPnaPhzPBa3tiNz5zK94fF6IBGLNyxbtuzKr+REOTjscAi6myCbza0rFDKnulQ3FMGmy5UvsMnJstlsD/t7Fy1a9FJTU3Ofp5b+jSZ2y8v2XA7JKM0HzzKSRsLGKD2TSkLLvmbYunWTiEWp/VoxTMOjaS5PeaisZthppw07fdiwiY8//jia6DeyCPGNXbt2XY8GQF/leZg3b96dI8466/KxV46H1tY2IueiIs9FyS/bchIFyY3CvtTg3Xo4Pdvr8fxu1coVC+W2J06c+J19+/ad3dbWNri1tbV/KpXpZxrQT1EVl3TcA1Vs1ZLbwQErJgpQwpGYReKqtW+DUiP4PJYx0f9K13VHtdGF4RB0N0E0Gv23s876l2Ur3l8xkCaAqDIy5FacCEnQxWKx8uqrrw5Mnz4988ADDzyUzeUueOTRxRCNJQ6w/KS2asOwJnyj7SXecEOaS+UKA7EMKKZGnX6xaATeeON1dnsDJXABj64P6dPrmCHf+973fvvggw/+bdu2baNvv/328ME+B/fcc89Npw0bNuWKy8dDJBImxQZvGpFRrtkhgrZo2x7sAr/K8Hv1yRs3rl9o3/6MGTOWs7vl++93woQJY+Px+E/27NnTf09jU20+nw8qYkdyMZCwU7V9Woo0hpIKal11YWrlj88//3x958+MgyMVDkF3EzDCw/mBg6688srj2iNti5v27h2eSmYgly9iT4XwNeYT7uKJZPWZ3xiRePfd9+CN11+HJ55+GtoxBwrQweC/Q2MFu8+iVK2YB72AfXw+0D1u67VI3tl0hqZ704RvzU3NFwaNp8rS5JP5C+5X+/Tp87NRI0f+hJHpk1u2vHTxnDnUNdhpzJ47d+KJx5/w37fddhe0t7cROUvIReeAYh6ATc0h5RoKVJeXX79y5Yrpn3ffs2bNmsvu5tof+/Wvf92bLW4/YlckF8TjsWHhcLhXOp1xpzPsikR1d5DcmSKtQhPYqU5QRO/n3cuXL7/9C5wCB0chHILuZrj77rvRxP2MP/zhD8OSycSixsbdJ2ez3KmtSG3SBosuo3DXXVNJmRBmxJxMJ4H6pK2ArkTO8t5QQHh5AJG+pubAH/RbbnKkjigUSS2BZI1pEbfupuexDdtkG9B1BRobG+GRRYvUr5100s+/+91//9mCBQuWsKh6dGe8lBlBXvbNb541/Y47p8KuXbtISoj7lZrwDrrwAxQXHRel6srQf69csaLTxPjwww/vYXf3iRth9OjRg9h+LiwUiueyYxyay+drm5qbFMxDoy4az5Pq1mkeYkVFxece8Ovg6IVD0N0U8+bNW8Xuho4ZM+ZbkUjbQ+3t7UNyuQIpGgxBUvlCBlwuBdwuF+lvC6bwWAZMpZYuu6n3Q6QKqGsPI+ZiId27d58lRrHQK5VMDtLc2vEuTaGpH9jox70u8uTCJvO7nKxVeu7j1ath0+bNrm+OGHHxhKuu+jkj2RsnTJjwuaNWiWnTpl303e+es+Cuu6aTE1ySkTNeKZDMTcjd6LpBRKod1BUm7ziUlF1eHryXkfPNnT75n4KFCxduZ3d3iBueC5Vd8ZzKIu1vxGKJY1OpZO9wOKK7PO5nXnnxxT1f1XE4OHLgEHQ3B4tQ/8HujpsyZdLIHTt2LNi7t6kvI2xGzG7wen3g9/tJLYAjopKJFCdwYVpvlzqogpgVkp2pxvHHDbnwuWeeeU7uZ9y4cbW6rn8nHG77Wktry+BkKtUvEU/0ZItCFYtky1hErasqj6hlXhvtPt9avhzefe8977f+5V+mPbp4yTXsvTMmjBt3x+f5bIyc/+3883/wyDXXXAd79uyFRDLJUxaqItqqeRrBFOkEaU4ny3eYp5c1PV1T7luzatUVB+GUf26I4b2rxM1BN4RD0A4ILMJ8kd31mzJlyr/v29c0d+OmDcdg6qPILq3dLOr1+zzg0XXIpJOQTmcgLdIi3INTSsdQaVAwTzp56M+WLVv2nH37c+bMQZ3uk+J2ACZPmTJ/967dYzZu2gKyww+lfLgPzBf//e234YMPV1YPHTr09oce/vNFO7Zv++Ett9zyqQWyO++8c+Q555z712tvuFHZuauBUitWAU5cBWgiOjaFhK0jTEbOCpG2SzPv37Rp85gveWodOPjScAjaQQfcddddT7C7J1jEO4xFsFfu3r37zEgk0ruQL4Q0VVGxtdiLZJ3OQjKVoYhaNmxg7mLI4GMvY+T8zBfdL4toJ11wwfd/t3bdBlVR+HQSjKSlpzOmPQqxKHzw/j9hx/btJ37/vHNeY28b8knbuuOOO84597zznps/7wGFkT5bVNKUykCjoZKBkcJtQu0m9yIfLTPSKA50uVyLNm1cf9mXPZ8OHHQGDkE7+ESwiBcvq39jf+yXv/xlHePLn7Mf/zWXz389ncpU7WpogEg4CvliAYaecsofX3755S/lBzF16tTkrFmznigLBi5EW1SEYWjU0oyQzRm4IDQ17YUXXnqpdsKECQdsh5HzuSNGfPOVefMfUFeu+gji8bicMGLJCGn6ttTWqbz7TxHFTJs6GXPOj6388MNLvsznceDgYMAhaAefG4sXL25md3eLG+HSSy/tyyJsn2EY6aVLlzZ0ZvuMcH+xfv36RoaxLa3tWmnYa+k13B60CNFoLDRjxoxpkydPniJytTBz5sxLRo760UNz756nrmLkHI3HwBRRuEyYm1I3Z5MISghlMu0vFPT+lZHzf3bm8zhw0Fk4BO2gU3jwwQc7Rcr744EHHrhqzJgxN/fp0+exjZs3XZBIpBhvalb6ATsWBZRoPDnp0cVLxj/66JJ95eXl3u997/tVd945Ddat28Ai5xilXKTMz5LKUde03SyfJzPwCVRl01xB1Xhq9UcfXXgwP5cDB18GDkE7OOKwYMECnHQ98qqrrhrQ1NT4eH19/Zk4/glJ1ChiUZIT9rJXX4fXXnsTB6/24i3qOdI4x2MJIltFaJgpj01t3CYRsGWnIZvzrHmB7Jdi7omt27b9/LB9eAcObHAI2sERi5kzZ+5kd9+YNGnSiF276pc0NDQMNITBPjbVuBQ3eWIU8nxsVTqdglQqTV4V3I6z1JhuNdfYTIuwEFmaLgPgVo3XN29yyNnBkQOHoB0c8Zg+ffr/srtBEyZMuCyTSc9es3aNN5FIQzIeJ612MBggxYfLFaAORZTUYdMNNZpQswmU0humIawtFCu3rbL/Aj7342tWr/7F4fycDhzsD4egHRw1mDVr1n2jRo368xnDz3ho9+6Gn+/evduFbeM0ATufB5WRcygUAp/PB+hpkU5lyR8ER1jJSdzc48K0Oz6Dz6M94ZCzgyMRDkE7OKrwwgtknvTLM84441cnnHDC2EQi+pNUKjPU49HLU+kUDVj1eHV2w+YaL8SSKcpL5/MFktchFGvaNmDk/D/r1q29+PB+KgcOPhkOQTs4KiHMk2aIGxoNlZWXl13U1tb+o9bWlq9l87meuu52e1k0jZ2I0UiEEXWOPEWKJh9ipSnm/RvXr3OaUBwcsXAI2kGXwMKFC3Ga9TxxI4ybPG6Y29T+0Nraeta+lpZ+be3hQDSWUBKJZKZXXY973n//n5MP3xE7cPDZ+H8zH5NOagPJRAAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>