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Robert Juliat Bizet 674SX VW (Robert Juliat_Bizet 674SX VW.d4)

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<Fixture Name="Bizet 674SX VW" ShortName="Bzt674SXVW" Company="Robert Juliat" Version="0">
  <Copyright Notice="© Avolites Ltd. 2026" />
  <Thumbnail>b94f5679-128c-4071-a2c4-e0b1199acf75</Thumbnail>
  <History Date="03-02-26" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e5b8e038-37a7-4e1d-8b7d-7dd62b5f8dc4" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Duration" Display="'Duration %.1fms',1.0~20.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Rate" Name="Rate" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Response_Time" Name="Response Time" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Response Time" Display="'Response Time %.fms',100~4000" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="RDM Off" Display="'RDM Off'" Dmx="1~10" />
      <Function ID="3" Name="RDM On" Display="'RDM On'" Dmx="11~20" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="21~30" />
      <Function ID="5" Name="Dim Linear" Display="'Dim Linear'" Dmx="31~40" />
      <Function ID="6" Name="Dim Square" Display="'Dim Square'" Dmx="41~50" />
      <Function ID="7" Name="Fan Silent" Display="'Fan Silent'" Dmx="101~110" />
      <Function ID="8" Name="Fan Normal" Display="'Fan Normal'" Dmx="111~120" />
      <Function ID="9" Name="Fan Full" Display="'Fan Full'" Dmx="121~130" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1 (Dimmer 8B), 1 DMX" Channels="1" Id="b2e52a5a-913e-4f53-a5fa-d0ab5b1aca5d">
    <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="7b934f58-90e3-488b-8d80-ec21e4854232" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2 (Dimmer 16B), 6 DMX" Channels="6" Id="71ccd5eb-d4f7-400a-b47f-81f219e206bc">
