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Blizzard Lighting Colorise Infiniwhite (Blizzard Lighting_Colorise Infiniwhite.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Colorise Infiniwhite" ShortName="ColRs InfW" Company="Blizzard Lighting" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>ef61c33c-ca06-4fe3-9f2a-c746dd621ab9</Thumbnail>
  <History Date="18-07-22" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b4ab21ad-24da-4b04-8867-526d2571df46" />
  <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cool White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Sync" Display="'Sync %.f%%',0~100" Dmx="21~60" />
      <Function ID="3" Name="Async" Display="'Async %.f%%',0~100" Dmx="6~20" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="101~140" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="141~180" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="181~220" />
      <Function ID="7" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="61~100" />
      <Function ID="8" Name="Square" Display="'Square %.f%%',0~100" Dmx="221~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Custom Col 1 (CT01)" Display="'Custom Col 1 (CT01)'" Dmx="11~15" />
      <Function ID="3" Name="Custom Col 2 (CT02)" Display="'Custom Col 2 (CT02)'" Dmx="16~20" />
      <Function ID="4" Name="Custom Col 3 (CT03)" Display="'Custom Col 3 (CT03)'" Dmx="21~25" />
      <Function ID="5" Name="Custom Col 4 (CT04)" Display="'Custom Col 4 (CT04)'" Dmx="26~30" />
      <Function ID="6" Name="Custom Col 5 (CT05)" Display="'Custom Col 5 (CT05)'" Dmx="31~35" />
      <Function ID="7" Name="Custom Col 6 (CT06)" Display="'Custom Col 6 (CT06)'" Dmx="36~40" />
      <Function ID="8" Name="Custom Col 7 (CT07)" Display="'Custom Col 7 (CT07)'" Dmx="41~45" />
      <Function ID="9" Name="Custom Col 8 (CT08)" Display="'Custom Col 8 (CT08)'" Dmx="46~50" />
      <Function ID="10" Name="Custom Col 9 (CT09)" Display="'Custom Col 9 (CT09)'" Dmx="51~55" />
      <Function ID="11" Name="Custom Col 10 (CT10)" Display="'Custom Col 10 (CT10)'" Dmx="56~60" />
      <Function ID="12" Name="Custom Program 1 (CH01)" Display="'Custom Program 1 (CH01)'" Dmx="86~90" />
      <Function ID="13" Name="Custom Program 2 (CH02)" Display="'Custom Program 2 (CH02)'" Dmx="91~95" />
      <Function ID="14" Name="Custom Program 3 (CH03)" Display="'Custom Program 3 (CH03)'" Dmx="96~100" />
      <Function ID="15" Name="Sound 1 (Col Change)" Display="'Sound 1 (Col Change)'" Dmx="101~105" />
      <Function ID="16" Name="Sound 2 (White Strobe)" Display="'Sound 2 (White Strobe)'" Dmx="106~110" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="11~20" />
      <Function ID="3" Name="Square" Display="'Square'" Dmx="21~30" />
      <Function ID="4" Name="Inv Square" Display="'Inv Square'" Dmx="31~40" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="41~50" />
      <Function ID="6" Name="Linear (Smooth)" Display="'Linear (Smooth)'" Dmx="51~60" />
      <Function ID="7" Name="Square (Smooth)" Display="'Square (Smooth)'" Dmx="61~70" />
      <Function ID="8" Name="Inv Square (Smooth)" Display="'Inv Square (Smooth)'" Dmx="71~80" />
      <Function ID="9" Name="S-Curve (Smooth)" Display="'S-Curve (Smooth)'" Dmx="81~90" />
    </Attribute>
  </Control>
  <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="84b9ba34-42fd-4761-ad42-b7593255cec7" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="10" />
      <Attribute ID="WarmWhite" ChannelOffset="3" Wheel="11" />
      <Attribute ID="ColdWhite" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Dim_Mode" ChannelOffset="7" Wheel="25" />
    </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="03089719-febe-4752-aa49-91bc2271b27b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="10" />
      <Attribute ID="WarmWhite" ChannelOffset="3" Wheel="11" />
      <Attribute ID="ColdWhite" ChannelOffset="4" Wheel="12" />
    </Include>
  </Mode>
  <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="8b3e7e23-0b84-4995-b39d-48175a876895" />
    <Include>
      <Attribute ID="Amber" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="ColdWhite" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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5fkJ5Z9xIN9x2gpUuX0MmnnSkOECwWdmxS8nmedfZ59OprrytQZaZsd2rCtNVr0EH95fmBvGiLMWUPs8xAJsgmYNtwiCCMyfw/E7Ro3JbLpmmIX0tzSyv17t31p5dd/j7boz9/6IpZ+QNa9bYsC6Ct+k8LurM7EPne1rfWU0NjmKKxGKULJdq8eSOzzpS4HGpGdyBwDLJBS0sbnXHm2bTkuJOYObuElSoAJGHA8Cx3L1hC7g3rqTDUTy+99CJdcMllVCiWGQDh7PBStlijp55/iF565mdUYYYOuMzmM7RpyzY64eSTGRwVaEquBoOtz+ml9Zt30ItPP0knnHACHXfiyRREOJLNrtgunp/Bd/Hy4/j8WmhwcJgkKU/XxD2C84M+bTMSmkxQnjkcwPRve5h5ezxu8WmnwfoNjRqPRZyq7tBF/qiWSzQ6NEC5UCNshX/yx3/yZ+mfPPjDq2brb2nV26ssgLbqP63W9q5n7rvvfqeDL+vb2jqoylC5fdt2sZYhLF+1XxsbafwzNv3gzFi4dLkw0iqDchA2C0xHIcU+m6IN5A901j3Pb721gaZSOX5co8gH+XyRBg/3oVuP7Az+TmjUNvUczz/7FPmCEbG8pZlRq1mFGh3q66eh/l5avGARrVi9lkLMzmXSigCtnTSHkiSwsbh8xSrpciyJ19lHNl0Br4o8rcqXuVkoIU1onLFPdz8C0OG3drngkc5T2XgMGDX+tdvVouDmxUmYf3KSdu+uYDn4yys/dtWWu+64/ZbZ/ata9XYoC6Ct+r/W17/+9as3btu1Apfr87o7GZC81Ns3QMOD/fJ7XQxzBN+apNLB/ub2+SRBDky7UChSOZNXm3vhIIUDfhqbStPoxARFmxopnU4JM9YZ1Hp3b5HNOcnlYHCLRhvphFNOpGXLl1EjM/f4ZJyeeuZ5BuLD9OP776BwtFUsbrlsijLI+eDndLo91NraROGGRpW74XCJFo3zL1SK5PEF+HYXrTzuBHr+ueekcUUC/PncIVkgL9oEZtkwNICXtIq6HfINAzW80wiAIkncc5BWnU4gBdOWUVyVilw9uJhtu/j2cilH27dvpWJF/+ZnPvOZF/m93TIbf1Or3j5lAbRV/2H94z/+Y9AbbPjXnds3UxODaYhZcbZYpH17d0r7tkgbVbU5BpRGEwqiPHG7j4HS5w9QOptjcCzQonktVMjlqL2tncojcfLwQ3buOkCpqTgpz4cmG3g1W438DPArV6yg004/k9q6ugXcAdidPQyk7pC4P4aGh2lytI/MTA819som2dMdHe2SqVFhzGyKNfHtVWpoiPBx3ZQtlCQQb9Wa46WbEV2IVXGPELk9HlkcNPnZNsMPrb5qcqVQk81JgHWxVJTXDEmHjPuIq4OmH4NkPQA1ZA9sGuJ3vbu32YLB0Cuf+tSn5t1yyy2Ts/YHtuqYLwugrfoPa9HipQ/dde+9LkxCaWltI51Bac++fZRLJ1W2BcBI+c6EWfp8fgEsbJAV0WRit0vTSTKRpkMDY7R4fjuNjU8ycPuZ4TbQbdddJ2lykDRyuYwE6nu9Plq79mQ69x0XUigUlmMwDaYKAvf5OSPMjBcvX0ljY2OK2YoXDmerKwbtsEszTCFXoOGRcdmYjEZ9kvuMcKXN23bT2GSKmmMBijQ20OGBAdn0QwCSE3Y/yCHQqg0WTKTA2OwynFlg3dChwbxLsrGpG/5oTTZCzWPgfSrUeMGoVfg9Csi57Nz2pj8UCOzghaDDGgBg1X9UFkBb9Rvr+uuvP84Xjl6YZTDu6OwQqWBkYpJGBgfUJG4JrtDrvmB0CWIit/pI6ZROJSmVmKKW9m4K+H3kc9mpvTlCuZKNgiE//eKJ52igd5s0daAxBeOoAI7dXV0MzhdLBKiNwRaZGHa7RnZmxjlmo+GGGANtq8gohVxWXBjSGo5/EcoPFh/0UyYPPbhMiWSCGqNBKvJjc/mybBQu6GyhVGZKYkTx/GDQLn4tYOkS8l9WwG92EAJkEeQvljtFn0VfBnOWRYRfb5KUe4OqmixeGEqLxQLnZTo9quWKSDpYWBrCEdr81ustf/Gxv3qSH3rhLP6prTqGywJoq35jzVuw8MHb77iLfGjwCDVIMP7A4WEq5nPid0agkCKvmgCVPxhUnmBsxjHYYvNt6+ZN9I7WDnnsVLpMG7YeFPB85c3N9NiD91KV74PGEUzxRi6Hm9no0hUrye5S9rVKsaK6/QB86OKzOcnjD1B3zyJh2zZbXgBWeC2MF/w88FTnsjkK8Dl3dXUwwOsUjyfldYxNxqmlOSaWuIce/qnkaEAawaYlGLRmTHMpaxVDe1at3QBcSB9oUSfdqRYmmwp8wmuXbkmRRHAiujwODhMsONjIRFaI5iI1+YW/8tmMHKOBrwY2vrnhHX/7t//7g9/61jd+MKt/cKuOybIA2qpfq69//evvqjk8y5KTE9TT0y3ANDqeoPGRYXFp1ASb1eYa3AromsMElOZYWFLtkuksjY3Had0Lz0F0IF8gxMyyRFW9Qv19fdR/YJ+KIBWd1sZAFxSW6vX4qCnaLOlwGUbcUCBA7a1tVC4VGGDdZHMHqJGZpxNuCn4cU2bxN9c7//iM8rkcjY6M0ZIoA3HIx7fzmZbLIq0sWxKhlqYw/fyJZxgYX5MgfzBwMqa16DaHkQeiNglxTsB9AC5chJWympUoLd8aUvayvBBVpAFHWsNnvomGZo2GFeXocIkUIrp3oSDnCcZtZwDfuWfv7SeffPKPN2zYUJ6VP7hVx2xZAG3Vr1XnvJ5v/9t3vi+MNhAICwMeGh6nWrkgLLNaU5kVACWvH5kZPXTuOWfRcWtPoki4UTrynnzqKXpl3fP08nOPk1PChOwyrTsQ8NFxyxbQvJ4eOe7u3Xup98BBPp4mo6VCDPB4/NjoJC1ZvEBGWHW2tYp+/MJr2ykWa5SNOhJm65SwIruunBYSzsTn9vprL1PPwoWig2cyeUmuQwre3gN99LPHnqDnn3xU2tI1oxEF7FiaUnQyGm20I0DabMJRXmijo7BCortXyhWyFWxKhrHb637pmc0tio1j09JBbpdXprbAH51lkB4ZGYRu71174kn38F2tTkOrjigLoK06oq677rpTijXH/EwyTp2dHeRwOxlEkjQy1MeA6JBMZTBVME4vM8KT15xAl7/v/dTSvYDcYInMJgHIK1auoQlm0b17t2G0q/xu0YJFdMbZZ1NH13zyeFwCiouWr6HHfv4IA/UO6T4MBYOUzBSpWChTFa3YTqJipUqDEylyMOPNMeBu3rJDXBEeZvYdXV3M3GMMzAWaHB+jPft7af+enXT/vfdSZ/d8xYyNYbXjDIbFfFpkFaSFKo1ZN3wghp5uDrA1HifOElJgjDtUTTsdiLd0FFZk9BY2CxGiJI/Xp6125kYjngNgXq1kxBcdiTRSayhC6eQUDQ0O8Pvsu+KTn/zk/3vbbbcNz8bf3apjsyyAtuqIijU3f/Pue37Al+SYYhJhQK5S/+E+qpWyBtgoQINWu2ThInr/FR+mhqZmAe9svsSMtyobfCEGoPaueXSod5c4O1avWiWdggjpx4RuY4A3Bfnnnp6F1D8wwJf+JWGoTcyW4W9OpZKUSaVkaglE5hPXLKfBsTF69pmnqamlhVYsX0xr1pxIDUYAE4B34/pX6ScPPkyHD+6lw4f28Hl6ZP4gRmc1NjRST/dSZuNRWSDe2vQmjTKok9EFaZaaTYvex2mZQzcnjkuLufJE43uMwWpsbJRcD9lMLCs9Ghq5w6HcHFXT0WFsrJb4SiQen+D3t4FfRxuleDEcOnxQG5rf8yA/y9lH/Y9u1TFbFkBbVS9mcM4Vx689tZjPUFtri2xuHR4Zo4nRQbn0r1bLdecGQvYvvfTd1MIgDECCngpNF/JEMl0gFwMsHA42ZrnzurvoosveK0wTQIrNPrdMQslJJkd7RxfFYs00NnSYJicnaCF/Dyse1ZhltreTn0Eci0Wa2fMdd95HEb+Lzjn3PJrPCwTcJWR3UlVXwwAWL1lFa044xOC7UfKiZX4hP+eCBQvp1NPPoi4+F9wP51wsVenFF18WFg3mq+mGimxIHfJfgxHPLNgCJSxJhtxG+Pww9ipBeIApcRQLBYkgRfel0+GUx5nNK2DeaBFPTE0KeLfEmvg+adqxbdNZf/d3nz3h5pu/tumo/uGtOmbLAmir6rV06dK/3rF9u1zNw0sMf8Thw4PMbLMk7gTReGsCTl2dHbRo1fFihRN/cihIedwv4KMC4zg2xBJtHeRhkD/l1FOZBQfkcfCx2V3MQnEclxuN37Ri9fG0YeNbNNB3gN7cuJG6FyymclUx0l0Hhqm5pUq5/gl68If3UmZymN773vdTU2sngx9JHCm6/MC8I2GfdAp2dc+jzdu2yUKCGYUnHr+GTjvrPOkuxIanXaYJoAXdGCZgU9O6Ucq2p9U1ZI2m8z7M2+DtRvhTtCFMWb5igMsDIKzkETKGFJAw+iKTc3vVLosC2sXh6oCGj3Fa2HxMJaeowt/DZ14t5qn34AGw6MWz9BGw6hgrC6CtqlesqenDux59nHweZr/MDNF1NzF8mLSaGgOlGYAGoJk3r4cao40kHYBgimhmCfkpzAA9mSmRl4FwaHiImbCXGmKtSh5BYweDs6arLkS4PbKZAi1dvoi8QZ+A2o5tWxlkEcjUzItBlZyMnclMhrZu3UQ2/vmdzNrb5y1g1trIDLhEemaQ0qm4bPQF+Llc7iB19SyUPBAw/gXzF9FF775cJrXY7bDIaeQNBMTXDEkFuIxzAXAqZ8l0cwoKrhVsALpcdnn9mVyRoo1BAdgL33EuPfHLJ6lcqUlKn83oiDRlIM3IxcZrRyOLzVaVhUv0czS3FEvSjZjLpWlgqEptLW20e9fORZ/61Kf/9JZbbnpglj4GVh1DZQG0VfUqlmurM8kkdbS3kM6gNTA8TLl8VjbUFHBpos/6/X7q7O4R5wW8x4jxzGdSzJYbyOsPkyOX4Mv2MO3Zf4CB0m0kymkCYOKZ9rop1hChUlWnTW9tESCdik8IC4Vmu+HVF0hDfCciSvWqADXArrO7m5asWEkIPqpUdRn8irwPDA/A+Xk8Tmb+UfL5nGJn02tOOv3Ms0UGcbg8RmqdnQolxJ26GWyVp1vYr6aab7DJqVwY6vUizAkSCKaGu5yqcQUZ0l6EJ7m8ctxatSi3Y5PTa/dQqaymmNfI0LZ1BdiQM/KFvLBppOFBxkEOdY7PA66SsdERam1roz29vbfx3S2AtsoCaKtU3XDDDWfE03kXMSDGmlrE64zJ3BqAyrSj4T8M3M0tnfx7m5IpbAqDsFlWYVb6y2depoWdzbQlkaDXXnyOoiGPDFsFPKPT0OvQKZ/NUbkxKjkdCO0fGB2kcV4MdJtqGddEy8Xg1gIDKCQUh5wDsqPdLrdsyOn5jHyPWNKmiJ9B2UsVzDNE1GfNLc0owUiMmmUkl3EMPtep5IQk1xVzLhobGZHzwhABNNiAFWMlAIgTOeV1STu7iD0YKFAV+aJ/YExe75133SeNLl3zuvmxaigtXC4SO2rMN4Trw7TdkZH6BxcHbkdQk98XopaWCKXTSQlgGh8fx+Zj+MMfverr9955+2dm+WNh1SyXBdBWSTVGo1c/+fzDAnSwjI3FU8xqJ+tt1IZJWGxnWQTRDx0WDdVmc0rwvd/XQJGwn45f6aB0vki3f+e7lEpMUMDdYkR3kkwmKVQ0mbC9e08vNYTDfFnfTPc+cB+VmUHCLSHZG/h3xrBZybjglSAUCoqcIkBXK0vrdKpYpc6liyjk99BYIsfslCibzlKFQbC7o0viPskYUYXFxc2vL+wNUFtzlJy8GDhEF9akiSaXy6smHHQWCnNmdu31id5sDpCtVlMM2hV+D7KSax1qCNXb3W12mxGQVJTzhFvFDPKXDUJjPJa5kVjI50VqgXaNeFYw66lEkqampujgwb6/u+KKK/7pRz/6UX42PxdWzW5ZAG2VKrvzgqnJcerp6hQgHR4aYQAsGOOrlMcMmAmJAjcNDA3S5PgIxVr5/iWikfFJ2UTMlKt0zyeZJZUAACAASURBVP0/pL3bNjBTrVEymWAgyjGbjTCQM8DZatTVGqVdew9SjoHxsWd20usvPi86sKY5hWHWBLRs9UYRyBCaTXXjCasllb/h9DjJx+eVLxQpkalI2L7HHaRX128WMIyimxCRo+j+Y1acz+WFoTc0NjLTxUJjE/BV7FoXBwpotspLstfD+XEfSBIyQaVSocmJMWbik5ITYnYQmiDtMBwiWBAw6FZaxAHU0Olh0YPtrqImrqDQaTg1NcH3b5B8DixSyXSKxoaGHCcct+pW/vFjs/SJsOoYKAugraJrrrnGH461troYyNDlBn13aOCwkTmhpouYDgaPxysbXulUmp584gk654JLqJgvykYadNqXXn6Bhvv2CYjajUhOtHc3trSKxjvB940nM2RzeOmNTdvolw8/KOwZLNKUUSTXgvS6dqtKY7BPS26HrpVUzCl03EBEHpPLZKhYLhEsgo889DCVGLQVwDNzRu6oA/qyjVmzLlcEe3p7ac++N6VVHM4SLB4VZvb16d31yd4KYF1OALSHHD67/Iv29RQvPjKH0DhJYc+lkjwe7NlWswlDRgNLxVYll8MlercLTg5MJDcS8NCQk0xMiQWvrbWZKrywxfnqY2Bw9M/JAug5XRZAW4UZg3/1xpub62wRORHJZPyIOXwoMMBItIGmJicZpJy0d9d26jvYS35/SLrtMqm45FqY2cmaAG2Fnn32WaqSstRlEdCvVWlkZIR279xKWq1iqttHPJ+EGOE5NdWxV2YA7e8/xM+RoEY0xiBEiRmsx+eVdLwQfx0eHqNbbvk2xZnZ4xwm41MM5rq4Mwq5Gp+nl49Xpd79e2jL5q2Uy6fFTghODpZfnRG6r1rZFfOFa0WuHCRGVOL9Gew9FAgEJY8jHo+LvxtXGFiY9IrqKIR8gttNHRqA7NBxLKewcWR4QPfG7VhIMpkkDY/p1NrUQhP8GjZv3eS65nP/38e/+uUvff+ofBCsOubKAmirKBAMvr+v76BM2gZrTDPoVI2QH7NdGbdL7jEiO41p1rDMed12Br8ElcoVYaamB1hZjXWx6E1NTdKjjzxAXl9QGHGpUGBWmZduRICgytFQ2R6mjxguCMSHInEOYIf7oRnk5ZdepgsuvpTK1bRIInkG6aZokQ4dHqCf/eQBOrB3mwpSYqjs7d1Pp5x+mvJ0V5VVMBproGDAT88/86SAIgKasDDASWHGPZtZHJphKQTQgssfMWVFNOWKPA82LaHLQ5N32Oz1nBIiqn9vyh7QxuV1O9VmqMPrEEaOAQPYPMxA3uAFoCHcSJNT4zQ2NvFxPowF0HO0LIC2ivKlyvGY7Rft7hQwjE9OqJhNI9kNJQCNiSN2ogZ/Iy1dMp/OP+886py3QLIyfv7Iz8WrrFfU0FdNuvAU4HqYKaKRBZf7U/w8Asb2aTA2Y+BqKiZPCuchWjR0YIdLWdaYDSOFbmR8jIIMYOh0hN85MTVK/Yd6mYkWZOMNWjUaUg4fOkBvrn+TzjrnLHGcZHIFmphIkcvjpPXrN8oVgcul8qvBoNXQ22kmj8YagLNmzF0UfzMyoWsKaAVwK8YswkpVTU6RtnIjR9qYcg5t2wzzV40ubmHiCPCH9Q/ySSjslokz2VxWsrTxOD9fHWzZsnXV0f9EWHWslAXQc7w+97nPhWsOTwD0ETY4AElW5vKp7jnJp7cpex3kj6DfR2edcRaddcE7KBZr4sc4hT0ff+IpzPimaLD/YD1nA9ptT2cHnXnuOdTV3SMuhb379tJjjz7GLD3Dx1ZAjQ1A0Z/BTmu6MEww0ZpWk8YSsanJxqBNXBHDA4dkOKxOKv5T4JR/B3CG8wQLCbKWsT6se+YJGhmDv7hDmk5yfHUwOjpE+/btJq9X2fHQ8FIuKz1YMzoGFetV3X9qaKxmZGpUVLs2/qOrL924ygCrRoMOgFiCk4wNR/yMiFEyPOTSGp5Mi7cbt4GBw6uNcWE2OzYvc5TJpsjpilJ8YsR71VVXBW+//fb0rH5QrJqVsgB6jldTU9MHnn/pVTVbj9kovMyZdOYIuQHf4PcBBpdTTz2Dzr7wUgoEQwygToYpsMIaNTZGqbNrAQ0d7pOGFK/PQ2tWr6Yzzr1Axlu5YDfj483rWUxrTz6NXn5xHZVh/4AsotUM5sqMVSkD4naQzCJY15T3TZpXELwfizYKME9NJWgqqXAL466KpZxo1W7NU5cicCWw9c3XaatNJdLhWOlMWjbmfF5El2KCeI5ErTDOwdwgRACUBO4brLhSrhpSiS6blLJhaUxkgWsEElE0FqVkIlmfdA6GLHMOjbZxMHLzcZA05EqCr0qKReSXePh9DRsyU4ZBOkPhcIjvV3svn929s/QRsWoWywLoOV7RaPRiFSpvEwArl9B+XBAWq2tkOCqUvW7xokV09gUXitPDCOeUhpVMtkRef5Da2rslQAjSyElrT6Kz33EpedywxtmpXEUgvi750S3MZmPNzcxkhwW4IH3YjcVAbRYaLg54oMWDTXK5v3LVKlp70qn8PB0iE0CW+OXjj9H69evlPuipQbBSQDoXHWLdwyahx+sRZprPFalms4nfGaePCeR4/jyz6pl5SEp7ttctcygJ7GfmXDEmrUDagExRrdTENgfgD4QbqL2jg1lvXCx/kEFcLtXlCMkF98GE74IR1o/nLMuGok2OhysRvOkYgKDzQpAr5HnxcCM3+jKyAHpOlgXQc7x8Pv+SHAOdxHXCuwuwMZo6ZKMOl/p8v3AoQqeedpbMBHQ43WK3qyC7gu/P1FaYYXN7uyTV9XR30FnnvkOmoGjMQEvFGk0m4nLcYDhIDXyMUDhKY6OIPjaChQx7m6n1ylBaXUkgIWaV559/Aa095VRhmZj1B50ZrdKnnXE2NtLowIH9MpqLNOUe8fNC0N3ZRcetPp4am2LC/pPxcXrq6afoUN9BOX8MuUUDDJLnUHguADkWCAC8+tlmAGnZGABbq4/DUu6MqnHOJM+Rz+aVB9qw0OExmoqYluYV0a+rxoZqTenqOBbkl1K5xOw+xS8/RAHYHWsVyjHbn0okT52tz4dVs1sWQM/1stvbivmC5GNg/FKtVJFLdpuJKrg0Z5Bqam6iju55DDIOcVQAyMJePzNbN/UNjFImWRYAhgQBluthsLI73eJQsNkK1GQPMhssyGPbOzuYRbfRvj3bFFuVVnIzLc4mz62Jza5KkXCELrn4Ulp+3BpyewNqwWA2misyO0VmdUNU0vAOHeoV84aTF4im5ha68MKLqWNet0xpgU6OK4Joc4waN20Vxt4Qicg1AKQFXEEoLVtFjqqYUI1s5ltA0+FJakOwVs/rMEEYUkhLSyuNDQ8oADYWF7SNm63d0qaOOYzVmjyH+ViGeWHzsOCBjaczSb4lIN2F8fgkL0DjHbP6GbFq1soC6DlezBSDAAyH0WINNqeZ45o0FdCPxopmBrdIY0Q2tgBclXyWylqAmmKdlC9r1MIs9cmnnycfA33nvB45FuSARh8z1YCT3PYGYdqpdJaCAZ/kO2vGmCnJN9WNDUG4pY2f0aZ9xikn0ylnnqPkBL5LucSAppflcflCSdwcGCIbjjSKbtsUa6Yzzz6HFq1YyQtGTbVbazbZkAQj37Z1i2xA+hjsdf4XPmZs/qkOQsWe1fgqV32DUDNaxU2mbIJzzQjiR0HaiUaj1Lt3V91PbbdNg7Dp8y4Wi3WPtW5Y78gYoyXDaR3qubBpiSnjEX6fUskJx4UXvavG722VQb/scnvTDz5wX8vR/qxYdfTLAug5Xgxgzpmt3PpMMVbscjVhl4jHJCPEyCEeaJeA+UQiKw9vikXFoYE0OMNBJ9O487mMhCV193QZg1YHZD4ggvntRg6z2aiC49jkNk3AHNLGqWedrQCN2Tg80U5bhUpFSBI2KpYrFAgEaMWKFRRitgnA7Fm4gBYvXSaNLrqwVI0yzNzxuvr6DlDfoUN835DMW4RjI5/LkkoYVQ0oJiBrRhch6SZzrkiOc8WIJJ050gpXHCGvj59Tl4wO0zduTl8xLXZqSK4xYGsG2Ndb2vH+GlII9Ot0OiWyD96OLVs28OnaeB21O9wev/fvr7lm1Te/+tXtR+dTYtVslQXQc7ygMNSMYCJcmgs7rHuBdYnaxD4ZktYgBTgZOHP5IgX9jQxnBeo/dIDa29po0449tGvrRmqJBiWWE6AFYIYrQ2dQm0ymqa9/iBoQ7J8r0b5de4zkOp1B1k9er4cv7TOUyaGBxam051CIvIEIA6gCSvEQezz83B6RFPoHhqmQK9KSxV3kdfvIEW2ic887l7w+nzgwME2lUiuLbFMqlenldS/K6wsxK61h85DZNSQOpeTY1GQVTTM6CI3p3WI1rMh7pRsDC5QGPZ1Sh9t8/BqyzODBkAHGwtyNTkQcV64AqgqM0eSDHA9lHdQMx0lNbs8Xckb4v63uQhEGb8hO9hpS8nhRLNXew6dkAfQfeFkAPccLfl1zY060X5KLfVIX6QqcwRgnJicplYhTQ5OPivksTUzUJL0uyIDbPzpGt9z8r5TLJCjntUsestvpEWZaKNcozIAanxilQwf2kXfZUnrmhQ2UyyapqSVGZ55+Bi1buVrmGGIR+OVjj9HWLVsFlBpiMQZYXaXNARTLBf7SqKuzjdzMWHWbUzRbJckw8IbDfJyIWOfAQgPBAD/PFHkjIYpPxmn71k3k9wX43NzyOscnJiiZSovE4BB/n31Gkp2tnpynJnqTgKh4ofWqwYbVewOgDQZCNDoyLIAMh4nkX4tVD2xcZ+BGE4tNcqohneBKI4WIUT4INhRxFNmU1JRmDclJw8gYofc2IqUAiSWxrJf5qiC/dvY+NVYdrbIAeo5XrYppfrpWNQbCmpnFtZoB0dI2bZPmiTfXv0FnX9jI3+fFFgbZYyoep5898hDFxw+LTBGfStAkA1/rvIBshiF6M9jSSEEGvYZzz6TN23bS808/RvO6Oug9730/RZubxQECmx9GUp144sl8jCSD3YiwYPEb22oiSTg9NioVmGEz8IX456zbSy6/nYYGB6VbL9bSJAlyLq9frgJ0vSITXRoZoDdt3CSBRC0tbcJOwX77+vokslRpvmhhr6pAKK9LmmxkM0/TjFznmur+K6u5gsrFUZP3AVcCcJQM9PVSpKFB5AksGDL7kF+X22knv6tKy5YskIUiGGvnxcNL40PDlC8RTYwN0dD4pBrRxa8LQU8uXoDCvGhVyiVh0aKT11R4FBwguVx+0Sx+bKw6SmUB9BwvvgzXdfiOq8aml3GZb5Y5Agog9tprr9DI+ASDSEA27LLpKRobHmQGWBCpAoBW5Pu/+srLdBkDIVwck8kcDb4xKha0vft7GZyfoI7WGL3rPe+jcDRGpRKDjrMqYfiwz4UY4BYtWUYjw0MSygQdm+zK+udg4AVgjvE5gJkTM2hsZN553/0iL2BTEdIEpGMnM+JyIackjopO99x1j8gjyLrG5JPR4RHJBDE3+fBvLpcVoMdsxXKpIs03NsNdUqmWRH+u1sqGtEFGk0pVLH9uj1M08eUrV9Kh/fsok8nyV1piSnWvWySZ5SuWyeSYRN5GF77jAurbtYV+8stnZdK5g4Fb5WZr5PK45P3EVHNNHCV2mTBucyr5BYteOpWynB1zoCyAnuPFl+9VBgXRoYHF0E0l2EecB9MFLRbMcd+uncaQVeWyWDC/m447fo1MOzlw6BCte+F52rptGxUZrOfNX8JgUqZKKU8DAwM0PNhHTU3NdM4FF5E3GBIdFsCs2Z0CnAVmjoFQhB+3mDZu3EAjo8PMpEepqbVVkvAAzi1NYZnyUmZgRJv2448/QXt2bBXmXymr5o+qbORpFAATrlXovnvvpJGRw9Tc1CIt4XhdE+Nj9dyNmYFQANxMOk05Bvz4VJyijY0yskveK2HSijmbOjTYLEAYbx4WuYnJCQleQms3vtT5qFmEjz/9grzerp7FpDl9tGnHbgr6vALseP8rMpVFE/ZOxqAEvFZJxxP5SQ3dhew0NZUIHf1Pi1VHuyyAnuNVqZRzdpvmMi/hAYLK9kZGcJEBYJJMV5MGDuigjaEwnXPOOXTCyadKZyG016aOLmagRXr9tZdo765dtHvnTgWAsLvx7xFMtGjRYoq1tItUgA26SCTIz6e68fwMhLDDLVjsJw9f4k+lk7R+/Rt08TvfyazSzeBWouGxKdlMgx676a1X6RcP/0SxWQbWwcEBkRxcdoewYK/bSX0HD9Mvf/EL8jH7RnMKGnLGx8Yl4lNe3YzkOmHTOtVdFUiWQ6OIx+ulEC8cKlK0JtKJ+lexb38gLLIEGk3GhoaNLkPVng7HC6AVjS5oAirksbF6kO6/+04+jxH6k/e9m4YOHKIDB/rkfma8qYAzftZUJyNAW69pYl2EPj4xPu6anU+MVUezLICe48XgnHa4nBEwQ2x+4RIaNjg9La0jYnpWLdgKzDCbLxKI0EWXvouWrVotrcsC3vwFz+6CRYvo8OAgDfT3qm5AyZ2QxCUZkNrVPU/cGoWCTl5MRPF7xZWBRLeyweCdLk020eCG2Lx5ozzHshWrJCME4OV1O2jTpo28AOwQtmyzKYsegxYNDw0xA+8RuWQqOUX33n23AGdbrEmcFXidGM5qtnCjTPubBCVV9XpYkrgrGGhhnUMQE8KkkLdhMm4ANN4TbE6WK4ZcYg4ZkFlh/Hi0e3s9MsPwhNUraHR4iHr7x6XxpzkaoIcffUZmNGpG8FMwGKBgICjPW5VJ6ur8sLhNId9aB5t28ZVJmq6++uqGW2+9dWqWPjpWHYWyAHqOFwNM3OP2dWVTCWGxDpeLvP4A6ROjikQb4CXsmjHNxQzvzLPOpiUrVssmIZgwGiqqNTgtNOqev5i6+wZpeKCPJMKI2THkAn8waEz1dlIuV6Ch4XHq7mgVRhltbKCmaBNt39UrjonWlogAorKflen1V9fRm+tfYwbrVq3SGO5KZIymshm5zFx8XwwHuPz/eR+zZRc9/fTTtG3LJmmKAUCiq29wYNBovz5yGIEAtmGYqMsX0++R/AoTW8qpirze6ffEJud/uP+AADwWAWw4mkevbyTaEMhfpExeses9e/fT6hVLaXRsjJKpJIOxerYqABlWPF6c3NI1iZApB7/mEp14fCft3r2XciXVmciLxQJ+yMbf7yfEqtksC6DneOWy2b2RSMPxmFQiYfLG/D3daEpRRLAmMZtwdCBidNWak2SGX6FYUsNRmfXC9pbM5KmhMUYdPQtJe20dX57rwp7FX6xopXijK3Kpn6dcOkERf4+wTGizYJyxcANNMROGW0M3NiwBdkifw7QWeJvBqOcxE1+2Yjm1t7fzpX+Fdu3cKZuToyOD9JMf/ZAaGfCfe/oJuRoIhkPCsAvFojg5zKYcOaMZg2nNMtlzrVqdZteaCodC27uEJlXUooDjl2VkVUpkE+RTm6U6EHFfu9x/+879hAlbuWyeJib3Un/fQdHdpZtQXaJIHGpZwqtckhOC6eCyCGFALq4gXB7SDGuk3W63dOg/8LIAeo5XMpF4bcGihR8YYAaYZ1AE+IWY7ZptymYTBVwNCMif1zNfJI3JiTi5mS3CcQEN2ecBEDZIhsXAcKs4D9CuDE0aiW7QVvOFgkR7xtqaqLsbw2ZLNDA4TgsXBhjcU7Rgfpt0KD7wk3sFkG1kF0llpjbb2tZJp5x+Bi1ctFBaxs1W7obGKNoi6aV1LzBID9GG9a9LA0lbWzv/XjWODPYNGCOrdKM5RTuSTRvpfQDMmdNTzN+7nC4JYYLkYYJqkAEZgAp2jRhRcyZhXdeu+6V1Gp8Yry8GAP9cvqqaX4wUPzJuL8MbTRWVDyKbgupY+VreiD51StATrn5m75Nj1dEoC6DneI2NjT1w3IoV/7ruuafFdRBkwJAJ1l4PFRiIJPITUgWzVLDFWFNMRk8NDA7SIiNzI9rQSF0dbbRz/xB5gggEKpCBgwIkapOxJoB9uP8wLVi6khluVDYjG0M+ioQDzNw9oke/8OLLtGXjBmPSSk2aPKTdkQG2q7ObLrzk3WLF8/mDkn9Rg6uCwQ0/wyHSM38hrX/jFQFNhBfBPYGNuvjkuLBTlAAkqS/1s/luaEZTiiHr6GqjDwXAbuDnlTmEmex0owq/0PGxCfEoi5OEmTKkHxPUNSOQH3p6fVyM+Ww2xeTrEaua0q9rhraNmFZzZDh+9vk8cqxyWaeOrvn6jTfeuO3LX/7y7/XzYdXslgXQc7yuv/764Yce+Xnepjm8aIeGzQxg0tAQpeFszmCSVbnEtktDhk+aQRLxFDkWoL2uJMA+mshQqVghdzRImzZtMgBW2fFgRLAZ4Ld92xZas/Zkam7rEOBJZJlVD0yQm0F005Yt9PRjPzP8ycacQgTcM4OH1e2Sd19GgUhUGlsgDQBiA/4AM/MiP4eD2jvn0auvrqdUIslXASHZvAP4Ffh1xA2f8fQGn64aP4wuSimjbbtmbNBJq7ZNOSewaGETtMDAL6zb2JiEhFEs5OoZHtCfVf60mSPNoI2NPf4Z759ugLjY+kiN1AKrt5v3r7Nps0tRM7zYaoQYFpwi/52WLVm869mnH6/NzqfGqqNVFkBbhUaTfYFgYHVyKk75bEZylaPRJhofGRYAwiU2dFYAA7KTo60Baoy1UN/hcWpqbxcbWjKVovldUTo8PEoH9+6T6NJIyEsL5s9nZhuTVvGtW7fQZHySfvHIT+ms8y+mPAN9uVCWCeEjQ/20Y8d28QLbDNYIqQCxpqCh8xcuZgDupEy2SIB7ZXHTBDAD4QiDOhpJxuitjW/IaC6cv83I1xgbH5V2agAjAHR6tJVmMOFanTGb7BkRqC6XnV9Th2wQpjJFcaGMjo7W7Xj1wbi2aZZdNWYUqu7I6aG7yOjQ6uuAma9RFdnG6Zy2+lUMz7MsHHgOXpywaYhFDro9pKNVK1dXI5HAB2bn02LV0SwLoK2iVDL57LwFC1Zv2RiXJguP1y/z+kIMfImpCQEeMGjoqyPDI7T6xNMoGmuiYi5PPoBhOMBo6oZHjn7wwINUzCZozerj6PQzz6SWlhZhlGUG966eBfToLx6hQ4cO0tD9d/Ile1BACNIHOgAdTpdkPGPcFXNXkSYAdi63Q6aoJKaSlM0XJemus7NFmHyVH0vYpOMF4tZv3cyAn6VYcws53U7ZwBweGjAmduvGbEG1YSdNLbrphtON0CPTsVIzJsno5A+FaXhkXJwg2Nwzs0tMCUP8ytp0Ch4eg9eKzUKnyym5JJox3bymm/q3KX+oQColsdiMDJDqEcc3n8OUOk47/aza8cevvPxf/uVfdh7tz4lVR78sgLaKJicnHz7z9NP/98b1bzAA5sjPLBnSQrSpiZKJuFyCA0QwKmrfvl46hy/pYwy8kXCQSlWdevtHZZ7h8+tepD1bN9JZZ55Fq085mcLBkDSVCIA5NOUAWX0ibX1rgzFeqyDABs12xYrltGbtiRRpbBSWvmH9embcW+USHw0mQb+fUukUDQ6NiQSwcMFChvAcdXc0SUb0DV+4ngb791FTS7MEIsGmhunkyamEeLHVgFdjTiAzXqfdJRtykHXMhhMTqE0gt9uc1N8/yD87JSFvoL+fAboozNfMjgYz9lW8iu3L9BlNFjKROYyuRbNshhNEvjfiSKenpmtHgrJmatMKxGUDk4+3cuWKOxicHz9KHw2rZrksgLYKjDI1GZ9SWmcVjRlpCkUaGYDDFIw0UDoBswCmfaeZTQ7Roz/7KZ17/iWUZQabTSQl0Gfb9m2UiI/TJRdeQGtOP5s0TMHmI9bKSm+FhxkdhO3to9S7d694mRFL2tHVSRdc/E5qa2sVr7JmAFGFgR+yxY4d24RZAhSRCFerqOCk+OSYgH/f4TH65tf+lbZte4MaGdx9DM4Ay6lEgtnzsGyqzdSd0dUoOrBelpmFPp9XGDWAFmW6N/AlmrxXp9aOZpqYmBCbHhYruDkglUiqHdXkfm63oz4EVjF0Q75w1OT1qOnfikXbjQUAZWZPKzlG6cwycoyM/UmNjJRBaRtCXsjW2fqcWHX0ywLoOV7XXXddTyAYef2+++8z5uPVGIgK5K+UhEGigQRDVQHCALtCMU87GIz37z8gG3TwLxeYUeOxSxcuoDPPu4DyZSS5uaiqV8VNkWAWW605mR2HafnqNbRl82ZKTY3TyuVL6bL3/wnZZc4gg5mAW1kaZqKxGHXPn08DDLLYMMQeGgAcuRwa2UW3zqbidN3XbqKBQwco3BBS4MwAp6SYQSpXyyKf1AyHRd2dYYA1hrRWbBVhuwB7bHYCZFEATtzWwKCP2xB8BKkErNu00ZFhnwNAI8/aZNUoDBXweX1UgQOFFyK7Pq0920yrnRHUZK8PB1Df1wSgtbq7QyOt3pmYyeVXzdqHxaqjXhZAz/FaumzZT779b9/zHO4/RD09PegFEZaJbOZwMCLuCWy4oQEEtrdsOimZxlTIC2jrEqSvS3ocktxKOjzLTmG9Ab+PgY2YHTczsFdlzNT8ni4G6ihp1QK97wNXkMa3YUNNNFiHnfxuSBlT5GTQ7lmwmHoPHGYm3E8JZuqdPUvJzsBfKJZp1579dN8d/0ZDg/18fjGxv8EJAcfJwOFDwtA1Y5xWTZ9uLEGZI6lMnzNscwh+QmQoXhOAGq3WyLrGooAW6zKzedPhYY6ngtODjAAlLAoq7F8xYdmM9CtGrMlcLzJ0C60ue9TjToz/1TU11WVmPojdphnatOqazGbyC4/ah8OqWS8LoOd4MVsdXLxk8dpkYkJABoNdMUaqzJfzJW9JmiKgHYMlJxJx2SQrMDj7/HYZsCrDXQU8HBQON8rGnc3lJp/TJjGcTdEoRUIRSbcD+AG0EfvZ2d1Ndo9frHgAXcgGpVKBwTdHbq+fiqk0LVy0iAaHR2lo4BAz9v10/NpTyeNx0vbtW+gHd91O8clRijU1k98fJAAbmGf/4X5pHzfZKQoeagBldNIW6QAAIABJREFUcUa8qD6