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Contest Architectural VH2O-90 (Contest Architectural_VH2O-90.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VH2O-90" ShortName="VH2O-90" Company="Contest Architectural" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>9ab1b8f8-ac0c-4bb1-999d-2c77065d7297</Thumbnail>
  <History Date="15-01-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="20-01-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9ac1d303-8c8d-453d-913e-585318e8b9d0" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="4" Lowlight="8" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="17,18" If="'Colour1Func'==3" />
      <Else ID="19" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="13~19" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="27~33" WheelPosition="2" Colour="255,128,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="41~47" WheelPosition="3" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="55~61" WheelPosition="4" Colour="0,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="69~75" WheelPosition="5" Colour="0,255,255" />
      <Function ID="7" Name="Lavender" Display="'Lavender'" Dmx="83~89" WheelPosition="6" Colour="255,128,255" />
      <Function ID="8" Name="Magenta" Display="'Magenta'" Dmx="97~103" WheelPosition="7" Colour="255,0,255" />
      <Function ID="9" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="6~12" WheelPosition="0" Colour="255,255,255" />
      <Function ID="10" Name="Rd/ Org" Display="'Rd/ Org'" Dmx="20~26" WheelPosition="1" Colour="255,0,0" />
      <Function ID="11" Name="Org/ Yel" Display="'Org/ Yel'" Dmx="34~40" WheelPosition="2" Colour="255,128,0" />
      <Function ID="12" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="48~54" WheelPosition="3" Colour="255,255,0" />
      <Function ID="13" Name="Grn/ Cy" Display="'Grn/ Cy'" Dmx="62~68" WheelPosition="4" Colour="0,255,0" />
      <Function ID="14" Name="Cy/ Lav" Display="'Cy/ Lav'" Dmx="76~82" WheelPosition="5" Colour="0,255,255" />
      <Function ID="15" Name="Lav/ Mag" Display="'Lav/ Mag'" Dmx="90~96" WheelPosition="6" Colour="255,128,255" />
      <Function ID="16" Name="Mag/ Op" Display="'Mag/ Op'" Dmx="104~110" WheelPosition="7" Colour="255,0,255" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="126~128" Colour="0,0,0" />
      <Function ID="18" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="129~255" Colour="0,0,0" />
      <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Effect_1" Name="Effect 1" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="128~255" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="1~127" />
    </Attribute>
    <Attribute ID="Effect_2" Name="Effect 2" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="128~255" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="1~127" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5" Id="f6f39a0f-35ce-41d3-8d2f-707c780a8ef3">
    <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="80c9a8ec-5795-4f90-92be-63d6e962845c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="8" />
      <Attribute ID="Effect_1" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Effect_2" ChannelOffset="5" Wheel="23" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="9" Name="Cyan" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="10" Name="Cyan" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="11" Name="Magenta" Number="9" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Lavender" Number="8" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="15" Name="Magenta" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <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" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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H2DHuF/ijIhuHncvmOi9j1VKpICtB1lJtuuikvPOvLEAdXcP4GRuyMa57yajSTSioTllKp2JPNZkwAj9koZewFA4moNWsE1gbdbDbbeDH6nEptSQG6joIczNrAH7GAZLO5Sf3ROuLiYUkBOpULliAIB21yJ88AsfTiyFOEw2eQxyXyj7e/RwmKI8WDaSbpDamjnDhxgoMLhInw0yK0P5kbyquekVyqQacyCRJSWNC+1m7qWYq8WywwazHBRqRpDh9ZtFKZVpICdB0FSdUffvh7sa9sFeHFJbTqXC4F6FQuXEL4N8b+8hqoQ20gtAmhPC+KMCWK/dS9yjDLVC66pABdZ5ExEZiMhCPtM5vQpFNJ5cIlSCS14hwufiLk26vIW5L+/KavpABdZ9FJ8K3EVnQWfngiTSbVoFO5YOESZ25uEy/Ox2ErstiwSA6OcQoWpPrz9JMUoOssUXYyjuoNTV4NJzekDofDfunjkcpkiE82KtHJYihq5RORccBUGFI4urlULqakAF1nCaUNOZZk6/JFYjUZrWWnGnQqFyxKSY58N6Nc4RR/dhNuRTldzPcoYngx+pxKbUkBus4S6jyT1bVjky8hlClApzJZInwSo39wbuKrKCFWheFaurljU5kWkgJ0nUVWJLWP6sa5yWxSDjqVSRLP44q5kdj0pqPSrTpqg63qEqCCRCrTSlKArrOEYXX3OkiczziqTJpKKhcogisvejbPdkRleFFdSytSJjnpEFmTUplWkgJ0nUXKJMURlWhy9tGFTL3USJjKBQs0aF0kQSdHisttxb86IWwlm9jDAxIGQQrQ00xSgK6z6NVjhXsdJdk/Q3WkGnQqFyw6dWqNMmSJ/fSrJLdEF8r3pDKdJAXououuXDJm1Q5T0WpKupPKC1w8j0tr4W1FvUlbfsxWhKlcsgVBCtDTTVKArrPIRMG+GvtMUV9SeeGLqbQzarv1vh8z7YBMRFWlMg0kBeg6SxAEki3p44dppRp0KhcsyL9vC9f6TjV068lhDYZac4iLy0IUQKcc9DSTFKDrLLYw6FgCA04aSZjKZAjKXiUDUJL+zzHl4abAjUK/Uz/oaSYpQNdZpK1MSpUuTnGxUKQizaYadCqTIOr3VHbT20bV311WY3QUC7lAnsr0kRSg6yxYbI6brQ5AnUkT9qdy4SJlUCTp01hem274d5zAiyvOp+aQaSYpQNdZYFD3UPN5jJ++sbmnAJ3KBUsYynIy3Yvhnl3ATkQRxpGEQowRVZXKRZEUoOsscTLHKpZ1x9oO5nAKu5XKC1SQlC7y26wW4m1ERi540sHrVEeYbpICdJ2Ff/hV3J6S+6S5OFKZHFHAG1Bl1tBR2fmlrlUo3S3jG7NTmXpJAbrOoo2Eo3/4NuRbCz9QKUCncsGiATrxuYJz1jmg3S1R6asUn6edpABdf6npaJeM8UollQsXGPrCihVbFfWAokqEwm5hd7v0hzjNJAXousvE1JJMJtWgU5kMCStybsQrtTiKMNSV5a0eHe2TGgmnm6QAPQVSC6JtbgQoPGGYZrNLZXJFe2Y4NEeCw0iu61J6Y3pKCtB1Fl3KfjzFBNpMkGrQqVywwJoRl1nTkmScncAVrT5XHp7KNJIUoOssnucLmXRNjUWaf/hLPwXoVCZD+HcEjDapOOJoQv3J+ZPRFn1MGuo93SQF6DqL7/teEATVXe2Err6M/7w0F0cqkyAZz8tVbos4aOEkR0KFea7orR3sTIH5FKCnmaQAXWdBpZSgRhJHXniah4RSI2EqkyJetmpqgSpJkizFYZkOBdBputFpJilA11kEfJc4IZIWGz0YV1n2FD6nod7jyZYtW17X1tZ2QzabbVOTXoPvi7wQXhbfhaEshGE4IgNZGC4MHy8Uhvb19g48smnTpucudr+nWtTvKieNziwNFz06mjDp10Emn1daUWX6SQrQdRZbwbu2mVxXXEm9OGrLpz71qb9+wxve8CfDw8NqnKySF1I5KNPI8Ahxnnlwrr5PCrgpn2ugTDZHP/jh/8gzZ8509/b07uzqOvUv6v0/3nnnnWcu6sXUWdT1N4+fd99aCK0TtKlJKGUK0NNMUoCus3i+JxJ14RIliIz36TkmS3rTm97kz5s3L5PP5zO+72eURplBLTpdj44ySpCeid/7YehTNsvv1X52O6gXVN7IuK8ClUTV93iN/0L1vZfYpvZx35P9jFe+ZN/u46NtsDzqPZ/b09tRv8Az33nRZx4TtU21xcfAWRfvV61a9aq9e3fTrNkzoxStGL2+vj7qPn2GBgYGaGh4gEqlovoLqb2tgy6/YhU1N7WIjvb2zs4ZM25YvebKG1pbWu978qknygrUh5SMKBkuFgvDQRCUUe5JaeHqzxrKHC8Iwb44vn4Vvs5/72XV2GdV932+B76X8c0HtReux8uqPTz1Fb5An4vFctDT09t/+PDhf3nHO97xbuRunug9n6ioLrXAKM1J+1XzmLAsfxErCV5MrdlrJF6JFCe7P6lcmKQAXWepDLN1RaoHqDKh/6233tq+cOH89y5cuPCNzc0ti1tbm5vz+YZMY0ODUMt7ToCz+a47SD/bdikbteh8tgYhBWghkp4657LR51JERUP1cU7qalOVQxiCkvuq3/JzLVnrD0wzwumEzYxmMjwwvSMihxXeJoTZFnLfNOiGVa5F++7CyOq1t3MfKOoTUUdbG3W0tun+mQANBTJxlWpoksLj4/t7e/lPHa4mtUxbPpdty6p5TFCLNpg542ZzVXgiuc16r0kHvOP7oPfBOYNAX3O5pMecMZ8Bk9dKjatWrvizf/qnf3jjzTfffMXWrVsHa/w8zkvUXNxaqqEHS2fs9IXEhQlxBUFYHpnMvqRy4ZICdJ1FAjHGKRqLB2fdi9be9+CD3/rMm9/8v1r7B/pJLcepu0etxkWglvJFGhxU2uKZs3pJr/4LDJJ5Uvu9xryjTWamHz4ZusAZ6nJH0XkpAnEyIOpy5a7Vn4FIq7oEZVcYwELe4ZAnGps9TQORzaTGtfDMK87vmfPjeylloripLd+IPsYTRwzwbl4J+96dXGx77mhjnxBWWrtvFL0RGnC14Iv3XjQh2euNj7H+w5IBnxz39tBq9bYvFvzMXfFMO0GoJ6RyuUzNLc2XvPjaa3aocVg2mZq0msRbi6XYfc72y81eR1Ev3YlVvQ3k0GT1I5XJkRSg6yzq2TPV38YQxovynO7uLjrbfSoC0VwuR2qNTMMKlAf6B6ixsZGUJs0aqHR8W4XU2p5JnWdAzITyshuVBk7TI4M3vgEdXdElhjah/WdlGCGdPbJcLqlleok1WbWSZxALtUrKmis0x0zGI19ppqVimTJK49dAFVJjU0PUt/iyPR1cLG34MU5rl+Sqn0LvH5TLvEupVNYuiRgftb2kVEU9YXiUV2OF/gD4sdKIozSlA0LxhKNttNKsYuxyPzaa4VqCIOTrgVYsHZArqf7w6kH1wzMh06BX8B3GB9cCPjyXzVODumdetJqIJxIgciaTXfzVr3710OatW//41ptv/vq5/raqST6fn9E/IPXvwVGPI1iOJmVnVUCW4ggGJqMPqUyepABdZ1EPc6B//KGTNSx+xR/I17ICnzCwQQWSQaa5uZkfnP7ePmpXS/yGfF6BX4ZBiMzSGVBsa7ZIm2cBIm2UQlJz534Y7TrWpzzzKNsIMwBvEO3Hzanz5XO+AuMcvy8psM5kPQYxn7VoBQq+LlSK79F/YbRoABXDMbRZ49FiNWIiq797OuLNs0yIZ3ukgCzH7WRzeVwtt4vzNTU1RYjDmrKhQGx/7Z+n8VxPKEE87vo+2GoKdgz0OIIRj+6PG0OEfqjrcUgOPg4TkL4vRtuPlGIbiORSXZ4+r9p35oyOhW/4pdfef/9//ufhZ3bvfs/73//+r4z3mxpLGhsbZmngje+dFT3BuNq06b/QfSyVgmMXcu5UJl9SgK6zFAuFMrQwYUC1mtilsws2AB9oqb09PQzOADd4MbBmprRFaK1RTl+jo+smwigBDlMFvNFa9WOfV7L0AktEkNiPVMmc2wfaM+Fp6JvVULFkP3nyOHV2dlJZAVN3dzctXLiQRkZGmA7IqEkFroQHDx/m/re1tlKr+mOgV1ow2sLEg/fDQ0PUoFYJOaMRWw04qz6Xi0WloRapUCio/T3q7xugBQsW8Hk8Bu2QLE8/qNoZ6O/nccjnczRr1iysUujY8eOGDw65Dx0dHaPsBBGN4lTFHiWRu2S8+tDav6ZNYjpBxMa5hL3Bi6qc9Pb0qrHruOR1v/SLX37ggQeObd++/X0333zzP1f9sYwjLa0tndDufS/jaP3Jbguh6Rw7aQqeVJUi0N//0PmcM5X6SQrQdRYFJsVstonfW061UhjkFJBZvrKlpYXpAQBMk9GiwaMWFYAFCqSH1APVrAAcIKYdMyq8RERoeEdjwGJciJf5tSaKsXhyq287FaCjbwDAl156KQMRgK8F4KteQclES2gFZEsWL4kmAt0lydSERZCsaifb1hZdB09CtldGK89mc2p8NLjDWwOvOI8FGQ2tGnwxEVjnGHznZ7J0yaJLEveiVsUR2+fRY+OugizX69FYTjhC+ppOEdIBdnsOEU10vb09NGNG+4JfecPr/+mBr3/9L3ft3v2B9773vX9Xs+EKga/4dde/KGt/ZskyV5bbsNyznXB9gsNMV1dXafPmzU9N9FypTI2kAF1nGRoaHmxpaZrJDyIvlY1hSnoGVPQDOzgwwJrfrNmzGXihSbJmqf4AdtBMwcVCI5XqtV+9ArwBcL6fqwgUkxSF8vK2iKAeQ6pPHnGj9i9pdCRX+wSdYFYDSTrHeFXwdk4MFXt/2DOMBZSVPQX9IcJIQbWaqUciWgtEqwgZ99t+E3uYjO0vLAy/HE10yV44793SUmZScVYto8j8RD/suYz2rbTfs2dPU+eMtrm/+Auv/ttvffObd+/YufO2m2666TNjdlbJlVde/qldz+xMrH5EPBOYycBW/Nb9wm8IIH306Ikfjtd+KlMvKUDXWdQivRcPhsOokn3L3glmGQrDU7vSHpuUNsiaMjRR9fCEZjkOYA6cmHHQCn29vUwHNDe3wuB0nikjKw+yORocwLHaojRcrTD71WzD3e4bA6U2RuqDPYoMpwkXvWpNjCJSnSW6fi/NhJdYJRDF5zNudGS8TeCyHZ1WxEApa/bDnejMPbCTn8NcVx8LM1nqjIW1rzM6lTQUDDTqPrUSaJn92te+9tPf/va3N2/fvn2DAupPVDvs3nvv/cNrrllzSak4zIZLKbTx01IcUW/N+LOBUykEjQ2NTBv19fW/Y/zOpTLVkgJ0vSUMj6knbk0c02H1PA281p1rjtKcwTUDqME1t7a0RMYm0B/ak8FhjY2fMrjWcjlgWiSby7Lbm6udJQ1CrrhasbMtepqd77W6W3G8T5HnQ018FaM+CnOMMACL9A/R4RWGTSFsosy4HU0TuIBpJwAy1205/SrXCE45jD9rbTKpbSboYumuAnxnXCztYg+UzuIi5phHg7a7rZqYfsu4j7h/Pd1n1WTdNPMXXvPqjz/0nQfv2LZ9+x3vetd77rVHIdjnm9/8fx996snHtR+4p70zeMUibTou5yymO41NjTwme3bvfvyOO+7YPkbHUrlIkgJ0nUVpvXs833+tDLRlXeOn419svBrgsQEZUoDbYt6DdwZgQ1sOQhtMISNwtga04eEh9b0GaXh6eGzAg5YaOi5VWkT0byVnKiLAZRA0S3XeExxpKMnVZhOYP67mbtBLyArgtCBpz28BTMZtOmCl9xJVzldFa01IvH4RCYcMn0ZLGLc4xkXGzE1FfxMcdUUvx13i2Mm1ylnBUff0qPvb0PGqV73qnoce+s6Htm/ftuWd73z35s997m/+9cTJI83FYkH7n3tCA3P0G4nbk8YeAX5ftUUDA4PyzNkTvz5Ox1K5SJICdJ1FgefjcDMrBiPGvzihy2h3LPVElo02DOOf9UgApQHPBuadHbct7UUbewTgwS8bzRtubnnraeH5jn9GHM1XUUKULOWgsc+QD0JPKBqDxtL6klJroeWidlMAACAASURBVD+2uIg08XNND7Eq9xScySB3jwLqXD7b9sobb7zr+w//920rL1vW/NB3H+T7LbzArEQqOW8rkocYXkJobdeu3X+1adPdz9W/96mcj6QAXWcZHBz5ATSVggJP647l2VwIWN6bZTQAGHwyGwUN7wxwhhaN3Ara+QLQHBiqw3gnkHZ98w0og0/kYA2hI/6gCcPIJY1PcmSvMj7U8ZLd0AlCGo9gs28ozwl7EhSB3Wb/HUWTWBcPGdMbsrY3xAR7UOU85yDndf6xzhfGk07oEY2rRY8vnqFC+vv6lCYsmvv7+2jOrNl05uxpdvULRRh5h8BH3sP9V+cOEUCjtOt8Y55y2SztP3jw8O23f+imC+5QKnWTFKDrLBs2bNjz3e9+R3+QRv+VYeRPbIUDMTIZpi6gMZetx0bkOxvqP+uqbJauaAfLVbi6gdqQJtINvHVjQxNvIy/2MrAUpzZQxtSpE7dQ1QWtEqStka3SRJYkO6scmGyl5vfnp4lPZ3GNhRO7qomMAe5BS0sbrV59NfX199Dx48c4TYANjNJumLFAAWhsbKKBwYHw2LGuV5/PlaQydZIC9BRIX1//sHppxHshLMUw2nhnOUMYBEtKE04aBYl0zp3Y8AU+FZozwBkPnucEj8BYNDwyTPk8wq99bZrk03qOsUtGlLC2AxqvEhEz1KIWhooa6FtpLxsPoMeCH2szk+PuOY3FHcCJa+cTW7UI51VSa8sMarmsnRYuHODAIQQMWY8bXkVJnz1+PD9D+549+Ok777xzz8SvI5WLISlAT4EMDPSfaWlqXIT3wvC8WpKQUzZcMzRnNzTcigUrMl4aETib8G+3crMObQ5oZHiIcvkcL2nxYNrgBX5gTfPRMaRBGgYmDtOm2FvBRg4nzGau0TDqY5L7dDVs4R5nKBuqMD5G1yqc9s+BA59+YkfNHYH6nMdGpDY1NdPSJctp9uwBOn26C78/Haqfb+C/Eye6+m+//UPvWL/+9jr2J5XJkBSgp0AGBoaOMEALnQ7TM+BT6QIXcBKeMPJ3lpFpD3+hMQ4Ks3T1WGPmvygIYTQAgDIpjIxQGISUbxCcH1gDcaWxUAv3C9wlxbAixcTgxTPHuhVkwOQElFyuJ0yciTBrMx6RZ4c0nhdCA/k4Ehk4p6Wcu9n0/KYl7ToovZCpD0Rdwsvn7NmznGgL43vo0KG31yMXdSqTLylAT4GMjAztEWLWz0QJ+o1/ajWKA0mKmKsUsfuWtAEWpOkJWOs9wzv73mjDU1RWKzIkgjYpKW1acpQi8vcjvNew2qM1YxrNf04EXsIqmq5Fgcr24846Nr2IJ5ejJ4QqiFWZDygC5+ezwu3IhUw1IjJ2SgXMzbRoUYvxuyc5Z868a9QE/88pSE9/SQF6CqRYLDwpPO93JKeoHA2mboL50OwTr+4tf6g9N9hjQwFzxoSBa42z2qNseGp+r93ogqBMhaKGv1xWh/3WYkVrAup5SK3eSd01Z5uIaRdnX23ETCK01uwdaibxTfLgaud3IsDH3q/Khkpe/pzHx3MMrNboK2r34VxEr8wSWyJzASIM/awQL3vZDe978L++/Uf33Xff1ve85z13pUA9fSUF6CmQwcGRH4IDHikkQ33DCi0afszgCzs6Z5BNiK8Nh8T5J3Rujgx7ezBHXCPbmkggiNbEI1+QIOD80jA46sxvPl00xVNUsPGGvq4SQsOauDeGV0m8LalW23GsbDDKA4Ldq2j+CbueZZnccXLI9YnQP7LygwFSnf6z+n6iyjb3uyqXNaZY8EaJsIZ8vvWVN75808MPP7z+7z7/+fsPHz246fbbN24bp4lUplhSgJ4C2bhx46MPfefb7FVRmSDHTQQPrvXI0SM0UhymuXPm8D7anU6Dc8bPaq3Z86KKJJXuerGIUW+1wU9/KBSGqVwuUj7fqNOBOmA5VTLKM0PU9nOo3F4NxKsZJG3oOl+bw2MLRxNOrFgcv+8oG5wwB9j27HlcP8PKSbLSf9zOG5HV1XrNJDXp6K2I23RpJn24Y4itguLjJp4yvBaKQAgZNq5bd/VvvvZ1r/3Np556onjgwMHDp7tOPXLqzJnP3HrrrQ/VbCiVKZEUoKdA1Aoy+Pr9/1lUD3TObovyKzvGvWwmi73p5IljVC6VaI4CaWjMSBjPr8adLplwvoqMi7T6UWevkZERyuXyxo/aM5rd9CZxo/4JQTHTqsV+rlyzs/exZ5f/MgJM90qRpgNj4Nn6i9E4yCjfhyQnf4dLL7kukfgz4O47/ud8iHsdtg2zPS7jlcT7+FjrKjnaFMqG16iEF1WP1bGTgZDxb0hdT6EwQgcPHsQ3ufnz5i5fsGDB8o6OGW/5xje+cfSRRx75xQ0bNqR5Oi6SpAA9RVIYHunxMmKODe224oIsKAf21ggD6jp1UgFoiebPW6S03CalPWciP+fqUmtxXAm2MrE3cnhAmw7DLOXyeea2pfGGSJzLoMa08JGo4N0nYtSMtGppYibdwB2zj2/NjGpVAj90BHxoz7WA+gcGUE6KlixeTFZfd+0HVTlp7ljSq4UcPI8SO0WXJaLLS1wu2ZVU7YlTVOtLFQ7E4Huco8OsInTNXt2psFymM6dO0YyOjoWvefWrnrzrrrtuXL9+/fdrnjyVukkK0FMkpXL5eEM2O4ezjVG8tI6ARWgvBCRFwgMiMx6dPXtGacxZWsbBBd7YWjOLC1M1LE6V62nSiZegRZWDsi6rBdc9L5PQ7s9fq67IEFcxQUwW4Fe2E01Rpt/WVdB2xC23Fb2T1qwqTcRdA+3YsZ0jM594/HEYe+mGl91A11//M2psJvbojDduemzGv6cTGX73XLV+J7Jmn6pMMdpg7b/k+uv+64Mf/OCyTZs2HR2/F6lMpqQAPUUyMDz8bHNr49VhUIw1qgj87F6SBgYHqTw0SNmmRnaH6+k+Q4Nz5lKr10GZjBiDK65gdCeAfHYX6x6H8PIRqSuX6HNpj2XPVCuxXR4/K1sstQCqMpt0VUPYKF610uA3PmppRdHhgw0gCqNJj9o/gusQlbc5gdXePXtp2/btPHm1tj1NCxYsoksWLR733BMRd9K6UJnofamVfjau+KNVa+sh1NTclFu7ds1/q43LJ6WjqUxYUoCeIuk+2/3jWbM6f50D58gYBiWxphoKXdgU3yDV6J7Dh6m51EJNChByfo6CcsB19/Ko1Wdq7rFxsdbJJoifLs9qgZTTmpbKZF364lwgLjiL6DtOFyouRMOuDU8JPf8C2k8Asayyreox+vpWr15L//blf6euU2com/GpvaOdtj39NM2bO5cy2Vzkxvh8Fl0xxpXkSg2rvsVLFy/7+Mfv2/pnf/aum6e2dz/dkgL0FElX17ZPXL1uzUd6CgW7dGRQllRmsPC8LGtvMztnU1PLEeo5c5ZKCqxbmnWNPnDFRXUsOGxwxd45aLHVxAU8RC6iPc/UAATqhFH+af7XeIwYODJVtck4wGk+dVqw0zXlfHuHQgrXXXutAukvcxDRqVOnac/evbRy5UpavmKFGhr//Bu/SDL2ZFdRisu8loslevGLX/znd9yx4R9uv31jWrtwiiQF6CmSrVv/bvCBb9xfDoMgQ6aWn87BLNndKityOqNdNs+uXkhq09/XTwMdQ5z9DoBZpiCqdJ03YbsXItbFz3Oy3SFKERWhI28A52EOQ6ttB9H3AO2o1l1k5HqeIVYNsW6Qr37Vq+j++++n5tYmrlozNDhIu3bv5kK52WzDuNr49JQaRFlNzyDtczJ37sKPqtefr1evUklKCtBTKMVCSanLIsMh3ci3IXVF7owxAGL7yZMnGKT3HzhE1193HQ2PDFFPTy91dub0M6W0XOSJhmS5qrd33oAoo5SUeonucZ26DNlq1rUUrYSxL3IuCBIadrIi9vNXMD6XXHIJvfWtv007dmzj2o+dM2aoVUeJjh07RpcuXvo8BOha4Dw6BS6/UvxbaMjnJ4d8T2VCkgL0FMnWrVvffPXVq/OnTx8nuBsXCkXO14zcvKEx/CHMu6uriwMIAJb//b2H6Y/f/ke0f/8BAp7PnjVLA7kCwLKpUZjlqt5jud/FIh2+OfpTn4NikV3IvIxHngM2E/FAcME6CEJ+yKFhiyhpfPVox+eP6Pwov/CaVyugXqTuW4HHO6c0aYTOJ5JiT2OJDYDVZPwLsEbaWbNmLd24ceP1GzZseGQy+5dKdUkBegrkvvvu+8Av//LrtvzXt7+lNDCPss2N/KAPDQ7TnLlZXaJK6ioqAO6z3d3qQZhJDz+zi7Zt207XXnst7du3n79HhCEr0kZzBi8NcEUQy7kIa8+qjQP799NTTz9Fr7jxFTR//gJdaUXqgJVqeUOSn/nfypaj7dqoqLlsraWPE2AzLUUHczQ2NdOa1WtoZGSY7QG4giDQxRUqk+JPNxkPnCdaP7G/v58OPXdA3PDSn/vhx/7qr25957vfvXVye5pKpaQAXWe59957fxvg/NRTTzL4wQgIHhPpP3t6+pjPRIY5POh48KGZdTNAz6KWlmZOE4kowlWrVtGzzz5LR9Wyev68eSQUKAOwAXwAe4QojqVJxwVE9Sv2hUvf3n372IVsm1q+/9abf4uuumo1cTa9ymKtBljH06oriwwI43cdOnSK9fyoBQ7TTewqIJvL84pFGjsAp46d5uBsDbwXOsxo48c//iH19vbQsePHvOuvv/4jn/zEJ1b+yTve8bbJ6Wcq1SQF6DrK7bffPvf1r/+lz+/YsYPd5Do6OymrgBWFYRG+jeoovb291NHRYQrEltkHGQ9+S3MLXbbiMo5mQ55ocJ8rVqyg5557jv8WL15MXkODTi5kNGn2X1Z/tTRfCywIegGPffTIETp05DC1tbdTT3cPbd68hf7g93+fXvHKV5JPk+OdEKU+RYQa8lNAQ3e0auu293zQrIUJuxOefmw8b3L8l89f5JgeNHHpsspvzn2ssT+UhSNHD7EHy6HnDtK6a679gy1bttx/yy23/Md5dT+VcSUF6DrKVVdd8WDXiROZsAS+Wee7gB8zNGb84NvbA+rr62OwBLiWy4E20sEfuqWNLr10idJafhSF5uIYAPPJkyfpwMGDHHZsw7MhRdUOHsmsA9IJvlnqSinQng8e2E979u6hSxZdQs0tLXTs6FEaGRqhBx74Bs2ePYuuvGoN+U60nAu05+OTnOS/7bbAoT7ISfw0jcG6Rpj+ZMjYVASfsSKyUybG02rzNj1tdepibONtrWvC5jVr16pVXlH9vnz+zWDPa1687otvf/t1Mz71qUdL41xeKuchKUDXSTZv3vzKV7z8htVHjhxiQMwa+sH3tecGhxIrTbpdaa8A1jwojgCA3a8eAG34Aw+NZ29oeJiam5uh07KvMgdJqNdn9++nJUuWUFNjo36w4IoHkJY6Mb8VBlVDh3jm/JgAdu/eS+0dnXTs2FGlqZ9lTbxULlFX10k1ESxRmnUH2aw7bua9yRKrUev2KaJBrMveRLXqWmB0LuJOQPHnOCB9vPbjnN0utaOPrRpGXaONyv3cdKR2FWLbrCwvZqkMd/8LFR4FoUNxVl62kpqa8pxka+6c+ZyaoK21rfmaa972JfX1r1/wyVIZJSlA10mUprsVHhmcWD/js38xi4iLWMHQ19rWxjRHYEpdoTxVc0sTJzBqbZ1Db3nzm2nPnj3q4biMQdoa75DpDho5jHxLly6lRgXSTG+op9O64WWM4dACh06EpD8jXPn1r38DfexjH+d2AexnTp2ma65dh05yatTW1lZ4BUbX5D7848l4Bka7Twz8RLHrXpAAaLeteEmf9EixVEkMtBUni9K7JQK/o3PrJgV7bNg0ol4E1qKivWTjNpLSBeh4DConj2ptJccm3r8iV7S0IdjO5CFivxshoiDtMbXocxedRQ+/p8WLlxLn+/L1ygdduuLKy3/1tttum33nnXeemoSTpeJICtB1ks7OzjVDg/287PRMTgN+FENiAyFctADKSL6P722hWGjL8JGGBpzJZuis0mzBPcOYd5l6ZdAE0KonQ52D94PxEL66bQrsBULBVXsA3NC0D7FgzQmQjKHuRevW0YYP3U5f+cpX6MSJE6r95bRs+VKluc/WtImoBKIkvTHx3A9j+VQnA2E8L84JYfM0xyHmsd+1e+q4X0kDZfJEdudKLVlE7QsP4fcisbsO+q70NY/D36M2o75Jp78iEYHp9hf5TxCQpEFVGOMtRXhtQd+9Phuaz5q2Mb6y9w8fZ+tX6vPapImeyR2u2zl/eoPdQIVOtQpdIzQdxb8ZPytmzJjxAfX2z8c8QSrnLClA10FgHPzFX3ptfmiwlzWcAMCjNDNNb0CzATiXGajx4AE8Aco6eEXq/MwKnPH+Rz9+hI+DBg2QBli3trSwLzS2A7BXqO/27d2rtOIFpB6UyJuDH2r1pDY4UYdsmFNPmDDAtHjJpfSnf/p2OnP2DPtWNzQ0shFTA3rSJ7oS9GoBbyWIj6V1W0C2mnHCC4R0ua9cJsurEJ26Uy/z4yT7IgLF+HyxcUwX4DU5RYRN++kZkJMmL4rtQzk6N1e7id5bjxatJUPLtuOnr9f216GAnG3VgC+uG2naOQ+jHV97iD6H0cqKt3N/PYoLWUkDzuemUbuV1aPpb9RqQotawa0+pwtIZUKSAnQdZMaMtlcODQ0mNLWy4VchZVO122paAMNHHnmEhkdG2I1uRkcHb4M7XltbC3PN65S2e/nll9OuZ55hSqNd7SOMNowES1dceSXt2b2b6Q246IHu8JmzDDldJoSNhwzOJtmS1HxvPt9AC+YvxFzCn1nLD+NwbldcrLUFSibAEtf+RkcQJzRG90tsKZZLJNSfBZ74jC7NESaOUzMi1bK5JekUd4dqLoJxHxONCYpSk+rVkR5rW1dcOvSwcNLyjYo6FPoavQmMYvIiyBn42BPGLBG4A3qCKiMfoVo56YRcQpy7W6CdnqIPzmftsulB2Rg454ZTGVdSgK6DZLMNV8DtTUQPSvzwse9yiMKvCiwp4McZeTWgBYN/XrhwISeLxyFNTY3U0dFOx4+f5OMAxKvXrKFndu6kReoztGWEfsPwl8/l6IorrqDde/YwSM+bPx8d0YY/1R76kWXvEc9wlC44GV4cGj0FpOuUJCMAE0BmlryMBVUAsJIOmAhvXUsbF2Z9jXwkleSDcwYyNUW0NkySYpq2GvDpNkJn0owuzOmP3lVGx/iGw8d4greHB06TWm1g5cFjgQx/mHyxuvF0bm/YGQKzzU44kESyK+mecIIyitc2xRPdarhCjwsbY0V8fW7elLi5KueXvN6LRqZaEiX2bVd/g0ODaWRhHSQF6DpILpdbiOT3AAD4js6cOZO3xyWNpH5AAa4AbPUe+R2K6sHHA3/qdFfEIbe2tNLO7l0MAqAn4LFx1VVX0TO7dvEyHMexTqS+g9a9auVKHdBy9CiDfd649OkkS6Fdp0Z9jYxu0tXjqhm3qotD7Vb/foJGxQkntq+2m1VXXcV6Ang31vVJo0IzxCmAxX2BMZeNsWqce3p6GKQRJIT9wPVjYvQNXWUB2Z4H9zg0fbWG2qTxM973XMQ1KMb3tnIgBPPdgTEcaq/M8XO42OakqD1/8JpGfTk8PPzQOXU8lQlJCtB1kEzGn81h26Uifr0cGGL5Zoi1+ONBBvCC8gDYgpcOwpIC+AwNwsAoMkiWztW+AQTMC6uHAYbBK6+8kukOnAc5Ojg/M2kaA4EEBw4coEPPPccpMaFbcaRiOaCMHzAv7lHyqavuXjYaOCPPBvPPeHBSy296tJeHbdVof4wKXhKQGWtG8xbSkK2CLM9KVL0on3u+sScEfI8VDYKIEOLcg4Ci9nZ9L9RE2t7WRkNDQ3wduB/Yt7Exr74rMGVULJX1drUvfN9BM/nmHpHzO6i2QjmXvCrxBjN6HpMt5t56CWDV/Ln67ZWDqGpOTI2MFs+0S17t72EEx29406ZNj2/cuHHcfqdybpICdB1ELXVz+NEjelDzvh6IZ9agLFhCW8YPGz7QWDKXSkXWwNjVToGxJ3w+tr2tnX7t136NDh8+QsuXL+Mbxsl61HerV69mSgPa9vz583UUoonOA08NLTowwKAjFUvcFy4QKzJjgqubOrSadjfWseOBTXUXPMshm2M9N9x8HMAaxY+MrRmDekjs4VBRaAXh9x2gj5ScOnWKfdUb1bghqhMadEtLC3vbwI+9XNL8PgyxoBLyOf2KMebc3Tmd1B8rGdclkO+FOR9VjNf5usfZlZAUVfLrCbfwLQoGw3AdmtSyfny8O1a8cbzRl3Tm7NlSqI0WqUyypABdH4HLAQPwt775IP3yL7+O2tRDbR8evAKgoVUBQEtlgHVRG3SkfqgHB4dopDDCYDJ71mylrQ3Tgef209LFy3Q78K9Wf5evWsW5iWFcXLRwIfPRNpHSokWLRj3wHMii2oQyzi6A3mjXqwnxk45MdHk+tm90krfWmxxLm90sYp5VGwblhHmUCCDd5oiiHNuYUEEZob3TCpgBxKCnQGdg8oM2zcBKGnCxKuLoPRlG3Uxekm/PEJUVs36DbA+AFULhGooEh6Yit0uDVRuziVzj+McIHsMwkGwM9j1pPIyq0x62VnjlN7bOY09Pb985dTKVCUsK0PUQhRzsSKCw7+zZbk4Xum7tGrLJiiDW71n/2QdU88QAdu3Dql3KPvOZv6EPfOBmBcKHuK2lS5cQ6n9bn2aA9N69ezn8G/7QeScFqdWqbJIi9igpl9kFS1cR943RaILE7QTkXAHe7JX8KK2hi8YF4POiBMw23IcRtWIBZYHxRHARXBdnz57NwMw5VBRo2whN1owjELR/xkDn9sd4dsTbKq6RjZmCV0oi4+mCDMbb5nw16NjFTxq7Y3UDaMJ4KuPqOcgtggln1P2rci7rgYTbVCgWU4Cuk6QAXQcpl0u9lhPWLm6OMcik+bTGJ2m8HBA9J0l/RrFYCB4WXz3AQ8NDrF0vX76CDh86zEbA5cuXa+MTacoDvPNBBdDgnpcuWcJLcQiHCjPwj/bKKBlDZCbjR764SDWaUAInABTnG61WW6N2dVwTlCEtCFrvBGeXcSQZ5RdPkNYoi1VKl9KY4d44c9ZMLpAArtkmscIqJyoHlmjYAHRNI1rgdFDvG4G28brgKwwFu7/lcp62RZTL1RobV6JaldW07ypuedFX0obdB/o3YDx97J4ylNaNI9rmCxNJSMhtXug6rw6nMq6kAF0HKZfDHv4pK1BZtHCRdoczEiUuclJWxpZ9/QgDFAC6I8MFfho46jDQfskos3To8GGlSe9nkM7BO0DoNJ7gnfcrgMbf8mXLOJES+71GEWTW99m+l5xkX4N0RtMdQtuEJup9UT+p5h9iPCMcgB5d8LS6uLSBXkGEzP+PdHdzRCZyavf0dFN2JKPuVweViuXIc4bssVInm4rbxL9uVJ+gii+daxhFEMTfRgq4YPc8MpGi55L3REQFfqsAc6QtV1p147HjACB8X9b5XjzjileNzxbmHNL4rxcKI/sn3NFUzklSgK6DKM3soK66kacbX/lyzt9cKoyM8uKw7laxcqO/R/7nkIvDZhmAsMwucaCG5k0A0sePH6d90KQVEHN9QtIa1DIF0ocVgIOXhlYN3+nIM4Jc3LB9IUOrYFLQXGQYxsmKplIqc24k1b7RIKcdFYx/8QS8MtgzQ2nNoDGgLUNDhkH29OnTHD0Jbxjm/cuh4WTJaJQ1MviJyg+e82e0f74ExwBqsTI0xwg3HajWSD1DT8F4XDsrXbwS0u1V+nRX62i1a4hpER1soyv1SA4R96MJKnnuuPgCfr1qtfF4jROncoGSAnQdpFgcegI/7IaGPOfSCJhTFnGlbHKW3Qlw0Q8CPDo4wtDXHhfXXPMidvUCT+qbwJSFCxbwd5xIadUq1gDJ+NvqYqZZ1rKvXru2SkBGpUjDgwexNo06iYmovYst1gfm3CRyLVPXBa4Z47hg/nz2woAhcIbSngHM2I5qNvlsXh9ox8twyVZDjbxbqEJTjbhyY7i0QB1xz5pqsuMZG2c9ssWDKcZKPhfuIVZOtfjzWttG3+tqlFCF9dVxaYxXVjpKEAoDGW1Zz4kWnPW1DQ8XvjeqM6lMiqQAXQfp6Rn4IR4uLFdbmhqUJlSIotA4SIWq6DLW6CS0BsV+1IgAVPK/fuM3aLfSiMGXspeBMQ6i/BXAHyHeAOlGJPA3Hhxwu+Psd+acfhVvjVhi3+KA/bUD9cNQPw31YKrHs4rB6SJINRrByLjas0lC1dfby9cBfhn5TAq5HAcSYeKDITAKMIkbJqsZcxIlU2km4W7ouCNqTdmuTNwJRRh2wfWSENEpRATg9nDDMQnBAIkCtXZyn3CCKnsd0bjF53Q1+Whlksg3YjsiSaeHKbE2nRHW6yfuA1Z3mzZteiz1ga6PpABdB9m8eXPvl7/8zwX1UOfhpiWFWUnaABUis6SsFKGfJU5wlGfAPTFykv7za19jX+idO3Yw0ILTBu+MXBuIFgT4sya9ciUfw0tk1Rr8d89HOH+H0uKhQeWy00WLPncvE/ZYUQgzPDTE+UyQDRC8/MDAAHx3qQ3eGkp7xvXaVY5WeA2lYVVGMzEIO4F6ImKNklQQxio0ACcS4J3MFxJvrxYghC2hMdzhh2PpFgvS5y3WTXFMSeZFsYmsdO1FaNPJe9DVdXI4vOCOpVJLUoCuk3R1nd47b96c1WRySMRusCIyEAbmNXJOIL30RXkrJE6Cjyy06DOnz7DrHCpaAKTxPHQq4Lf7z5s3j0OMoUlfdtllHEBhfaFd177xxQKHATcEYUgyUWcekbHuT502LSgOWTx3cOZViBpHBJssWbKEaYy8Gk+kZYUHCyIBQQ0hsVTlGNkcIJHnBWe+83RKUoCcF3PihRIKAA/RgGp/2KSLRX9RtqyltYWam5qNEVY4v4PkdboUGCS54NF0B4eVT3gAiOIJLXROKJzva0syLNnm2wAAIABJREFUf0w8eVR+d+ZMd+rBUUdJAbpO0ts78PcLFy74iORABM1N2p+4pTrip9UepT0CUDkaRitoXIhqQ+pRPBSIVkP04NPbtvHxAGk8+ABQ+O0ihzNydCA1KYIsxjb0xUva0U+r1SSNB0kY6MIDfi7qa71BOtYs3a22r+OfG+ODSe74iRPsTof+Y+XRp0AUtAYojVlqzGrSIxHVIDh8Ou6XfkUg0cmuk7zEz5k6kw2NjZwrJdEHNQmcOH6cBtVrqwLrxZcuNtVu7NiPpkuShkHteWNtA0FQO2AvOsb10Y68XvBnA2fOT6zvsytqQjpy3g2mMq6kAF0nWb9+/T3/+q///OHGfEMeQAsDXIn9nokfmtABhii+wPyTzeajZW1vX0+U0B/b4LGxVmnS255+mp+YmZ2d2i9VfQd3sRXLl3PQCnJwgFu1gRX6PMkHf/TDWgusdHALgEJr09VDgydb9AQjTV7jysmstlgf7+6zuowXaCDQGpjgQGuE1XyFRSVgxpqzNJ9wHxF4hAAWrFjgCZLncmOaQebAoVBEN5T91NVYzZk71yYUYrC3NSNtySqb4zrp9uZqrJaSPo/x9qqxD/Zao7NV2T6eR4g+Tk1Q+869U6lMVFKArpOAl9uyZcsda69evYkCzSMi45kt7AqJjIaeiSqDQQ4PYwgaxFNL2jLNn7dAPQRFXo4zOKpjsCy3dAceFwCz9eDAezzI4KRXXX45g0gl1xk/6ElO1PYqNnCJxL5wwUKy+mwmNyUgnawc4phWK04Zc7z6e/DO0JRtRj/QPShyitUIJjrky64aeJJYTQhy/ccHBwe46gwMr7ArAGSZ9mF6WnCpMVgXPPVI+byqyegx8uIxbOVxi6knYagb3P9MxqaADc1kKA3l4fiwU8Ah4jaqsfbAuWNkNWl34AKK82qHxvhZObCOIZG76TlV2GMpFoefqt2RVC5UUoCuo9xyyy13fOYzn/6dBQvmX0YK2LAUBu8c2mWq1bTI6GsIsw010DQ2NbCvbFtbO934ilewFwc0Z4AzAAHGQOSGfuqpp/ihAd2BAAffgDSy3dnoOCuhoVX8UQ9aJdUR86uu2KRG5XIp8pmeSNrKC5PQUeycaMJae6vxtbTC0qVLTV6TQV55oP4juPzanLxzHVbDVXLy+AkGfdBIWZv0iOLxlIanz/hZyvpZp8SU6z8to5wftp9JLV7w5QHYNSfOEakRpaEVfMNTxyp1jWuR8bhV1YTdVZR+5VE1Ua6i8vfgeqokzgENuvSTGoOZyiRICtB1lr17/+dF+fwrDne0tc/A7ztj8gZTQpP1OCcDqM5QlI3l3qOyQuhvP/gt+r3f/T0UoWWQXmV9npUgo926q6+mHcZwCE7VGg7hwYGcEhBh3PLOTVy+VyQ2qynGON9N1Ph4YcJQaSkIWbkKiEW7Jhaop7eb+vp6aKbSlKHNNqhrB2hDoAFzoIWspi0m+WBoskcOH2btO6pgQwbOpK4FiLHOZxsUqJpiCNJ6cdiViOBkSJVBSu7VCRG72AGQ+R4KHSgCzdrm6BDGVzmT8aJseK4k0peS6yU0DpVlXOxEwsPD3l/rrjd6zHG+ffv2pQBdR0kBus6ydevfDa5fv/6aF19z9b7CyLAP0LTRWQyaZhmL376ntNKwhIKxPpe7GhrqpZHhIQ4aQYUUPLy7DEg3IIwb0YrqFdrytu3b+XzQ8iCa//QqIhUnTkkAXPQDWwnsRmtj+sG/EJvTBMV6UJh+UWTCTAT62GRDQ4MDdOzoEVpx2XKmRcA9Iy9JG1KGmtqMomoG+ng1g3fwmDhy5AjNgfHVeHlIZy8cjkk0n8urcc4aJsaCcBKQa/pNJ68yITaRljSTAHbXAUfERmd7b6NxqGyTB6rWpKzHNKY1TKEGG3Me+XPHhmRvVKksQd09vcGXvvSl4RonSWUSJAXoKZC77rrr4Ec/eu+W9raW2wAW0HxtQpzQRGQJpNMNdKCIrQR++vQZfug4/FqB80KTTnTvnj1cn9ByywCeNatX07Zt27jNWQakIwOhjEstUQVwVFu2QuJsbWOIpKhidS3WoOYqfMKiASRxUrO8t9FsGBtOflQqcmL9UhkA6emUoKHxhAEFkcnq9mxQiRwNYGgP9wbFDuC+mGWPC4f8MeMFzdwW1o0KMIRxBW83sGQi2f0qzXbW7U6Pn9bEXcqEDceVNEfiXLKKHbiWB0zlb4DNzs7uNiticsLp6ekdqtJYKpMoKUBPkdx00/tuv3vrR95ysuvUos7OGbxEzeVymfb2dqhCDDDlEn7vcKdr4tfe3j5qbWvnSijZjE78f8miRcwVwlMDPs+gO3RYeUNkOMRzhQCMauCQXFxXSiUv7T77oyCEdJXtKspohYz2Hhmb606ew+4XG63cvM6h0Z4DDkgZpuPHTtCCBQv5GGjBGB+Ec2N8kp0yBrIKQVvIFrhQjTMAPqgIk+cJ01RUj7RqWTZgJqgya2CtFYtNSWpHgquIj6I+4pWCG66vgZqiiWrMTHuuYbVypjTbLGWj23aPjb+P+is0xYVDBgcGe6peXCqTJilAT6G8/+YPLK/ctmHD7b+1bNmyvw3KpSynJpXEAA2tcM3qNTRr1mw6dOgQLV22LHoQkWvD8H8M0p6nLewNhu7YtWsXP15z586N8kJDKkFSks234UoloAjn1QVWj2xU2kQ1ZCFciJfOh1ogXanZuQ3F1AZAFL7OcH/r7evTWf4ArmoMEeLNYfe+n7wEPr3JjeFsR/6S2XPmsMdNWLHawDltDm4baQg/cVAuOnpTGq+c0WOaSARlr8Gc2jOgGHPX9jJ9QzVZ42DcT0thhTUH34AsTxxmUozAN7mbjAyRdrWSBHdB8Uogml7VxuGRkZM1Tp7KJEkK0BdZNm684x83btzYtXzZpd9G1Bv4Tmh7hw4dpGNHj9NLX/pS2r59Ox0GSC9dGmlwDNLqeJssCccAPEChAKSffvppamltZb/fmvhpV8FjasCy4tWIsCAvI064lsSuxvEyOcaAc9Go3W7FdR1DUyYMAA1+Hq0Vjfbc2N7uGAbjZFUVSM2CrHYYLwSdWI43rGKQDE2hX1AM4KEzcKcT1tBmNWgvAjTP+HMzBSHj6ZG/M5GmXEzBzmD8YgFb88Ke0K6Y7JdttV11bjU71Rog5zol6Rwi7ljH4qYqrd6S06Jzq4rFwuGaB6UyKZIC9DSQDRs2PHjnnZvunDdv9vqmxiYx0N9Lu3fvUhr01fzwwL0OnhowWnEZK1PncMnixXRAgcV+pB1dsYKX5OxVAD/pNWt0JjSKC70mxWhDEr673jggDamw8J+DcXD0Mt+LgVk4bTuAVLUHUUSPfrXUBugiuNIhlBs+zuDkFXjQ4NAAtWfbue6eDB0t1pTKckEJGvjJri5O32rP5Y6dpVTsK7R2n6MrPc00kGdAma/Y4nW0bMDaBxNJz5kzdOrwYTrVdYq1eyTUam9uodmXXkIz1IoHOVgkh/vn2JND91SYBQtyNhept7efo0v7h/ppjrpepEetHjVqr89LjFu1sRwz4hSTgyeifIK2mGxxpPBsjYNSmSRJAXqayG23ffD2D33oQ99dvmzxNx555JFMsVCk9g5dhglAcNVVV7EREHmgYbwCCAuTpB+cKZbmy5Ab2pS7gkYduXTZwIjoIXRBRxptOPnduOL4cI8no41k+sgYL1wtfWJ8SVwuTNMb8NbAigH+zgi/xvjAw6WpsTlxzoiWCZ0qK+oP1WhQ09HtK2vRxl+ZX42bHYAWtAkmBYx1oVBiKkp4Fqgp0lYxvscPHaBnfvQD6uhTE0iDT4uam2hNazsdGu6mEYQnDfbR0KH99FSxRGfUYQtevI6uuGo15bI5yuYaTCsevxZGCtTQ1Mi017z58xRIFvk6R2nAdi4yE7H9N8lyJY+J848kGzEJV8k68Ni5p1guPzOhm5XKeUsK0NNIPvzhDz+44bbbfv5lL3/ld5966jHv5MmTCmCa1IOTZ0CAVvzkk0/ygzR/wQL2BgGILDfh3QBqhHpbw2GUs3cMQ1XNEkkRWLrGQhED3ThSSyFzc2zE+/iJgA5hIEDa3Mp2PwOqsddEGFVBR64LNKq15yKDJ1zr/EwmatdqzW6yKhxTMBXWuQK34XajUTAGXNvpwOTEACg3KPDv7x/gxP+Dw4OcwjRUh8LprkEB966d22nHgw/SpWGZXj9/BjUt6FCAm6dMvpHD+UtBmfr9HN/HvGr7KtW/EaUdP/fIo/Sdh79PK298DS25YhVl1DUh1WeoQL8wPEK5hkbqUhr4gvkL2DOFq7aHbrY8Z7ztmFpK2dZ6dO/zmMsnDc5M05j7b9garFzSKMI6SwrQ00w23nnnw3/xF3/x5hdfd/2/PPHYT+jEyRMc7g3gAEivvfpqBmlw1TAC4gYCUGAsRCALCseiqgrcw3xTbWS8QBVpjEnVowvt+8ojxs5qN56/dSXQWwNZdKylO0UyHN0Cc2iAE/QGkiIBpEH/gDaAsRTXnzeAq4nfeEnP/sUUc8lwW0QgUGW/Q3bdi4OKrCcFpyzt6aWywu1jx0+yz3pzc6NW0H2l5fb00ffuv58CdS9unDdLgWtATbkM15rMqX1JvRc5n5qUJl0MM+Tlc+xnnFffZZqbaZk6z4r+Xnr6B9+m+/dsp9e/4dfIV5o0jmlv76Du/j71O1jLq4VMVEjAGwXQ+g7GPuR24tN8dGC4ivFWTtJozcJ6S0fbHnjggafTPND1lRSgp6EogP7XLVvu+OB1171k04/U0hga25w5c9nVDqCDKikAaSyvOS9ERme7g4FstwIbLNeXKJD2EJY8zrksILE/wyiDmHXfcsxE0RpXOm2MD8jjieek79SNhoYrHt2uNQ6WDUDDuIptyCSHsUJSIqwimAYyqwTsH703AI9tQ+pYVFqxCYxcOgiaeGC5Z6NtI1UpfKpbm5rVxFCgFZetoAalFftZTUWd3PssHXnov+j6nKCzOfivl6ixVWnNCpR9TBgAYwCxem0olClbVkDdqpNaZTM+lUvq+6VZGjl+lK5rbaD2M330tx/9S/rt976bGjxMPDpJE0cxor+htSomJ5FoGKsNNsZWuJPv2PfOVr1y2ZGenu7g0UcfLU3w9qZynpIC9DSVW265/Y7/+3/vvvLa61/ylh//8Eds6IIBLGu8PNaYjHbQkpF7w+ZsXmk06YMHDnACfxYxnp+FltFURw14l3ESf32MGHuVfJ5iXQBD631hwdX8se94ucyV01FtBoANmgKpVt1rcvNfhDIugYXP3d3d7DNuaQ0LzoGZACxNhM9oN8OToQJVBdDwmMF32YzSXpVivO/xJ6j8o0fpxhktNBwWqA8ArSaQtqZODgXPKGD2lRadaVCrm6xPOXXPmvw8NTQ2UZjTOThEQQG5Am+/TFQ4dpSunKmrbX/yvo/Tn73rXQzKWT/DzhuufQHie6CKRJJbjmoOjh7d2pL0rIk8Uizjpd739vWnEYRTIClAT2N573vf/1uf+MTHFl1//Ute9thPfsLgjJwQ0OCgLa5bt44ee+wxjipsM6lFAdT4vGfvXs2dGiPjeBJRlFKX5KqtEfvxw0rjuehdiMTVx4ExEbA63DOyukGDLhsaAoA5gMRICqQxTr6JpJROIvzINQ+h4eoVFdKvuOKKhFcDjIGgTaRDheQMZUKW2uE80Xh8QvIykg79ZAeJHzxM13U2q/EOkFKPckojbkZlnHyWQRcAzK9qm1CgnlX7tDblKNug0L2pkYJSQB4MfmVBmY4WCgodJE8M0ouXzqZth7voa//+7/TG3/wNyjFg+rF/NMX2BEFx8EvsAx2PafLVRjw6vtvVzBDO/bAf1Th3n/etTWXCkgL0NJd3vOOdL/+rv/zoD6++et3PbNv2NIMJNDnODa0eZrjg7dy5k1asWBGBNHPS6jOEl7zneM7qRsMIwh1UPge/5XMW9pfQ/bHuAzLOCGcBFqW5ykGJWlvbGKjh84xq2KAnOHrQGhVJ0xQWnJm/xn6FQuQ+R+YKOXTclMCyRsLGpubIx5mpHsFTFbvEHd9/iPp/9F26fmabAm243xEcnBkq21saCVWiskg3q7Rkz2jRQmnQQvW3EVGJuBYFpNCsQTOFRePWJudQoTCkAHuA3nLdGvrDf/saveSlP0fzFiyghnxG01LCltmy98z00OH0Y3G9deJRrrAHj/qyWprR4ZHhtJLKFEgK0M8Duem973vpJz7x8T2rrrhiOcAYLndIuoSHBmCNQJVnnnmGrrryymh573lxFepzzWRn02jq1axd4tpvtUeAfmjH18wnW+LowYCLqZaDIgMojG+I5kPWOpT84oK5lfSGAebAJFaCto1ViQVhm2+bsw0awTGgT5BKlKmdyM9Z+2uXCsN04BtfpxuVxguvZY729HRCpowaqPaWJsorMIaBECBNGY99pwUqZZdLhOwgGfC7yHjHVkbtTgdf96bWZsrPmUvytEc56qdfvWIpfe6zn6PbNtym+lUyGnw8mcaulGEUphKHbYdJY6kRkUh4VQ3Q43wr8VZ13cXSoQu5j6lMTFKAfh4Ikv/ffPPNV69ctfy5yy67bCbAGKWvbO3BjvZ2uuLyyzmYBeCN9JgZJ8T7XCVyvyPDycrAGIrQXhLsbdWR+glWAKF2uHMoDpeD5oo1KGqq+gcwhdEPhkPmiGXsWhdpz+oYvPb29PBYBSbZkq0RCc8NhjRzDpSy8kwtQg3MmkhAIMn2b3yDfqZVu8mJjLYDgCPGPnM72ynnC84R7eM73BMOy4ePWki5rM/t+kGZvLJPAa4VibHUu6LqP6d0bcxSqMBdlj36xatW0We/8G+cre+SRYtp7HnXhoab1KrC2TZq5TOGzaHSNdpsUyuX3ed+L1M5V0kB+nkiW7duHbztttuuWLly+YFLFl/ajLSjlyvNudF4LqDeHrw4kIcDNEgja30apM8HpitTV1pjYNyYSZTk0XlPBIkTJM+utybsW3FGPguc0vCnOD/oHoA1JiysLnImkx0ksIBuQd0AMvJ2tHe0xz4qTDXEFb3RXkNDI1eQsQ7Axh2cCyMcPbCfWo88S02dHQzOKGeFyEDh6fSkba3NWivP+NEr502Bh0jfIOVUuwzCpSJ4FcooMEWOQ/aOxOrA1xNBBiBd8Gl2c5ZeOn8ufevb36bf/70/iMaduWEzEVn7gJSO4TYyFHqO96RDWdUU6/ssRv0eCoWRbRO9u6mcv6QA/TySO++889T69evXrV59xY5isZSDIRCeGtAa8dDD5Q7Ag+0wFGa48OwkaLfCoSildJ7p6onzz09GB8bEWnzMQbsadBkFbQPNsQN0wTmXOCf0IAd/YOKyGrM1DgaGXy4qABwaGaIOb0ZEcTAtFHVHv8PY6hwaQufKsLxszqN93/sevWIGsgZqSsHjat8+dQ8NqXP7TGkgl7dN3WrDpDmpf/8A5QKBCsFEWTUZDJcZRz2lPQdSc9xsPCyMkFQAziHlJUnXL15In35iB8nfta6DfsQ3R7QW6KfQWnHN2FpQTlgQ7f2t/RvR3s8WzK1ntaT+/qFHLuBmpzJBSQH6eSZ33XXXvo0bP/iyVStX/UAGgQ93uuUmehBa2pw5czRIKw0bXh62OMCFiwFJkaxyPfli9GUn65p0KI1IEy4HnH+Zc4ko8IIvOOo2Zo2bHegE64EB0LJas/0LSwrc2fsjpJHiCE9wnD+b4onB54IICCKBJu7rYBAT2bjtsW00+Nw+eq6jhVbMnck8MnySh7jk1gAtbuvkiMIMyljBEOjpMI9A7SiQFGtwWLWrJpBigTKlrOaggaPqVahrywskfFLXI5XGH6qVQUOewoYcrVtyCXX/8Enq7+2jNrVqgubOd8fJGeIZf+7KVKmR1hwl5Lfbat1PkfhKryxQqXxY4nd4Yfc5lYlICtDPQ9mwYdMjGzdu/JVVqy67f9++PeLQYWS6WxaFKc+fP98kk59c0cW168U3V4KEdnGz54v4Z+dzbCDzOIKwtbVdadAFGh4OOZkQ2rSAHlYANDTvMJAM9AHAOqOpD+uxgDSijY0NpHVqA4LGgQWfzuzcSbNaWziKUILnCT0qq4ni7OnTNGdGhzpzWSehwn/QmJXGLmSGQbx4vJvyhTJRc5Y8aPmlMl8vogkDNTF5MCSqP2yXxZC1bnh+SAXUrTNalLZdoKMnjlFbZwefQQppqoKTGZvQeO8IitOLWmCuHOtKqkPbGWz2PLuS4ahLTxswu7u7Ry7wZqcyQUkB+nkqGzZseOCuuzb9n5WrLv/bHdue5tp5SDJv83Og9JVLb9Sq43chMrntxSChqePY7Y1fnRwc2j/ZfuaecBUauNbB1xj8swx1e4FJRxo6PLR9j32LhRI1NsgIuCN/YNUw+GdyNFMuvaVeRkoF8k4cpmWNOZrR1KRwT8GxAulj3T00u7GZsgr4y35AOQpNkJAgn6NdFGh3K425ux8lWUiCesG1FDU/HWT1+QN1kjIykZiK4DAqct4Q9oNvpaaGBjp96oyBf0lVp0xLy4xybI52qDyALOeMsbT+0bjsEk8gQq1SmHyn3v7+M+d1i1M5Z0kB+nks69d/8O8+8pHN89asWbOFkygdO0YLFyxg1zHXzS5iDy8ApKsfa/I0TBJQx77IFhRDBlq3AnYCqKWMMscNDPTRnDmzGaSLRaHLW0k5CpTtZxyLxEqDQ4PU1NSoS1tFRjadwUKXyEpW6IZmeWzfflooywqMW9igV1R7Hzx7kuZmFTir/5DkyTe8sA3uACcMv+fwdB9llKYdKDUc/s9Ili880BuoyJ5huA1wykyeNWkZ6ujATGOeCEmwlPaM7f19/bFDhkyOX3RvEgbBeHtyzHWBWjcaVFNHZLxW4vB4m9ejr6cv9eCYIkkB+nkuH/jArR/ZsuWueWuvXveexx9/nKPdwENHwDwBLw7XA6Aa2Lrh0hBopNILuZ7iRKIUx5c48EX3ObIJOllAKvoRac7abQ1/xeKI0p7znPvZRgFaAyAHpiiNNTBaKwTeHsixPQvGVVs525wPHjAInda5q+0XkrXS3hPH6fLmVgaynoDoh6e6aIafpXk5BbACVIavjWuhZ+jekAQolcECiaIaO/Da0k0iqvooA6YjZLHErnWAzHIpYLc7nQhJUralmf2ny4GeuDioRchKzI1GTEcWVrs/MZ3hCZvHWl+5pUoqa1KG7HeuqY+zZ8/+20TvbCoXJilAvwDkllvW33TPPXfPX7du3Zse+8mjzD/Do0MYw9RYmnP1qMFYrKtalA9Z/ZXKJXavy3l5ztUjpFcT3C9IbPSgdBbqEUjLKCOeYJe4kgERDV6S8glAjzhs55qRDQ6GRXapM3k3oqKwJreJlpin9dUyPzh7lryGHO3s6afH+gZoUH19WAFlyRumn1NadbPataz+y4isLiQLj5OCAl4Fzl5zA4lsTmnO2hc7RLJ95qjVuA4Mk4ekSsizUTZ5QNiNWQEpKuYoDXpEgfxwqUjNCqxNrayEQZV7y9fhE1VJP+oaBRmcTekyfZ9r3z82tKpJ7OjhI4MbN2789IYNG87xZqZyPpIC9AtE/vzP3//m++77yznrXvSiVz7x5BOcEhOh39XCdCHW6FOZAc3W1ItoBXfZ7IRNj4wUuJIHvByQyMkGYMRpSM/L+9poq6NVwko+3bZvM+nZ6wAtgsRECPsWxpPB9ZsGpWDB2obFcxRhRQ5oj7XnOB+I7p1gUNx3tpt2dnXRYFnvl8c3qq3nRoo0crKPXj2vk+YohTjEpIEERp4uZ+WBelLAKk2ZKsnqNZdyV5p2nFOjxPmpS5Rtb6GCAnIOAUdqUQX+p/pO0YgC79nz5mon9LAiys8xnurO23toDIbmrV35sMZs7uloAiu+LZDTZ7vDp5/e9quhnbVTqbukAP0Ckne96z0//7GP3ffUVVddtfbM6TPUrgC68sGrZji0PKMV5mjNX03NWoFMMSyy5gkXNxjmyKQ91SW0RgPHWBq2Da7QH2LO2VbtljLJRZs4dP3WeK+cVcC5cOElDM5ZaKk2gtBcS+ho1Jb6mTd/Pldj4RSeYVw6iiebUd3VkYTH1Hn8EnEot29cO9ipT/W/W43Ld4+eoavnt9FaNXnhG4RkIwAGBtxQabYePDJ4lEy1FgB5ocieG4yhIVJGZ6gI/2fQJuzl5yuw92jXkROUyeVpwcIFTDFZSYZ6xyuMaC7jN54TWBQnWjJTT3Uxc+3OnbtOHjhw8Ma77757V82bmMqkSwrQLzB597vfc81nPvP/HVuyePGcWi5xlct+82HUd2NJpHGbklNY/lpfbN/POqHhcSSaG/GWaCPyxtCSqFQdGQ4rDYQWo2NaAhQH+gFwtj7ArnHQ/rnn7pwxg3bs3MkpW2ON0a4AqhjXLOg5Mx9AFWCbU9psFn7CCmi3nR2gDtWP5c2thMBxL5MlkdO0i2e4XwZYcM8ZRBBmtPuKel8K4cUBWqTM7oLw6c43N1FZAf33n95JMztnUmfHDF1hRtixc2wErguiDc33dP7oiNuX4aj7kGxFWwT6+wfk40889bkNGza8bYyfQyp1khSgX2CiAChQD9Mv3PDSn3uyt6e2N5QcZ5U6fkWU5PegCcDnQpNFRJ/2JMloqkDaFJhh1WOTeBwXZ7V0itWA7Wduw7SDoBk2xgm93+DgALW2tJmgkvhY90Tu+dFXVPFGgiQGb6t2Vr18wfx2XmnG0HgtbcB2OqFzlvjqM9zrVsybRwsuXcSFazNqW16NB1Mp8MjwJHtyMDiHpsSX0pjhe42SWaAdEDLuS4+y+QbKI5RcgfvR0730/e07acVVa7mSeBAZCOMBtKlQbfFdnSslnsTsJFnrHlsjLcZg9569p/Y9u/+1Smt+otpopFJ/SQH6BSgbN2586ot//4Xj+Xxmvot+kfZat2ATDYhDHOqcYY8KrlSiwKTSlauaWP7UpTMiwKYKZwVhX+JoN4A1++war4TA0hruYVWoF4RtwdQnAAAQYElEQVTLI0sg8pl4jltiQk3moA3NcXe0t1HPwBB7UbBbHOkc2p4CxvZcltYumk8zW5up52wfJ0TKZdVkUSzz6iLr6XFAOLfHzft8znK5aLhgDagI7Q6xGmnIkUJphbl5evSZndTV209ve8XLCUn8Y00/vhbXa4cTOxkPkFpGwNhVkbR7oNpnpFCiH/34x1/csGHjW2vfrVSmQlKAfoHKqdOn/vPSSxb9sQ3oiICpTuCcWCYbiz9AAR4fAGn8sTHRAZVqNIq0EYQV3482WOrlu2CA08cBmjA5tLQUdcCO0YYrfacr+8sh8nPn0qlTpzgzoKZGrC9w8hrDUFDnzFnUc+QYaYRlZpdaM3laqo6d39zI4DlQKFA+41MRiftHQmpG0iU/Q6ECzABZ7AId0s0ueFbTBWPNQSIBFZRGn29q5DHj1clwSF/46teosbWFrrv+WorTk4ympLTbnKTkkFWfGa0HzAPf+DotXbaEGhube/bt2/frW7bc89AYtzuVKZIUoF+g8o//+M/vfNsf/sEbZ87smEemOKrr71xPcbnlkuGnA+aGMxz84TFQk9nHPdLoyWGSd659HgBRhpMU6SM17wyao6FzJtmsdJEXRwVF4vZ13rx59Oy+fRQuW2Y8O8pVxwpNzrtkEe3+4Q9orgLkDgXMnY3N1JgR1IJ81PBjVjNGWSmsJV9QEzTgQLKzRk61lcmh6GxG+ycrEEawim8um3NzlANebXA9Rfg8ky5l9eBPHqXH9+2nt/z275iUpJpHxvRQDYRjVqf6+NnL2v/sfjp+4rjqUwPt3bv/ix//+Cd/N/XSmD6SAvQLVFDQ8/Wvf/2SG2982feXLVlyLQc0nJfr24UJexfAkFgqam06o42Jni8490RsjAOYBhH/y77MrjHTNmhdwjwb4RefRweuCE7aX2hpoTyKuZrK5lY8x/NDOO/R0NKlSzkXNCIMeVJxQ7/1yVVTZVp5+Up6RrV/WWNegS4iAEuGTtDURTnApIFgniwVUHbMuPeBCsnmiqzd+mqiCmTIYSReWOaAlawaE4ZuFAdQbSHPh6/+zgyX6BP/8mVq7phNb/yVN5oxqDCsGrdJVyqx2U28b1c5jUpLz2RzJ1X3Xn/ffZ94TP2d6y1OpY6SAvQLWL7+9a8X1Mt1GzdueNeSJUvuaW1tzlI4NVp0pejgEWlc88pMeUCbziC5vbD0AWkF2uGfI+OgjQw07bEZjF3hpMmu5/hGK9Tr6+uhzs5ZpsirqKAAqly7lBzuHZo6joJ9waFF60g+3sVkvmhraaMFS5bTnMEetbFkAN5jX2aUqvLCgEoFpR2TDu7xsxpwoQmXlYbdOzDAdQmzSrvOAojBbWMVoDTtEBOX1NGLgdq3TCP0yf/4Fm071EXveNc7KZvPR0V0XXFXLfG22vcD+yPB1Padz3zyjjvu/NOJ38lUplJSgP4pkA0bNt53yy23fH7mzM4vL7l00WtggJpKqQRE+FAXggKVvBL7T2dMpRF3X5dzdvlzaWosApShhfuhMIyIpz0iTJALvDJGRoapqbGZz2HLWFUFZ2NYY0rG7IcxwkSSF/l4N9IxNPD9XnzNi6j3wW/S5S1NVLDzg/Zlo7IMNJMeaH9seD3DT7pYGOYc0fCd9gqSKQ6JJEmce0M1kTWUjYkABd3x1R89Rl986FG69iUvode8+lU6JFyYKimU5NSj3CsTmIBPdp0sPf7E07+5efPmr457A1O5aJIC9E+JbNmypV+9/ML69etfNHtm51cWL75kCWdnq6A9tJbqMYigdBR7YdD4bnfnI9CUR5AbOZOJovoigK7Y1+WjY0Oj0Hw2CF5ciaf31JGA8OHtYxoFrnQ4D1c5ryWRL7X264YrnS6nVamJCm5n+Zo19J0nfqKAuEioAgneODAeJSHvI9kVjrNyyECPc4CCsoJzR/smPwenJYWvM4JTsnldFgunUd/9z57naPPXHqRyYyO976b3Mj0TRME83FvS3iX2msefeHE9O3buPH7g4HM/e/fddz837gGpXFRJAfqnTO666y74tC794Ac/+K5Fi+ZtnTlrZt43DzmA6eSpM9TU1EyP/PhH1KsAbtXKy2jd2rV8bL1oEQAhl6vydd0+3xQZqOZ9EYuOjNMA6nMODt1HZw8JqqOPqQuUBkPEYKUI6+nhXN+IWvqDh4amXzZeKKYWShT+AT593S+9jn7y+c/Ry+d1ks38lrGubRnBuZ4FUzZlpkbg25yBjzMrv7rOI4O22rcx10BembN5IkSFHj92gm79t/vprALke+68Q60Emlgrrwz2IaKq9EalhHxdBXrk0Ue/8KEPfeh3z+kGpXLRJAXon1LZtGnTfW9605s+s27dmq+uWLbsNSOFEdqzd4/SNMv05BNP09DIAGuRC+fN52U/h3LXWaJqJwaoLXMQOnRHLHEYHweXe5ZnDhzjnwbV7rNnqKNjhtKk8zQ0NJw0DnIbMqI5bD8KcJPL53WOaUQBuu52/3971xobx1WFz+x6N/Y+7fVj7TZep7YTkToRbhJewrRpQ/kB5Rdq/yAkBEYE+WekJiaQJttgG6uOFRCqEVGVChAECVqJFLX86C9QValJnSYOtteO4/iBDXgf9r53Hpxz597ZibO24zZp0mY+aXN3Jzszd2flb74995zvgF6eXRmoguD+p+D6exehrdrJTI9UnUb1Pq2smwodt4zZjRLRK+xGJDGDKbJUooa45Q47I2YWs87I8NbUFPS+8Q7EUIEP9PwMmkKNoEiq6Vros7jdbpN0XWZn59JX/zX6LbxBv7nJr8XCPYRF0A8wzp07lwE97PG1mpqqPzU2NvmXVxLw+P4vwdWREUjE4lBV5Tfiw+vhTi48ms3zjWOuPjYvYDGTbVFBmgtiVBajpkVDMo9yOh3cgL44b30Prsn5jqKvoZ7PrTBSBeOd+kgLijv27YELmSSMz07DF2urIY/ETTc0WvADPn9aPCSSZznOFN9gFYConFH5bynbwioGVTkP8awKL//zXfjjpQlwBarh9IthqK2vY6SvapQLnYNMNoufw49K3b5hUo4IC1248P67qJyf5N+3hU8QLIK2QGGPvyMZBsLh46/W1dV8O5VKSV6vD76w7/Pw8MMPsc4jHzeK1W/8NegkTMpa4SXZEs+2EO57JY7C/pVY+FeGOJK0l/s4i7zo1QU2guLpHMvJJPj9flTROaioEL7M7Ii8tFxjZL+nowPG3nPB2X+8Dc+174IqJGPNrlcFZlERg61YYq37dJOTnhOcNo15eGTzAH8dm4TfDg/D5cUYHHhiP3R+vxOJ2GNYra4kU3guhaXnpZJpZoS10fVbisaU4UsfHA6HwwMf5buwcO9gEbQFBl6c8J3u7u6XKit9f3nqwIFm6kytl2gLf4zS+96t2PStFqM6bLwJq7reol/pAyLRrYDH7YFsTuNtsThx8jCHKG4BHpMnJQ1uFzgcFJoo04lvKcoa1aqKDNU1NZBXVGjZuweqQk3w06HfwA6nBk+2hqDJ64dyVkEpsX6CLE+aFDnOexmV8PRyEt6ZmII3Jm/A7HIGQrj/YP+PWZ41m5ukG+TTjYDKr6/fmGWx773tj91ynVY3hx0dHZubnpl4vKdn4NqmL7yF+wYWQVu4Cb29vZdwaHnhhZ98r+Ghhl8E62rd7E/fMOUp7edAuJ3FqrWw0T7mohWhpO0iN9rkUqcvHN6aCyz8JuhlOpNm/QZpEVCEO0RaH/uENJI6xzGJBM1S+pAsXR43CzH4A36YnZmHYLAO8rg/dbGhakFyxOs6ehiuXL4CL732GixORmAH/hKpr/WB3+UETdYgnsnBdCwB1+LLsJhIgg3n8dn2duj85jPwmUd3svQ+5nRn0+PNFNdmmSFI6q3Nj4DL5YLiDdOUYsed6lKptDY8PPzK0aNHLfe5TwEsgrZQEidOnHwFleqr4fCJP7Q8EnqWFswId0Msl/TkKEX6pngzKUvKn2ZhCbud98wDkymQIOxVXhWMpCm9Lw2OMt3MiZQyf9NNC4ZiVisrSaZiyfqTjpNOZyGRSCBBB8FudE+XDELdtXsXtO1qgziScCQygY8IjN6Yhiy5/dkrwN8ShKdDzbBj+3bY2rgV3F63buivOxaxZUYV9PxuG59LbW015Ljhkk26ucmCmO0Hl6/MzM//+xt4k718h74aC/cYFkFbWBNkXYrDc93d3bsbgrXnGxu3hjQj0exWbFY5r/V+s2cIi0WL2LD5/ZKexubgappi0eT7oXLyUo2OqeZOKTz3gYdtKFxAedKUgkdZG+YGBZqZqPF5KplkC4ZkZQqoch/dudNIC+TV6cY1EfP3Vfpg7+ceg334kMTCpZGRYtcVO3VV0XQFrIorq/GwkiH/Ne7P4QTR/EviZE4HjUxOLkfGxp/v7e//9aa+AAv3PSyCtrAhuCJrOnbs2OGmbY0vVvp9jo+jUFzh/hKsCEPkRfP/M9QjxaPpCSlZrdggVlJ1u1EBGy9uEZpTpKnRMXNI7JQrTQRNVYLmQI65swsVuxBJk7GSg+LzzOu6OF99Tnb+vJg1rRe5A6/+k4opI+wk+gqijS8+QjGeZJS2EymnUMX/b2mpgHPIy4qcL+DdaGU5NROLJX516tSps3fgclu4D2ERtIXbRjgc/vnBgweHmppC51ubt3XYWcfpO32WIjkVy5bNXUK4wlUNvckITnhuEDkLq1MRoxbpeILURcWdEc/mr0mRU8hC5R3AhSWcSL+jc5JKn5+bY53TqSu4yLUuDXEj4CyulXifxLdLqmlD8cYQiYxHp67PHOzr6/uz5TL34MEiaAubwtDQUAKHr6Ca/np9sO73DQ3BStYrW9swLfcmlAxv0DaSkqWIrOgSrQ8mdz7Rh8/OjfpZKh5TwnoPQT2fGoyQgO5FIvoO6guAVNaeTmdQQMsFylcuyIrd6WCQ9JJvlZkUsZJu5MmFhQVW9FJTU8OyO9bPZJHWeG664awy3l9YWMxfGbl6+uTJk8/Ttp6ennWOb+HTCougLXwooJr+GxJf9fHjx19ubgn9wFVRIYm0NcJahLV+nFoqGiRBMS9Zz8AwL9uBYe+pdxCRWPghnU7L+ZxcoN//SKIFFJxkNVfA3WS8ieAo4XYlgQo5WigU5vExkcsVLi3ll94/+8uzJfuDdXZ2eoPB4IHycmdHJptrc7vKt2YyWe+WMofz2tS05vf5ygLV1Z7tra0um8nwqeTnNIUvTBvEzwC2z8zsbG58fOx3Fy8Od3E3QgsPMCyCtvChwX9y//DQoUPhQKDy3LZQ45eRqNeQ0pLBTeYYby6Xx0dWzefzSr6A8jWPFCsXcoosZwqymkSKTiO5JlGkJ/FkcVVVovh8CfXsoiyrc0hqN0ZGRiJ3i8zOnDlDJlOv88eawGuwu7qqarC1tfWJ+vo69ne1UXWlSEzJZDIwNhaZQVV+uq+/f9AKZVgQsAjawkfGwMDAHA4dXV1dVT6f70dOp70dyalC0yQc1ATSVExV5P8gJf0XNyyqqjSnKMr84ODgAs8U+cQDrwEtpH4VVbTtyJEjz3o8nu96vd62QCBQ53G7nR6vVxJ2pvF4PB+LxaI4jiaTyfPRaPQMDx1BT1/fPf4kFu4n/B8Sd5ClpYSMbgAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>