    <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="c8c2dba4-f9b2-4b82-9b0e-eca18d5da7c8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Rate" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Response_Time" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Mode 3 (Profile 8B), 2 DMX" Channels="2" Id="cd577060-d9f6-4f48-88f0-24e40b058177">
    <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="6176635b-1e7e-4b3f-802a-41cf0f9e6865" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="Mode 4 (Profile 16b), 8 DMX" Channels="8" Id="0bbf2349-e431-4831-97e5-2802ad88cbbf">
    <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="8e671172-0b31-4519-85e2-c77c2af91eb0" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Rate" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Response_Time" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="28" />
      <Attribute ID="CCT" ChannelOffset="7,8" Wheel="7" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="RDM Off">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="RDM On">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Normal">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Full">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
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rp6Ykf5HQWFocVlqAtDhlsdeZiDZLu6+uhQDToJCVykiO5OZiTzmRclDIzM+iee+6JjnTbQND6VVINEpI4yS2/5ZA22hOPxzC42AlCizELS9AWhwwmXNezWOchYjJ07dCk6+IGqJp/TNAoeTVKiKRKGtLUpJNYT293KryAoEe8youFxVBhCdrikNHT05/U+ZTDjs6roYk54BJ0KBSkcEi8JwLJ9GcbXvClItpIDjjWM1zuxHvDa6v2zc6EVj7ihWwtLIYKS9AWhwxMrImEkWqhJg3dN6nCrVFWChOG4XB4VAg6GNRBJyJrCKTIrbdfkCKRDOjpo5EC1cJiSLAEbTEExJWJbGaFM70kPCIMqjwcpIl7tCzokG8L6bbq9mCSUNzvoEOPRhkuC4uhwhK0xVAQEFLWE28gviDpHBgSYu0kxXcm6RLImjQ6COlBQwekBCU5iDFJqAlapRkdlfBzC4uhwhL0GMXVV19dFAqFUKE6GA6HYRVm8fvsSCRSwu/HM/FM4PdFvB3pNYNMNIloNB6LRvtaeXt1f3//i6tWrdo7Em1jkguaUXqeBS2ubF5xVqUDM0kmEvFRIWi4ODu+fromYiLhauNmoAqAicLRyFFtYTFUWIIeQ7j88svP2b59+z1dXd3Tg6DAQFCl8YTPLia1Jk2eQu1tLUiP6WqqXhHUJOXlF+j0mW2tlJ+fT1dfc01ifElJXU5OzqtdXV2/37Vr1wPD4erGDcvRa7FOxbUu4CToD2g/CidZP4AB5J1e9222LShtMq3nccUlVDZjOu14Y6PyywZxYxJzNIJnLCyGCkvQYwTf+973PrV4ybG/mz1nHtXU1FBVVRXV19dTB5Nxb28rxRNxqq2tVUQNwkaxU/gXw9c3j8kYASPNTY3KswL+vY2NTdT9+sZgV2fH5NzcvA9NmVL2oQULF/76/vvvb+js7HgtHk88xNf5zc0333zIFiQTb55OeB9IsUhTawE6a4jC2pNjVAJCPOte2pGk0klT6FvX30BImrR/zz6659Yb3fZZDdpiLMMS9BjApZdeWnTGyrN+PWvWTGX1sVVH3d3diqBByiBrkHZDQ4Mi4p6ebmKL2PFEiLDFHFdr1NeDW28+W9IdHe1sKfYpnbW7u4vK9+2n+oYmamluLM0vKHhfQX7++xYvXnzPXXfd1cJk/0ZnZ+cjfK2fX3/99W9Zn4+Nz3ydMU5XxtbErNN6pibGJ6U5oJ2JUSLopFMsUaQWDCSf+twXaWbZJPrZ3XdS3sRpNG36NB7cYhSOREZt4LCwGAosQY8BsDX78K5dO8Pt7W1UWlqq5Akkkp89ezZNnz4d4cjU1tamCLquro6qq6sRNk3Nzc2KsEHmErUH67qfiRmvsSSdhBiQSlpbmig3N1+VoMI5sDCK+JgVfK0VS5cuvem3v/1tZ0dHxxa2zkHY961evbrG395AIDlJVyzxLGVMEgKeFU2uFasmColGJWIvoOG8C1JuYTHNmD2L/v7EY1TX0k5T5o+jeu7DcUXFlJ+Xj/baXBwWYxaWoA8zLr744rk7duxasXvPXraAM6m4uJimTJlCEydOVGSNvMvIWTxp0iS1bf78+cp6bm1tpcbGRkXa+/fv5/fQpjuoh8ka4dfgHZFDsHR0tivC7uryJFchMkglO3bsoJ07d+JtHlvjy7gdy0444YTr1qxZ05mVlbWFB4iHmNB/esMNN7Sx1VymM8SlpvQ0oaVgPUkX0m0YcUsVearHjRvn6vJo21ELF1Nfby+9vuFVOnHZuyk7I0n8tEAFBYUq1Si3b8TDzy0shgpL0IcZVdXV9+FRu6SkRJHugQMHFOlCY4YlDcKZMGGCIm4sIBV8BgsbhA1yXbJkibKmhbCxbmluYlLuYHLqY4u6W11LKpuIdZ2iFTvrjIws3r+XGvgca9euRSh0XkZGxrK5c+cuW7x48U133HFHXTwez9fZ6hJGOk/Hrc6x2k092llGnAiPPvroXEhBHhI0f8mxFOT+LZ4+lyaUTaHXnnlUSUhoHvqXCdqGeluMWViCPoy44IILCru6ek5X+SqYNEqYgFvb2lTkXS9bfbCUIWns2bNHackozwTCHj9+vCLrwsJCRdRYw9KeNWuWOk9HR4fSryGDgLCxbm1poa7uLlU7MJmIugVTxUMEKC4Zr/TtYCjM1yhVx4YjmeraW7ZspV2790LTnYh2aRc2HS3olZRKjSYEEOodVDp0aMQlDibccbW19aSjGnF/ISqbNo2bF6LFJ5xMWdkR2vbGZrUv+hh1EhmWoC3GLCxBH0Z0d/f+MCsrKwCihOUXj8WolK1lQIjOKRWlCBsLSHPfvn1KDoE1DcKG9Q2CxnvIIbAMsZ4xY4bSr0HYsLBbmKRxPPRsEDY+Q9knkDpQU12lyDqXz1NXW62saRA4Bg2kCwXxdbR3OCWjEm6+ZbPGn+faphHk8ykdOjjyFjS3o1CqeYOci8ZPoJLSEtr/xmv0/LPP0oJjT6Cq/ftdvR4Tq7FYrHuk22VhMVRYgj6MaG1t+ZfsnFxFYLCKJdgO5MHEIRF4KbKBEDakDViysJTxOWQPkLJY01iLhQ2JBOfHOUHWOA6EjQXWdUd7G7Upd75eRdZ9Tc1KugiFuggxMrCgo9E+NbmIrHSSg8O0lA0pw93matSkEvbnXHPNNSXXX39900j1J1+rwAueITp66XEUCQVp17YNFO+uowwebDAomfKLDVSxGMuwBH2YcNZZZ12ak5sHs1SRMEg34LikyWvAi4YLpGjFsl1IEIQN8oWFjPcgZhA2yBrSCMga5IpFSBveH1gwaQb9WzxDOjs7lHcICLuvP0q9SMjvXFsy2GES0G8tS5ukjWrNCyz2u+++u2zx4sWN1113XTu3CzrDn/l69w0zYRe4wTK8LDzmGCbmDmpraaTcwglUV1Xutk18pbm91oK2GLOwBH2Y0N7R9Z1x4yIpVrIQtUAm8/xpLEzylvcmYQNKxmDSleAWmViEJAIJRFz5ZDss7LKyMmVdg5hxvLKumfQRuai9Q3rZAu1NGSz8nhwiH8jrpHMf1TW1hEKz4XC4ICcn97Si4qLTZs+efdOPbv9ReyQc2ciW+0P8NPBzeIkMtU8RQOP2CSSMZIx2btlM27ZX0OwFi2jza6+leJzgFvipwkYSWoxZWII+DPjgBz/yBSbICU4aTkUaptUsMC1kAPuI3CGkrWvreQRuEqbIIZA2UJYKpItJR1wTGrZ4iogUAg0bejauAbc+WOWwroXs1dLSorxEBAMt/dR7FbmmjY/VskmIorEoNdQ3UFcnAmgqCtraWlbwwLFi0aJFt7FFjVwim/jQh/m6h0TY8DjxpKAk3fXDW6hsylSaPnM2NVYdoCpevHZpzZzbbAnaYszCEvQI4dxzz81csWLl9dFo30p+mzuuqKgpEY8/tW3btnuYkH4cjmS41jPgz6UM+K1Uk5xFChHSFoL3HyvHi2Urx5jBL9CYQdaQQkDSYl1DDoHFDZlEJilxzKZNm1KvEZBMcZRyTQC6NeQRnNNN/Uk6mT8mKJuaGtS+sNafffZZnHMcvz8jNzf3jDlz5ty2atWqVh5AXudt/8eDyy8PFprOA0q+OUAhsnLihElqXbm/wre327cjXifRwmKosAQ9AvjGN74xce68o3axpZoPi7SALVRIB329Pcvb2zu/EwpHXHITfTlFFkimuquZFrGs5Tis5bVf8vAnqTctbTk3rFvsI+QL6xptATmLzzVIGu+Vq58iWlIVsV2vDfe6ft9qLXEk+HME0iB7nJzH/7TgH2Agq7z++utC2GcyYZ85d+7cO6+55pro1KlTW3iXlzo6Ou678sor/yzn6O/vz/PuM8BPBuNoctlUqq2uSgnQER9wWNFM6q1D/0tbWIwsLEGPAF599dU/VVVV5yMvBgipuLiI5s6bR1P5cRvudH5yMicC01nPAnOfdNF7cly6BEZyvH9iT0he9oMXB7aJJCKELVp1JIyvjJeg33Sxk8hBsfTN/MsYCKLRuPLD1i5u8A7JVFILrqEDXlJ1dGkz3kML37hxIzZF+P0Ebs9HZs6c+ZEbbrghxn28nc/zFF9jutc3SSXXqAGIEu5AZPYt3Ox44LQEbTFmYQl6BFBZeeAE5MOAh0RvbzeTWyb9fe1ThEx1IIWgQ1purgwHfuJVJEderRJTqgCEsAV+yQSA5gvrVIJRZL+07nCG5S7XgA4thA0NWksq0L1N/+eBbdfX0feHa0+cOF1NNKJ9GARAmJ1d8CDpUnIHcoXAsvYI22uPn7SlPdu2baPNmzeH+XxL+BpLkCSqV0VO9qkgmgkTJqnXkJPMe8P5kfEPTwjNzc2WoC3GLCxBDzM+8YlPzJgydVqofN8e9X758uX0nve8Z/Wzzz67s76h6VeyX8AgacAkOJO4lUVqSBoy8SeP6abkYR5nenbIefzwE75pffvlELl+zCHsgYML9tdRha6l7xyLfRHlCLIHMbc7PtcYwEDWyve6L0rdPajf2sEEGqQsJmqRQzCoAVOmTGNS76C62toU4saCc0yfMUsRPJJAQXeGwALPE/RXJJKpQtj1gIHzBZQbIrfHErTFmIUl6GEGW5krEIa9v2KfIoNjjz0WhPQgG2qX+l3SxIVOrFAzIMUkSL/8AQhRA35rPJ1kYg4EAr+ubUYvyjn97Yg7mrdzBmUlgxRBorm52VRTU0fGBVSoNzToEJ8rr6hIbRbpAROVsoCs5TWs467uXuro7FZtiYRDytp9881