DUQOkEeFZ5NePJp1QKCySBxg0ckMkna6o9HLZMIWEIe4WFepvM/NKNM0I6rcbAwYqZCjISkbWbDN05prCbPMkMazWZjgTyaUm2fB7evlll9Hk5Dgd6uujFStW0uIlPZuPzifDqmOhLICe43Xw4MHr3/3ud77nrTfXa9l0SuQEmVKCydmZHEUaIjIVu6W1TQA8l00hi5i8Pr/q8JCZhWr6hzl/D/5iRIkmJieFhcYiIRpP5yns9VCpUpaEuPYFXeJfdrkxxgl+X9jk8tJJqBmZx40RPzU1RWUzEfnN27a8RQMM2E/8/CFZQBqbWpjhR0RegQ1wkEEMi0fVGOaq1/T6sFd8wcuM11AsQsaYzoE227xhxZuamuIFKiSWOixGWLDAsPHaTKeG03CXmGCPBcLnc1OKFxVhvXYF0Hgu+JanFwv9yDff0JZttunWc5KuSfXWdnR00byeeReuOm7VgotcruP4quaBz3/+86/+3j8UVh0zZQH0HK9rr712wx133PHDk04+9YOvvPQCHGsSAyqZGcwSEWLvcqOz0CtWt+GBGmWyGUpOxsVx4bTZJQzIUWWQRGiRZqTg8Ve0ISAMcmA8Tr0HRumU1Qto647dzGTzMuIKv1NBQiVy2j3k8/ioo7VFGjqGDo9ROp1jcCuLMpBMJ+ieO79PWb7N4bRTU0urWNlgz8P5DA8Oiu5bKhleZ6rVNWLT4wyQdSE0CYFN2Vy9YYQMx4QUIkJdamwVOg/xNXNogZmCZ7JpPL6puVk802kGaPN2cxK4OqT2a++7KWGgpptlzGOrFvSVK1cmvvCFLzzLNz37+/sEWHUslwXQVqEKmM2HUVN2my7t2RgQ6/U4hEECOCB1IAbT1jWPBg738aV/SnzKGFMFBEWqXXxi0hiqWqF0riJA2NIY4fumKRb10uDEBP3kRw8wQGdFp4bdDa4HTA2pVopynBIDNnItFixeIMFCB3sPSJs2XBRg5mC3jdFGaCoCqglmvAd69wuIKvBUORulotrs0w1rHRlZF+KrZpaOgbRguNlctg6kkCuE8UdjyqVRUznWYMz4Gfc3mbMJwvKc6CCEXc/Ql/GYmRO9p6d2H1kztWZVZkaIXaJN5/fMe/Bo/PGtOnbLAmir0Hm3LJtOU57BCtkWuKQPIzAp5hSggGzgdtcEpBEX2tXdLRNSksmE4F4AE0fKOu3evYvWnnoaefmSHyCTzRUo40pTMNLIoFumu+68iwYH+8XFgOdCtrGIrsieAODqZRqbGGcGq3zFO3bupCcef5QmGfixkdgQbVAblIQwPZWTMT4xJudX9xPLiCg1nFVcFzU11NVUFyR0KJ8XjdkfCMgMwRy/XgAwZI2mWJM8JpVMKtucwYhVWJO9DuZmiBIWGejnWERMncL0OAOccQxkSKtgJvx2WlIxQd44M/kyQ5xWrjye17rKZ47SR8CqY7QsgLYKjomlwlCNS3lstk0lE+Jk6OjsFLCFs8HtUZM9HA6X6KOJZIBZ85i4PiLMpAcHB2nThjfo5DPPkeYOZB2PjgK3DtC6555iprtXNgRx/+GhQbmiR9JyoZAmJ7PzUMBPU/FJWv/6G/TUk0/R/j27mAnnmcn7KByOyOJg2s3S6ZScE4LvR4eH66l08BBXDJ0YAAyJwpyeYpaZh1FhEEa2iN/vl/sgDApIDg/1zO5Dh0O1bctoK2HLJSXi6CopQwa9/spzYNPUTMvDgoDzwZfd7pbzNgf0TpdWz1LCPytWLR//yle+kv59/c2tenuUBdBzvK677jrbwqXLG+NTxmAO03bAX7Dagb0ieQ7z/7BpBnBVgOWQoaqQCpCxDECDRLFu3YsMzBMUiTaJmyKTScoA2CJ/Dz8wRlNBdx4ZGaVcOkORphiEaGxW0gv7dtFL/PiDh/qk3Rut3/Aho8kFwW787OISgRvkwIFekTzWnHiihBjF4/H6hmDN0H8dfDUA8AUw1tn0DFBEUw7Ys+YnyROBPBOPTwmoA0RnMmFhu0ZYkem1xmYkHCkqsa5yxPuq5A97vfEF98dXQyxKzqpqaqEjtOlp0x1gP5crFH+vf3ir3hZlAfQcL778vvzAwUNaloHU1GqNhAgBFoQbwQsciqhkOMzFg2PCZrBDMGpkdsAxUUIQf7FImze9Zczjc6iJ1GhjtvFHrQKALAlojTOg/vyRR/i4DbRn924a7D9kdPPpAv5BZtN4XnxvDmRNJFMEp4mPwbS5uZnB0UsjGF/FzwEPM8KEzGko+ALII4nO7/PJQpLJZNTGIOl1LzJ09EAoKDIE2sLzDOSmtGEex2TQZju3YtNeKldL0gJexPSXWrX+nirmrBuhR2rTT3m0ifK8IMD2d6QHWq9ngijQrlF/X1/sqH4QrDomywLoOV5NTU1/+ugTz4ptzYTmuqtBVza0yclJAbaQyAweAcuKXhXwRaOKNIPYdHLanSqf2ZAbSsWSAibDime2WYv9jZ8Jm418Z5JnY+CDnQ9DATA0QB1bTepGd6HShEtyTti4xEYhPMqQD8BqMYaq6HFLXgjYrwAxBg1U+bHllOjLgWBQABibkGDfGAIb5oUHm5+5fE6GuuK8IWXgdZubgjhW1eggrGduYCwVNklDYXG66MbEGDP8SNOmCbKpM+O9kPwNmylnaIY/ejo7mgyg3r9vv/ezn/3svK997Wt9R/kjYdUxVBZAz/FyerxnYIhqfa4f0XTcpU2FyoPZQu6AOyMQDBubXnYFShK3yYBl6LEYiyVTuqsqEr8sl/7Y/DKnYMNpURMrHcY5OXxO/t4uQ1416LYM+ABnDAjA8yL/o1x3TxjaC/93fGxMZBdM8NbVKG7y2X3CquFAAVsuForChvHasumMyBFwqLgqLjk2ABuTWBCxmmZ2Xs/jMEAYVwAoUzpRDSpVAVp0EvKzS8djfHzUuPow3z+qT1ExXRo4Bs4FzxEOh8lhs09vYJLqPsTE85758+mZp5+hYi7FwF+6mn95zVH6KFh1DJYF0HO8yuVaRzw+Ud+wmhmFac7hwyX6/M52WrX2NHr6qccFNBHob2fmSjVNGLKum/kVLv7eUZ9wDV+0uBdsimnDtIHMNwCcZDIjzL+mZA0FWDWx8MHTDL25WFRar26AmZm8SaILoxHEI77omiLi0hrtkWwPJ+X5GNCYTUaNfxFWFPD7hclCpikwo06lUgLoKDBkWQYMDdnMap7Z8ILM5xq/ZqfLLRJPqfzrcrH53mE1MfOgUfgeIA9pBc04Sqe207vf/S5avnyZOGUA0GgjHx0fu4wsgJ7TZQH0HK4bb7zx0lLNbktNqdF2M4en1j2+RAIgHR0d+979zku9h/r6OrduflMu/30BOCBCIi/YbI46w7VJgL3NmCqiGK/aZFPTsQGiknEMZg2dGPp1KU9FBjpdOhmV1xjTrtPSnaceazc26mxmgwepCFRxbDDoYhNSGmVqClQ9ANCQkiUghZi+ZDBvsGMsAOiKRNOKyWZNj7NIGcbmIHzTZgaHSB7GxG/IPZB0atXar71/cn666Zem+hxC/BaWQ8SnYnIMnvPUU0/h97ed7rzzTpFrlBXPjo3UxUfhY2DVMVwWQM/hikajH3523SuysWfWr3a42Q1fcWtb28b161//5F/+5UcH/+VfBvxjI4OyCYdRUg2RBvET2wyJQg1UtRkTR0hat2X4q24MRjXcFNVaiWqQDZDVXK5QTgKYyirYnv8L77PL4xZ5whzoKtnSM8+R/4OMDTBgbNih0cRmjJZC96DpWwZjlk1N6MiQU0jN/sthSgncJfwzpBCzPXwmUAtY82NcGEpgbJ5CPglHgpLWZ0oZvxq0Xw884teBfBMcEwtKrVyWRS0vC45aPKB7J5Npvk9SJCTcNjQ46Pj0pz99yk033bT+KH0krDrGygLoOVy+QPDMvr5DMkH7V4Fl5vceBslAMPzkl7/85eQNN9xwwVUf//hrN3/zJlshnxOAHB4ZkYngAFRsukHntdmdpAKB0PhdlXzkspqyKhuQcIJAK67pKiMZEkbCcFFoxjRrgKmTn9sX8AtImwFFtZn2tHoakUyGEaD2B/3CRGUKDAMpppqYQI1C0h3YNMBZuUbcojtrJU1NWjEXEAOoZYOwxouMvSaLAAYMhEMhmQgDVwlKN8KQVM2cmqJuAwB7+aul2UEpvjJAOYxc6c2bN8s4sGhjjK76+FXyvnzjG9+kQj7Li1b5o3xXC6DnaFkAPYerUC53JWfIG6iZEof51dYco5Hx8R/j9s9//vPrv/a1r1354b/46D333HEHg2ZZJIkMAyhmAcLxAUkgGAwKWPv9AWasNpoYH1NyhMsh+jCcHnG+r2mrA6uFVOFwORVII7Tfpkm4EroC0VCS58cLcBogPzMNDgIFMqWhqpQYeLOpLB/LUbfK4dXhvMBOZfMxm50ebYUQfrdLgLfMjFYypKvT8wnr1j27+hcALq+Lz0+ysOlIzdn8Hv9A1kgkUso/HY2SnxebBbH5hAEJxZJTvOVIruvq6qIPfehD0sW5b99eY06iRqMjY+cdrc+DVcdeWQA9R+vGG2+8MFOo2LLMOJVDbDqnWP2o1XXoBT3zJ+++++6s+bvPfvaz9377299e8olP/q9rv/e975Aj6KREMiGDTZG/gWhONKmgyQWzAaEPo2UcLHtqqiAuCNXp5xfWXBQ7nnJOAIhraC9HZCiTXhsmvPACABaN+2fRWGJo3VB+zYwLzdB6sUgsWbKEdmzfaTSVOKStHM+J0Ce8XjyfTDgBt5+hLUMGAYB7jdQ72VQ0dGOoM9isrBarRlOKTaaGTwf8E81Mq9OMCbFg/Tg+joVOy+HhYXk/Ghoi5OYFpJBTi8CaNarh5uFHHqFdO3eJ7o/jHTx4yMp/nsNlAfQcrVgs9sFNz78obFFTZtx6nppclhuZEGCJDdHGN3718X/zN3/zT7fccovjE5/463+8/fvflVjSFINtMBySTsEqQvKxAZivih8awA2ARagQ5A1TcsD9AdLmNGsAMNg3WG1RRkwpAM2k03I7tFyk16lNxukCQGKCycmnnMDgvFsaa0KhiBwXFj4AaSqR4PNQaXaVsm5YAVXN9D1L+3fQL3IG2Dz0YAC6eWc1wsulNjQNz7f5Nb1HqAuo137lPPFYWBYr/Nxt7a1y5YBNxyee/CU999wzIrtceNE7RON+5ZVX+b2ZdP793//9qm9+85vb/+f++la9XcoC6Dla3kDwnMGhQdmUU+OWjEvzGTY7GejKYOb1h+7/Tcf41Kc+9blbb72V/uZTf/ePd9z+XdFvC9k8M8GwTCFBLgb0ZQC1XlTzAMMNYdlYRO40gA96M6JHM6mU3FeAlL8PMXCjANKmtS2VTCmQ9geOlCj497CnAQy3bN7BrN1NoWBAcq0xBADHSCaTxualJl2HVZFS8r/Woo37wDmCRaWhoUHmHOI+uA3NLMLY+ZzdXo/K1Kh3/9GMzUKjMYW/R35IqahA2CzpNEREq81JTrtDFgqk70H6+eQnPslMe4DWvbAO9+T3AxughSv5Bys4aQ6WBdBztOxO1zwwSjPrGBKBCdLCpDXlW26KNurfuPnmH930jW/8xuNcffXVn2N2N/bJ//W3N91//93a/r37BMSgPycA0oYjg3kwFUtFchYcFG1soAlEk/LvYHGDVIBgI7BklIA0gzGOgTJBWlLmMIqLAT0QDIjuberEkCbCkQbZ0KxVwb7z0uGXSWXqEaMVo1kE1rpwJEKuBg/lMhkBWlN7l6lUunrO8fFxAWmwdk+zR27DBh9mGQYQ7DQ5YcwMNCyDdY1IsWpscra3tjHjT9PE5KSy84l1z07nnndB7YxTT7Ddfe8PqIgQbj7Eu971Tnr1tVd5kdky41jIu05f9Hv5EFh1zJcF0HOwrr/++pNjbV2OoqSqmRtciglqRpu3MGi7RrGmpoFabUbQxG8ovgT/xle/+tUDf3nVJ356/3332Ldv2cqPa5QuQnToqdQ3xcibm5skmAiEEg0y+F2aQQ9WPZ1BNisbhFqdtYJdi3fYOFcsKGDesNOZ+Rq4v9/nFw0d0aNwaSR48RGd2egANLOdseEIoEWONB4f4cWiyEwabeOmnmwWgB3AiueLYoOPmTeepyADYb00Jgl2ujFx2xSIpjcJRbvm521ra6Oe+T2UTasNQLc3RGvXHv+JZcuXf8vrcXszGeUP38zAPDo6Jk0sF5x/Pn8/Stu3b6fRsfGl/6MfAKveNmUB9Bys5ubmD2/YuFHY45F5xMZ3hryBr7b29pd/m2Nec801PwPwX/nRj77yw/t/6O3t3c/ssZ2GdRslkyopD06J9o52GYcVi8XozTffEtYMaSKRTApbBYMF0zQT4NAJCMkkmdQEpHFu2PzzeH1GCJFdNu80w1GBx0L+ALjC2gbd21l0irZbNux25hgqgLskzDFI+w1tG4vCEbIHnwdC/QHqAujMvFVWR7XOhk1Q1mjayYHCY3bu2W24R7zyvF5fmC7/o8vvvu66625/4Ac/+GhHa9MZuCrAINze3l4B8yuv/At5rr1798pm59DAoJvf31W8CFo69BwrC6DnYDErPa//0EGxyKF+U3OFeYnOQPHwb3vca6+9dhN/LfzwRz607bnnnosePHBAgGbHjh2S4wEZYowZ4ooVS2nvvl5qbmoSAARQAjihE8eYYUNtkDxmUo0oWCiisahIJgBZMHBzUCuOCZCFBzqfz0mwkqkBS4s3Py/YucfrEdnEdGfAsQHgxDEmxidkcYg2Nkr4Edi3yh4xLhx0FSeKnGjMHeyaP4+PUz5Cb663zUxL0vX2cDwnHh9pcNFHr/zzzTfc8MUr8fuRsbH7Tzpp7RkH+wcFoPE6P/KRD8uxwaQfffRROTCuCrLZ/F/xQ/72d/izW/U2LAug52BpNsfiiYlxufyuh6oZZgN9OjeePMx4X35t/SP/lWMzix5mtjfvogsv2r5h41s9b7zyMs1fuEAS6CB3TE0l6dVX3xTWDAdDKzPG4eERyfeADg5XREtLC42NjcomHtgqmkjsBkjDN2wCK4A2lVCTT6ATB4NhCfKvD6/lwsYlsqLDDRF+fEz0ZzBsHMdMqMPmXCKVFOki2hilltYWBnWVMY1xXaZcQaJ318jr9oh1T946zYgunZlIR1SXacypKz5fgD784b/Y95WvfGktA7Tc5+DBg/9+9uknf/tnjz3JLz0nx965c6fo8xs2vClXDnjd8ak4jY5PXvLf/Xtb9fYtC6DnWP3TP/1TV2vXfE8ewCNX5Efmb5gX6WBzQb9vasOGDeX/2/F+U/GleJYv4Re+8+KLxqcSk40vv/gS+ZnBtne2q2Q6WNr48h+bhvBGd3Z20OjIiNLAoRkz621rbxfPMnKXEQtKkjetkunyybyKDZ3Rog7Gi3D/WFNMGDB81LKBqCkmC+cINh0xfAAbjLD2AeDNJhQZSMDnNjY2Jm3roWBQ3B6iV/PxwPJhD3TYneIYiWcn1Hs2YxJK/T3kL6/XJ1cIcGQ4nG760EeuPJBKTq6szRhOePPNNxd//OADg6GgtzOJhYbP47HHHhPZZO3ak+iDH/xTXsxeo4cfeojfn1HLDz0HywLoOVbMTv9iz67dIgfM6Kuog7Mgmk3pqHzfff/d5/nnf/7n2k033XT16uPW/PDg/n00CWsdgyvYITYFEfUJ73TJcGi0trXK6cCKB+aJjAuwUbSTT04oLzJkEtiKAbSQJMBwS0ZGNI4xxT/jmBiDFZ+IC1MmA6RxJ7DtKjPnaFNUFgDozdgslGYSLBwVldeM40Dvhk5ueq8hU4BlZ7M5kVdwjmaY1PR7aKsDNBpcUqkE+QIhZs4f2TcxPrrytttu+7XFLpFMP71owYKPjo7FqZKrSIreFVf8Cb3//e+XuY/YJARHn5wcs//DP/zDpTfeeOMT/92/iVVvv7IAeo5VMBS+dPee3b/m/0WZUz5gM3PAcdHS+urv8lyf/vSnH/jZo499N5nMhFxOh2wOdnS00bjbTSNDg8wyPbJ5Nz46JgALdut2uWl4eKjeIdjY0CieaHiQdSNSFHqzFiEGWT7W+KQxgFZFnsJ/DW93a2szs96ctJ6b7gzo2ZITzYsCtG6E/of52AB60yctcaDiny4xuy+IzADfNWSVJj4/THqp8O9mhkqZQUkKsJUTplCCG8VFH/zzP339hi998cyZzHlmjY6O3nrS2rUf3fDWNn4+XpRq2CTN0+OPP04PP/ywXBnITMh8kdKZ/Mf4IRZAz6GyAHqOFV8+rxwfH6lHZKLqQGP+DwKS3C4KRkIP/a7PNzE68uCatWuveuGZp0WqqFX81BxjoAuG6OCB/aI3++cvpMP9fQyUk/xzK3XPm0eDzB4BrNiYw8KBrIqRkTFh1LghOcWAWqpQW2urgCsea0o1yLOoVocZpNuEAUPDhYRgbvpBqhiF7p3OwEZI7cymwZZxnKRMblFTYURGYZCedMbJx4uJ3+8T90jxNwC0ZlgUxT9ut9GSpSfoJ6xZfePXbvzy5/jrP3x/rr322o0/e/inBbfL6YEeDg/1lq1bGbiHJev6Ix/5CD377PM0wuc7PjZx9u/697Dq7VUWQM+hYkb7f9q7Dvg4yiv/ZmZ776tiueFuLGEbgkwwYJpxCWBKgBwJ9RLux11MIARbsiOEaxwbMJ1AODiOaucOQkjoJdQQsHFT723Vtdqm7XPf+2Zmd/GF4CJb8mr+zrB955vZ6P+9ed97/782f8JkC4oJZTqAIJj06hYlabvVkty+/eGPjnafDQ0NJecuWnTzZx/9laYpUAcjQIgPUxFzCougtrqaRPUGmDV7Nq0R7u7qIpG7C6ZOn0GNZDE6HvAO0Ah54qQJhLg6wdvvpWRMiTjZARMIoZtMRqpzITWdoDBTc3MzjZTz8vPpAiGSMkakUkoE72MaBMkZJwp0OkESxygbvRh92OSCXZBYJUImC4z2x483EdL2Z2hlC16DUioaFwRzcsfBwjOLLysrKzukBdahocievBzn6V4axfPQ1tYCM2bMgBUrVtAo2uNpp+kTci5zli1bpn799ddlQ9kxApmgxxDGjRt3VTshKeywA7HDT7o8T9kzgfCc0+X2DMc+N2zY0PPyjh1VOfnjZzTV1wiaF5EI9Hb3gMEQgpknz4T2ji7o6+2GOXPmQH19A/T29NAodiYhqRaMrEkEjPlfbN1GSyijwQSejg4aYSMhY/0wkjSSWgd5HslVEilCwkeX7oJxBTBlyhRK9ljqF6LKeILOBy4MYuTsJNG0zWqltc64eUnU3dPTLZTrJQWrWeyuTFVnZETQwq2QhyZk7zlUckZ09/Y+P3de0ekNzeSqIR6glSWzZp0MjzzyCC03nESOuampiUwmPpg9e9H15COPD8dvI2P0QyboMQQSKV6650AlJTopfs6s4JCA9+0O+5fDtd+21taNF1100X898Xgj8LioJ+4XI+BQfRONppUGAyHdTpg0cQL0W6wkimyGuroamDZ1Gs1NN5FoGrsMq2uqKWHNnD2LRMgt4CfEioTZ0NhAjs8J4ycUgJ0QLaZMUHiJ7scfoE0fObluGEei6RwSLSP59vb2UmJGMsfFRlyUwyjcaDbS2mmtRksja8x/Y5kgAAdqjSpl7yW1x6fOn2gqYLNb9x7O+SGR/hMLvjd3++uvvwMhLkxLEF955VVQKFg4//wLYPHixVBaWkqFpgYHB64CmaDHDGSCHkOw2uyn1dbUpRswMsTuJQgNKiyYTNadw7Xf22+//dlX/vjao0aTSe/t70vth5IaiWIHvV5BalSrpdUeFqsJnHPnQyMh3cqqSoz8obDoFGggkTLaYNXV1YM7xwWzZs6k7dAd7e10UQ+jXUxPTJo4EQoLi2ikjAuOuNiHkbKn3QMD/V6ac8ZoGVMb6FuI34FkjQJJWBs+6PWBd8BHzwPVqEadaRLVooOK1D1I5URp1QafEkxiRU9Gi8l8SN2XErZt2zb0v3/Y4dHrNLk+MqnEAeu6dbB8+XIwmy3w+OOP0+YVRE9Pz7zh+l1kjH7IBD2GwCpUOf5Bb1oYiDp3MymCkfjapNPCx5999tJw7runu+uleaeeduMH77yVsryiYNI2WNhSjSkEl9MFS5YsC3Z0duvfffcdaMboORgkl/0zqWZGY0Mj9HT1kOjZD9OmT4fcvHwSMbfQdAamI6qqq8HtcsFEQtQFJKLGyg5cZBsYGKDNKA0NDdDW3gYWs1CSh1G1k0TfWPGBeWmMllE9j+cT1I0lGhWifrPFRn0EJa1nBtLHwIoNKajXAZB88XDPz8Dg4DuTJ0/4cS+J7JORBF3cXLBgATz99NNkQqqlC4Y4Do+ny7xy5Urn9u3be4blh5ExqiET9BjBpk2bzjPbnYJNVcZlOeVm+CZJ5+Xl9PzlnQ8Ou0Hln6GxoeGXy5YtveGTj/7KRIZC33iNl2qwxXx4EyHgysqKhRjlXnHFZXfGY4kL2j0ex1dffkWJc8pU7NlgoY9EvdVVVSTaN0Be/jg46aTJNML2dHho6RyNxi1mcLndMH3GdDoJYFs3RswYafeQ+xg5a7Rq0Ki1VKQI0xpUES/Jp0SjUHcDS/OwXRyrOjjqsZjpP5huj3c47DESEdcd7vnp7Ox+6IziM3789b5KSsTd3b2wenUJTd8sWbIEiouL8TcE72A/ieaVt5CPrDva30TG6IdM0GMEDofr6i927YZYLEKjPeoDKHbuZQJJxp2TN2z5ZwkbN24c2LFz566Tpk6dX7F3r1i3LKYLeEnmU5gkwkhQnZ1bSJSIMps/ws9jB+QPr1hxJ3n/JW0dnvF7vv6aunYXjMunEqTNza3kSxJk7Dkwk0TaWEXY3tqG3wM1JKLGNAVqO9vtNkrkIWw9p1UcQl00Rs3JYEiMhoE2xSBFIxm7cnKp44mnywOhgF+IlmnZBps6Z9Kt3e5sP5Lzg1Zif3rllYhSoVSjBgpOECqlCm688QZa2vfcc8+BaOlvcxRZAAAeEUlEQVSIx3sJyAQ9JiAT9BiB0WQ8ExfKYkg8krqopAWdQTRKQg56s2lY0xsSGurrV126YsXb1RUVtFNQQJK6C1KHlAxXkuaWlkWZJWXr1q0jDEzFgn6+atUq47mLzv6JRqtdTIj15GQ86VaolLquzi44UHGApjowDeFwWKimBqZHgqEAVbprbmlNtbKzCpYK6qPDNo2CWSGSR8NbMqHBKXMLI7k5ubUmo/HdXLfjPx569DH6DuoaTjlZkheVFAA5TJl8daTnx+v37zPo9adizjwWT1LlP2y2eebpZyESFZT8cHLoaO+afVQ/hIwTBjJBjxEoVerJXnLZz2SU12GUJjmSSFGgQaeBL7746vljMYa77rrrndf+9Hqfw+mye9pb6XOCJZSwaIkdc5KwhXfQx50ydy5Gib86+Hs2b96MCkYPi1sK5eXl084656wztCpVETmeyeSbxykVCrtGpTUo1Apda2u7MhAIcJFIlPH7A9TuCyNrlmV4hYILmkymTq1GW0PI/b1oNPoimRTaxe+dTLh8JTao4PkSXMel5h4m1YGJEa9apf7zkZ6fvv7+lyZPLDh1AEsKEzFobWknE8sHtLFGkjXlyOQw6O3T3Hln6Yzf/nZD1ZHuS8aJAZmgxwCQuKzOXFV4KJgqEUu3Jh98iW7v/uDjT4c1/5yJttaWJ85ZdO6qF5/7b0pCmW7iqZw4IWq0gWpubsbW5v9H0N+GsrKyGnJTcyjvveqqq7gJEyZotm7dOvRtbdgSHA7Hv3y9exe188IuQSnzLJntklicZjssVjtqZuw41PEejPb29kcLCwt/u2d/BcTJfvD89HR30ZZ4rExB9b+qyipC2qihHcU89G1Hui8ZJwZkgh4DcDqd1x+oJH/0aBCbIS2aCWmRy2q3f34sx1JVVXX3RUuW3vnK/+zk/D7MXkhGqzwt/5MmDxxnW0ur/Y477li4bdu2o+5oPBgvvfQShu3BLVu2fOd7zSbT+S1NrYJAklQeyIjaJamGFQbcbmfwySef9B/pmFAF8Kknn+jiFEo3G0/SKhJqmpCTQ8sF8/LyaSWJzzcA5ApAlh8dA5AJegzAZDZfgKpogos1I9buiiQjdRAyDNUedtidLxzLsaDE5gsvvPDB6Qu+f97bb7wuLhaKKkgguF4TggIFiUixNcTT0fEQuSk6lmP6TjD87EG/j6pICfl6wVyXE3VL6FvQv9HpPOzqjYORBOY9l8NyTVtHNyR5Ia2Rn18AU6dNg0oSPQcCfqziQEH/KUe7LxmjHzJBjwEkGGaG3ycYxArrgwwIRt5pcqZWUioF//unn97xxFNPHdPx1NfX37F82dKv33vnLSp+JOyfpeVsNGWA5q6sArg4h92EheV3/3pL2d33HHKqYziBqZDzzj3bhs7kOIGheYCo3g+SCzpt7lEosHb5qNT/EN3d3Y/Mnzv3ms7udyGWiAFL/kSxYad4wem0EUeK4Pv7exWrV68+c9OmTYfVFCPjxIJM0FmO0tJS57hJUw3oTgIMZKQQmPR98b0Ws6XruwxihwNr1qzZs2PnH1ptDmdBe0sTjZoZBnfLiGVuZPYgjxUKFXi6euEPO3feWVtdvdJksdYZDcb3GY77782bNx/TVIyE+fPnL21qamME/WdOiKAZPr04KJ5Hg8FEIlvmD0e7v5KSko+f+t2jUZZjVCyJoDkGHcDPpt2UCxcuhJqaWujr6YF4FHW0AXP0MkFnMWSCznK4XK7r6rC8Lvkt636skEzFXGdOTs7fjte42jrat565cOH2l59vBoxOUQcZFwcxKE2SByqVmhA0BwHfIM2df/X1XpVSpZ5FIshZer3u1ouXL+OdTlev0+mo1BmMn5KJ5tWysrJhJ22LxbJi91dfUo1pjsM/F8m9W+gklAx2bTYbv3HjxvfXr19/1PtkONV+vVY3zxcI0MevvfYaLF++jETXPeDz+cjrwj7JBdGio96ZjFENmaCzHHa7ffnb730AfDyRsmeSqjeE6Jl2iFCtCavV/PLxGtcvfv7zB55/8aUtr//xVbWXyokyqRZq1LPA1ubBQa/QXUj+RVBkSdRaxnywz+9nmprbnOQ5J8fyZ7ndOatuvvGGpMVq67JYrXsVCvYNvz/4HKrpHc04dVrtgg604xK74oXCOrHyJJUeYsFg1Pd9VzXIoYIQ886J48fNq6iuF6J08js1NzZBjtsFjfUNwLEKmuoY9PnGD8f+ZIxeyASd5dDpjUWdHR1UBOhgpMvrOFCRaPVAVe0Rl4gdCcKh4J9OLjrl8k/++mG6s5BTgoqQs4+QMC5pomARLmiiVVWcECHHK2guGKPYJCNEsXyCgY4OD7R5OjD/kMsxbK7JaFg8ceLE+355xx1DZpOpTqPTfRIOh3euXbv23cMbJT/JHwxS5bpMiVEaR4v3cTxajW7/cJ2Xzs7OR045pWhjZU19qgW+tbUVLly8GKw2KzW+xXF0d3Wz69atW0aO6fXh2reM0QWZoLMYv/rVr/SzTi6yhIYCKZ0NRGZjCgI99kwmQ98XR2AQezRobGy845qrr7p815d/py3UGIkqFQrq8I1j5DhhjFh+l+kByNMuQI5QNEdbn5M8vh6jka0CrbWYJPSRqLxvN4nAgdGSN80hhzjHaDDcsnfP7qTL5e6ymC17VSrVG9F4/FujbEJ8+Q67TU1mCjpRsJI8kiSOBEDz5bhwaDTqhy09tGnTpsFnn/nPbo5jXVJFJOpCI1g8JzgNATas9EMslvwxeVom6CyFTNBZjLy8vOsaGhshGUtm1D8TYsFmCz69wIWvOZzOfcd7fCT6a96xY0fFhImTZ1VV7KXSnoJXoph6EdkJUxyYPUjQXLVoXYJrioSo8P0udw4UFhUFctwubt++/dqK/fupuazkUI6ROH623+vFjXxqfy4h1ly1Rr14XH7+fT/915uHnA5nnVav/4RMDKko2+FwXFNZcUBo5eakLsd0gw8riiRptFpQq9UfDOe5icTiHzqs1itR3Y6lVZE8dHo8MG3aNNizZy8k4kma+oiEI2cO535ljC7IBJ3FsDscK958931CVslUByGtQBBroDPV2Bx2x9sjMcaGhoZfXHLJxW82NdRR129pEqG10bxgIYWgri9JgaipFoYgJgKLzlkUzM3N+X55efme9evXz1m29KK9B/bjXMNLpjEgEL5Q+k01PwhwYTIeGoLq6hqorqnVkjfMUXKKOXab9Za66uqk3eXsmjxpsqqyspK2o3OckOJgeUkoKd3qbbXY+M2bN7+1cePGYTsvPT29jxYWzbnyvQ8+ohMCDrulpQV+cMnFkCTkvBcFp8h56OvryyOvs8OV/5YxuiATdBZDpzPM6+3qFsvYhJI6YNKLXBI/Yw5VZzh6g9gjwV133fXW08888+kZCxed8bdPPwI+GhYbaqTyP7GBRbSnYhIMrfKQao8dDvtNVVVV+7dt23abxWxa/8Tvfifqe4ikLClDgUjyInHTZyVOEy2/ImSC6Ojshg5PF8uzkIukjOVzNKHAsqlF1lRyiBVidKNR7x1ugly9evX7Tz3xWIyMS8mLKZWu7m4qpYpejcIg0NLLw5SVrbuUPBiR30/GsYVM0FkKzD/PO73YFo2F0+mNDF9YSlS0nhfzvlziscceGzHhnb/8+c9nnXvO2c/PLZq9gkSzyj379kJPZxfVokiKZI2gBMuIkTASaiQCu3btejHH7eLfevMNprWtnearU7oeYoIj9dlU7p1PGwYIL4pdlekScD7Bg8DzJHpmGZrOSHcNguCsIj5ntVkDJSUlVpRUHc7zwipUlXqtpjAaF1UHxakV5VTJcdPKnKFwiExIMZRklQk6CyETdJYiNzf3Rwf2V0AsEqUkI0STwmtJKvGJ/zhB5Mdi7hzJsYq6GOi1h7rRZ54275RrSRR8dt/A4OTGpgZVXV0ddPcQwo6K+WmxUx2DVjSZra+vZ9LEm/HFTCrHIT7P0mOn5CwSttTuDklh0qLpE/FLWE4hKtdJdc/CfkFsi0cGx8j2008+KrBbbP0/u+n6IYc7t1Gn1X2WTCReLbvnnj8fTeOPPxDcmZ+XU9jQ3EEnCZxyGpuaYObMGVBPzol3QJgPBgd9xUe6DxmjGzJBZylsNtvFH370GTVEFS7408io5wAkLbfbtef4j/AfAzvpIKM7rry8fMb3ixfcyHLsubF4YkZ3V49+3/790NzSRCs/kjRiFrwNMysseDEBLRgBSOa4bOq9EjBCz0z/JEXyxkhcrTWQ13lQqtiUIFIqbZ8UCqPxMRrQdvb0QWVtrZa8bxZuRr3upqWLL4B/vemGAafTVa3T6T+IJRIvk+PZfajnAsvtihcsuKe+8WVgFEp6RdBBrhKmT59GxqQUPBHJWAcGBuQ8dJZCJugshc5gnN/UVJ/Ks6b1i9OgJWIsR8jc/sYIDPGQUFZWhqmXlA7HmjVrched/f3rtboLL4pEY3M8nV3WiooK6vo9NBQQUiIZYXRqGTTV1i4kTKTctFSRIeWBJJKff+rptGoiJgrlg0TQkM7d4yPkRDR0xe9OZuzL6/ODt6IKDlTWWEkUXqxWKYvzc9yrbrquMeHOcXfojMYPY7HEk4SwP/y2Y9+wYUPfM0//Zy+wSQeIC5QolvSXv7wBBr1BGBfZr7evnyktLf0B+cirw3LSZYwayASdpVCpNe5ETChrljKxUhRIn2MEBTa8dNYz3GGbnI4U1q9f7yE3m8SN5toXnnH6tecuOuuSeCw+r6un11VbXc3U1tVS/0A+mUib5NITIfkxZiTl6Yt8iqR1OgP86Oofwm+2bBH0NzKuOBgpEyxWwURicbqAKZC7QPpJPn2Vgnl+7KiJxxNQ29hMthaOfKxApWCvzXW7r722qjJhc9haTGbrR0qF8qXy9evfyIyEyVXDR3arbYXPH0p1MmLbOXZfSk0s0WiEfH/yhyATdNZBJugsBCGxueMnncQm+fQCGcumL9MlKqH6z2ZzePvvf3/COkSjhjK5eVzcqPrcguLvrVh41plXhIeGigcGBsfV1ddzqAgXDAQgwcdBlHMWyvD+gTg2RuIPP/wQoIOKTqsRz9c/IHP0T4wMiVUj9AWkZ9FhhU0l/TObgqRceTjJQmNrGzS2tHEMy04iv88ks173k0uWLOZv/dnPeqw26wGd0fA3g86wa+qUqSv+/uUuKtgvTSo0XpcEr4Q0i5yHzkLIBJ2FcDgcV+7Zu5921yGYFDkj+JRkJZK20+1sGrGBHgOIC447xY2CTFhnn1H8vR+Fw9Gzurq7J7e2tqqam5shFArSFAVG2Ulx8VGoweah3dMJep2WWkxRuhWk60ShfikXzdMond5LEX0qdk4/LxF66n3pVQFGei4eh95oDPq8+xjYs89FfiOXQa9bNH78ONr+HifjVJI/Vwy/k/TTbGqSwREG/AFZlyMLIRN0FsJoNC+srnqT1hODVFrGf1O/WCJol8v12UiP91hjzZo1mOdN5XrLy8tnLSguvj4cDp87NDQ0c2BwUFddVQVdXV0QIRExAp21UUCK5qjFUurU+ZNqFsltjFaWZOa40wuymdH5wZE6T+u6eerYrVRyEB4KUyfxTPQP+qB/XwWYTCZ0CwdQa0RyFvYvNOsIBraDXq/i5ptvnfzkkw83DO/ZkzGSkAk6C8Fw7LSuTg+tcBC4OcOxWuq0IJtKoQCD0fzHkR7v8UZZWVkFHLTwOG350usZhr0oEAwW1tTUWHbv2g0cNWoVYmJeWkvk+VSDSjwWh0RG4YSUE0akm4LS9duM+FZMPY0rmATnnHNWldvl/LtWqzUSwl78wPbtWn8w8I2SG/xsGHPpZLJN8Amho1GsHpQidYymlSoVOJ2W88gTMkFnEWSCzkL4AyF7KBgif9BJUWdZEMGnLd4c0Ft8bLdZ4f7773/t3nvvHekhjygOXnh85NFHhvbu3atBQSZeTGWk6FBSsCPEGY1FUlraEiHTfH/G++hjmpYQSZpsJpMNllx0/tXr1q17SRrDa6+80mbQafP9ogZ0JqIkSo8n42KjDU4aCeG3FON1rMmeOXtWe21N5bG1wpFx3CETdJYBo0GFRsuFI2Eq0fkNiUzsHGQZobKAQRdqy8DxcFA5kYBVITabVYOnjGPZzKVBCmmJlWcZQWGPE0Lr5EHljJkLhJRYRV0RvE/+6HiVSuUqLy+fzHFcgcmg3/bFZx/nd/f2fcPxJt35mIQhEkVrNBpQKpTifCHmzMnr7vxxcQYSC8T8u4wsgkzQWQar1Xr2rr0HaCkWgtbnJgWHaIy+WFGLAy/ZHU7HiLV3j1a4XK6le/fsFvwHpYVBSHdhSoxtMJrg0ssvr45GIpMam5qoqBLqbuPCrFQdIm30Yxk60v6Aj/mfnTsfGD++4AG/bxCamlshTA0JhB1k1m5LOw2HI+LvKHQ7Ai90g6q1esh1u0pJNN567M+OjOMNmaCzDCQyG683manofZCQNAbI2Kwi/O0naC5ToUwAihybTeYPRni4ow4Gg355CyFMQTEPkW4XF04iK3oQGoO333bbDHympKRk4qUXX3xdgufP9w36Zvf29FgPHDhATV5j5DdAqVMaYUvETf719vdDT18fSO3p6RZzPuV1mIlYNAIJErEnkyRqVyhSinoTJk2q27Bh3ZbjdX5kHF/IBJ1lqKur2z5r6knXRIMLT6moOEBto+LRKEQiYXpJHqGEkQStWg1mi3kR1kyvWbPmkNuPsx2ESL/n9wdAgakEJr0Ml851CDXRNpu1Rnpm48aNTeSmXNzgjjvu0C5duuQKluUuDQT9pwZ8gfzOri6utqYGAsEgIe0obSWXqmx45psVHgenOXDf+NtF8beLJ0BF274BCiZM4vU69bJjf1ZkjBRkgs4ybN++PUJu5m7atOm8Uwrn3O0PhU6tqKrVNNZVE7IehCghanQHmTxlMhJEcV5+wa6HH364OxoNv9bT07eZkE3dSB/DSCIY8E2gxEwX/pKp2udM9RKsjTaZzN/aor1t2zas1XtW3CjIRDh//vx51xKiPdvrHZzW0NCgb2pqAh/5TWLxGMQJYWPVjZTGSJEzSEkPHqJkok2ISwZYteF2u5665567a/7BEGRkCWSCzlKsXr0aXUGoMwgh3eJTTzl5pT8YurC2ttZWXVEJns4uqNj3NYQCPrA5nK4kDzfZjLqbtt+7tT+aSLwdCIR+czjCPtkAXGCNhUPa5DcMYkHSZwVJY1qn0yF/v3CY3/0VuflKeox2Wqedduq/k0h6eTAYmtbW1qpCTRE6iZJImZbwofwpL+lWM/QqiKZKyP/GT5w8sH79PT8lBD1chy9jFEIm6DGAkpKSz8kNblQdbm7hyaX+QGBJQ0O9/cOPPweWEEH+uDwwmq2Q5BmbWsVdNbGg4Kotm9YFlGrtZ6GhyCOlpaWvjPBhHHPY7fZ/+eyjAykXF8DcPZuWHxVZG8xma3Lz5s1fHM2+1q1b105uVosbjbCLiopuJoR9HomwceFRUVdfSyJsH9paCbnshNDcordYSQSvWyGr12U/ZIIeYxDV4dBoFMl6YlFh4V1DQ+EfNDc356ONkoLhITfHSf6PwYPN6TaYNLoLbHbTBU8+8Vg8EAztGxoaeq63t/8R8TI+q6DVqpe0tLWJJRvpuma0QZQcvPE5o9noGe59Hxxh06ue+fOuI4R9Vn+/d1J7e5u2qaEJFColek3+fsOGDd+aYpGRPZAJegyDkHUTufk33FavXm1esWLFbYSsf9je3jFj975qNhz8kpC1HQomjAen06XQ6g1ztRrN3BnTpvz2oQfvbwlHon8i5HEvIZOs6F4jFFwUjsSo1vLBEkpCGzeVQEKpz2Oe+sm86kFgffaUKSctJkGzce3atc8c6/3LGB2QCVoGxaZNmwZBrERARbilSy+6IRqL3xAMBObX19epv9q1D4x6LRI12eyM3emeoNVqbx1fkHvrA9vvGwz4A59G44lH77777tdG+liOBLfccoty2kkT7SmtEjHnnJI1ElXoUDhfr9ced/1sUbVPtrUaY5AJWsb/g9iR9qS4oXD8+WeeeebKAa/37JbmZuPnX5AAMhEjl9puyMvPB6vNbtbqDEv0Os2SrVs2xePxxIFYIv5CXV3jQ88880xwZI/m0DB16tTL9+/ZTV2/OdHiSmrwZgUJO9pFaLPacSHvhNHPlnFiQyZoGd+J0tLSd8gNbnQxq7CwsCQQCJxfVV1t+tuXu2l5WI7bAfm5ueB05yiUam0Ry7FFs2dN3/yb9fd08AruzUgkfm9ZWdn+ET6Ub4XZbLqsoamJejQmUy3WIkSxI/yPSqUYevDBB/tGbKAyxhRkgpZxWBAXsy7H+0jWZyxYUOL3+89rbm4xf/31bojvrQCHzQK5eTlgslhAp9XlhcORG5SQuGF9WUlQpdF9EU0knvz1r8tfHE1VCBzLnO4dHASOU6VczyXnFDpIsR5ao9VlRb5dxokBmaBlHDEyybq8vHza9OlX/SoYDC5pbWvLq6qqhtC+KhKZGsFktQCKf8QTrXoVxy5y2u2LykruevbeLZtrkiz7itfru5+QfddIHks8Fs1PJBhqEIuQHLEE1ThRA4NVgFar+WQkxyljbEEmaBnDgrKyMuxouxnvr1q1yrh82dJ/D4VCV3X39syuPFCh8A/6aAejxWIGRqGAQCTG6rS9Mwjhrcp1u1Y9eN+2viTPfOgLBh9au3bt+8dz7FjSFgkHOUmZDiGlOKhtmKjCjy3WarVqx/Ecm4yxDZmgZQw7Nm/e7IcMfWUSXV+oUqn+zefzL2xpbbM3NjYCIUTQatToiQh9/f1gMhrtWo32MovFdBmJrKM8w+yLx5MvdPf2HvOaa6vVevV7b39BdZ1xE3LQQF20GVHMCKHWavkHH3zwve3btx/L4ciQkYJM0DKOOUh0/Ra5wQ0XHJ2Fc2avDA2FV9TXN0xvqG/gmts8YNRpUYAIJVDBaDYTPlfPVykU8wvycrZu2/qbVpZh3/IFQvcfi4VGnU57TnuHh/r9gVjvLLiW8BkuKQwYjMbe0ZQ3l5H9kAlaxnHFhg0b0EF8jbhhdH3F0FDop729fcWNjc3GffsrqTC91WzE1msIBoKg0moLdGrVTTa79aZHH34gGIslPw+Fw4+tWrVq5z/f26GB0O8UfyAEGrWGltQlRPU6zD9TcX7qmgJgtphGbRWKjOyETNAyRhQkIk45cBOyPjkWi93Z3d29pK2tzdnQ3AqxSB1YrRaymcDudYBao9NzHHeeyaA97+EH7kez633hWPi/2to8j4pKfocF7NArGJenp56NHENtwqSIOQlpNTkGFews5veG9eBlyPgOyAQtY9RATF9ch/fXrl1boFQq1/j9/ks8nk435q1bWj2g15Lo2o5iQUYwen0K8p65eq127tTJE+994P57G2OJxB+9Xt9WUYzoO5GTk3NFe1ub0D0IGV6CybRDN6Y6NGottnnLDSoyjitkgpYxKiFaOP0MtzVr1rhnzpxxZzAYXOHxdEwi0TXT2NRCTQccDivYrDbo7tUy3d09k7lk7LZp06bc9uB9W/t44N4LDA09UFJS8vG37cdms12468svCRlzokYS5jMgbaQimsGazKb4tm3bxrRWtozjD5mgZYx6iDXSv8Rt5cqV6nPPnf5TnU73k6GhoaJdu3YpK2vqgGM5LIGj+euq+lbQd3rtKqXqSrPJcOXWzRujSYC9CZ55cWBg4DFR14JCo1YXNTQ0AMeJWhv4JImeqQKz2N7N8ww4Xc7OkTl6GWMZMkHLOKEg5pkfFDesYf6BwWC41e/3n0Eia2N1dQ10dHjAaNCB3W6FRMIG8XhUpVSrTiX/OXVcbs7Whx64v4thuK+j8fgbuW7XxEAwBCq1EqS8s1hcJ9zHVAeXBL3e8NU/HZgMGccAMkHLOKFRUlKC6nlUQQ8XGadPn357IpG8qKGxIbeqsgqaWzvAoNOBUa8Hu8MGvkEzqDRat5JTLLZYzIs/fP89se6ZpSEzI6U58DleIGk1qwKdTpP1hgUyRh9kgpaRNRAXGW/E+6Wlpfbly5f9gpD1FV6vb2pl5QF2f2UN8IkEevmBXqelKZGKqipQKDjgsEGFljjzlLDRj5A6cJNNpVajg8qzJFof2QOUMeYgE7SMrMSGDRtQcY7WW6O+9YIFxTeQ+zd09/TMb2ltVbe0tIC3f4B2DtrMFogn0AMwTi2l+BRBC13eTrf7E0LeiZE9IhljETJBy8h6HKxvjSp8s2fOXBGNxearVSo3wzDWZDyuG4qEtfF4XB0MhpShYJAJBUK8Vq+rVigVy0b2CGSMVfwf5hrCQNoTl0gAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>