tbgAP7l0scUgxIH/IRyB1WOzjCsdRX08vxdQAB009UwXb6PvSmjcmLnl/68VhMWZhCXqYweR1spAh1kgZ+vTTT+/vj/ZfhEkrEBkIReAnQ9NaNR/L/QEgfu8NsaD9ftXSDlMm8LvmmaTs3EPKBCQgn+kkSZ61H4kE3eAX6MqQD4RElfXM14oxke7du5cKHR9s7I9+kNB0XAMEKwQN1z55je3QvxGmjolWaa/WtHVOka6uTle60PlBuO3FCbbIu0lNyIaCKlQd+4kFnUjEVBtWrVpl041ajFlYgh5mNDU1L8zMzFakCCLkR/lobV3dfzNBBGEZnnD88fTMs8+meDKYlrApSaSTEkyLW5dtCg2QMUwZRM7rEqYvbBwQnVrgv6acE6RoygpC4tguE4R+t0GcO6D6pVERLiIVQYyiN2MtCwgbrn4ImgH5ipW8/pVXlFVtXhMEi1z72E+up5cEolQoOyebLXfej63meFwPIuJaJ33lnzC1sBhrsAQ9zAiFwzOhrwphqCRI8cR7QTwI8kAKT0S5gZDEJxnwE6/fqhWYGrNYs+a+fnL2H+OXWcxBIZ33hymlqOMUQcNqD7nn0X7VvYqAzUFCzqaKxvI+kDpAqGIty35m4AwWkCnWIOyn//53l5ylXbrNqQOC126UHMcr55r8eYSt6NwceODJhKb7FJDeFcbCYozAEvQwgwlnAh7Fdb3ABK1ZsyYCdzJ4GECbhkWIRPyASBR+LwrTuh2Q28LwmjA9Mw52rJI+iNxCrn6/a7GK/d4hJvmnWs6pE5tdTlUXow/0daEfs7WsirTy+5BhvTt1Cl0LXKQNIWtIH9VVB0jyO5uyihCzKduYk6JFRSXquvFYVJW1imRkUSQzy3X7i8fd81iCthjTsAQ9zMjKys5FoVchXlh/usZgFzU2Imovwo/5TWwh5vBjuM6FITKFn4T8ftGmlW1atoDfYjatanUO4zi/e545MemXQPwWatwJApFzCdJZ+6oNafrIr68DRx11lHqP6jDoL2jVO/fsTauDe37XQZJgmUgkQ/lVZ2RmqDSrCCd3Q+kTcYLsZAbSOH1gCdpiTMMS9DDi3e9+90wm3EBDfa0iB78eC6sabl+BQCeTSpuTMD/EpMKP91nZirCVRwRIxTmnOTknk30mGZuWo0mYpkziP8ZPjqZVLhN8cg7zGgO2EaUQsD8AB5JG0rgHSZzkl3CwrbKykmY7BQcw4Yh9kPNDyxHaJe64447T13CkFgAuezU11crfGecqLh6vXsMijzuTjyrYJhSmceMK1eAofcF9bQnaYkzDEvTwYiV+/KgYbYQSOv0AACAASURBVJKzqZ/6deZYTAddIL1nqDXsVOfWEXaY6EJQSDgcdo8x4SdaQIjcP0GYbnLQlBr8/th+gpdJQhOmhWxKIulgXlMHinjpVQH4V7/22muUw0SMp4rt27a5WjP2X7hwoZo87OruVlGFKG4AAkeJMNRg1PUXI2pBVRj8DdS9OBkCIz1dPAhmaSs7Q8sofJ7gD3/4w8/s3Lnzf+655x5bm9BizMES9DCivb3zxJKSTNfbAVafuIaZFq5fxmBadQgrqqw/HKPrBwYV4ZgTZyGHrM1AFXMAkO1mMIt/UhDZ63AuEJwprfj9rP1tNaUY1QY5d5r9hbyVK5xzTiFjIWfTgse5S5iAkfdj08aNrisiBigEuUydNo162Sp2KoSrY1AFPRbrd44PK42/o6M9xeUwFNKxmLC0oThPnjxZRS2iP3/0ox8FuR9+NX/+/F995zvfacjPz3+Nj/m/mpqa/7711lt7hulrYWExZFiCHkb09vYs0tJG3J08A0yrUtJv+r0pUOAUL3VEnl7DusYjP7xCpDo3vD+yHMKGFBJywqLhsRByUpfKNU0dWSYU8b6mulr5J4P4EL5tep3422ta3UrzTuo8F7qtqZOIpqUuxK3IWN94yjn9xwihvrl9e8qEI+SOo48+mro6O1MmBiW5EwgcC+4P8pF2bwwreQN9GE84royxuJJGEOKNgU8GCUxMIscHH4eZ2/exlf4+Jux7f/CDHzTxtTbyeR98qyx6FhYjBUvQwwgmjRmQK8zJO9ejwdFe/ZZ0OlnAI0udxlN7OugkQ3h8B6mAkEQOAVljjSNMzw5AZBGxqMUXWchp0aJFympFnmhTljGDW8z2JpJm7umE0oeDAV+uUfL8jJUsgvP5coGQ0VYha4R3w7pHtXIEtoCEjznmGLVG+3GPaDsGLaRJ1RJNWOn42dlZ6lo62VNMBaiY6VnVfZDWxd17MQJ65J6lKjq/LuHlLB4Uz1qwYMGdN954Y2teXt4m/vs+3NTU9Mvvf//7LYf8BbGwOERYgh5G5OTkTgBB+C1R+EB3O4mCBCZxm0Sd6ousrWpxNpAirZqwA64/sVTnVnmdnYlGvFYyCc7vnM+0pMUneTtbrDNnzlQRj1VVVa5/sr5equyhyCwubUodYETLVsdhcQYi8aTw5w7xL6qtvJ+U4AJRo2gACtjiGOSLxhrkic8DQR0diPvEuVXh20BSWdN+6Uf6O6numZ9uEiD8hPKowSBnavD+CVG0f/Pmzdg+jvc5o7S09Ay26G+788472/mam3nbo0zq969evdqIcbewGB5Ygh5GMBHnqAksx8XO2UYf/NCH6aUXX6R9+/aqbX4JwdRj/eSeSthaXgC5+N3ltIdIn2tdS3SeJN4XAgRZIuQaFU4kxLq8vFwRH6xpECGkA9NrRCYIvQnOeAoR6jwcuUrnNYNa3HbDQjXC3/2kL32Aa8DNDm3N535bsnQpVfJ79CmIG9cATl+xQk0OQvZAxXGcXxIqJXyavL8tQIz7L97bp2othozBDeeANS5au98dENvwpIFCvfjT8n6nZWdnn8YW9vdvu+22Tu7rLfw3eByEfd1111Ue8hfIwsIHS9DDhE9+8pOzc3JzAyA401KGRQpyhitYOivZDz8xm/k1Bh6nJQadtMjzvNBlrqJKDgG5gXDEqhb9WooIgNygX4MAt27ZQjPYmoYfMQhQUo2apbYcx7kU1z2xNE2pQNzhXDnDeFIQ7xEzZwna1tjQoM4BwlzMg8XePXuURi7pRzGxiXuCN8f06dOV9Y97UcUQEAzjRGa6uUSEoIkGTGR64fFJRdgqTzXSnjJBI7gl7EgnuLYpG/kDh3DtV199Fe/z+D6WTZw4cdlRRx313VtuuaWb+3wbH/sED373r1q1au+hfaMsLCxBDxuY4Fbix2yGJQMgub179wyw4gbKGeld1NJ5VqRuHxi6jd20lY3Jt4SrzarJOCcJv1jY4jqHz0BysGDhDQFrGr7JSFIkUEQck6eDuCI3WNLQiJXEIG10JAsQpHh6BAxLWaDTgEZUe/Lz8lTODUkwhYEOTwNiueN80Ichebz88suKrNHXsKrxRIBzqSx4nR2qPeLqmHBc7cw+8z+xKP9vkLp6oohRqD+mqq2EQ0HXzVHkEHNgMclaokIR+YhCvYwcPu5EtqpPXLhw4TV33XVXD79/gwfsh9kCXzPM1cwt/kFhCXqYwER8UmZWDv9Io4MGgQjSTQrK2u9P7PfK0AgqAhEdWHtV+L03hEREcvA8FzBogMTgzRBSJBRWRKc+Y6KBVLF161bl5QG3NJmw02TpBamA/AKu7pxUZqrr1kfaag4YVrL//sUyBvFVVVe71ceRgwNSggx2WNA+NQHIx4G4QfywXlEEIOhMmOLY4pLxrlyCpcPJPS2WtRB2umcYU8oA92KQI4LXB4ru9lMoHFSWNdz0tN912NXX/ZO/0gY8wbyiB55s3nYy9+fJc+bM+T6jmS3sddyuX23YsOF/H3jggXiaJln8k8MS9DChqaVlwZSyHPX6YBLG25E3ZD/T0kvdzyszNdAaTLiTiV5IduogINfSGjRea1c+qfAdCAaUCx8S34P0li5dqggTZIP3RUXF1MP7Y7YwxsSHbZMmTaSdO3aqfYKORRlyFpFD/PqzWf/wjc2bFenBpQ5EPHfuXDVQiD80rGfINCDYcdxGqSwu1mvAIeyI4Y4IqWLipEmOC16fm++jn1+j3UnDbU/nVzLaJ3KM02cJBCDFsEuUQn0Bx7Uv6HrTyJOAaWFL+8zAH0zEol/5dTHv+36+9/fzvf725ptvruZzvMjt/O3rr7/+Z0vYFoAl6GFCIhafKRYqcDAils8Hs6TT7evfH5axJucgmYfpfBMgiKTrU61zAmk5Ql8DpCReFV7QSGtrsyrRVTJ+AqjfJdl9bEEXFRdTcVER1dXXK+8KaMNi/WIiErmu3/Oes+kXP/+5kicUSYc1KcdMDdu5Dxwn5NrJpA4Cg7UuaUaxHVILgldqa2qY2CoVySqSdlOcaqiUptDKMeA4Ug6AyiwgeFxLXBFxDZkcxaDU1dnOA0LMS8CUTA3aCbj9Lfo+yBauhUmVxhTBRTiXpJcFSZtkLYNQ2u8MnxODxo4dO/jUgSm8fJL79pOnnnoq3XTTTS088L0JL5Ha2tp7rZfIPycsQQ8T+Mc1PqlSYA6UMJzPDypzHGz/dETuDQTqX98+ScctWScT0m56SZI0m/qcCedz75zYt6enj6rZyitC9RNIHpA1mGAwgRh1AmxAditWrFBWtZBsfX2dsqKhXT/zzDOa9J3yV2ZKVRwv5IUFE34vPP+8kjAw8bd7924pRaWPSUrAT9Cd+MNnKhAl4XmzqIk8rI0iBvE4d0JfVH0GKcS1dp1c1JBSkFkQ5wP5w/rvdYoEmJOeCelvsbSddiEJUzCQ6vMt5wqGImqAEIte9Ot0fuqmuyH0ayz8uoiXd/Hg96758+dft2bNmk4+dgv3hfUS+SeCJehhQk5ubo4Qp1iLKXmU38Ki9sPv8ZHO/U6/1sQqk4MeWYtGnRpVKNa1d86ga43LsbC4YQWDsEonTFAk0uCEhcO6gyYNfRb3J2SGfSFDyHkVqTkWqZj4IP08Jt/WNp0oCiTZwBY5LFkkQsLxOJ9YyWLJTuA2wGJXE53cPu0GGHPvT1vpSWX1Jx2/bz1ApOabBtHjWuI3Hgp7uU8giSBgJ8O5X7QD99TlTFRibkHloHb+jNLzyaTTmwnPk0ZZzLE4xWPcrpAT6RiOOBZ1SHuKOFGfpnXtrykJwLvm9ddfV14ivCzjvljGTxbf/fGPf9zN59jGbXvUIeyKQ/qCWRwRsAQ9TAgGggHJY4wf85w5c2j9+vX6MyMIQvBWFrS5n0nWfk8EmSQUa9kja70f8lDL47x3zaRDbJJNTpeAMqPrcB7kBak6cMD1FYZlCC8P6LjV1VXKy0PqAmoLeAY99uijWiqQZEiOB4cEk8xYuJB6d+5U58vNyVHaM5gW7YO8AhKDp4ZKa+rcN7RoXBuvoZE38uARoIR7r7o/NHkmnNBuVFXRWri+fj/3QXFJiSo4K5Z4wPEdR6IqsXLdai/8lIDaiYhqVN4hvA8W6Ne61Ja46iVcGQSyEaA9aHQ/6/6Mqz4CScdiIYqqACKdq1r0coybyUCcQgHPrdLU1/X5k6Yfdg5vP5H7/cQFCxZ857777uvhtr/Jgwrc+u5btWrV7rf/7bUYq7AEPUxobGrsnlxWlgOiAtHs2aOregcNcjMfZf2a8sFc7NK56AGem5df4/Ss4cVLljARZtNTTz2lJA6RCsh7WFfEAitPrimyifYACTAR71fWJV7jvmAJ76+ooJraWteKLsjPp5/8+Da2bjtSkvF7erAmwI2bNilCAtHCKoaFCMlEe1pob42gTKwldbSjSuqU1KHacXGZU+SsskFrK9aNutQTeCqLHe+Xne3VPcTEY+X+CpWAisTLxvAd137f5EghGSmSCCZCMTkp/Q6yxkCl2x0jqfDi/OVS/j66H0KqP+NB3dfwPAny9XB+DFw6JWqQMpCRLxJWhW6hhvi/A2ZgDxb034YNG/BRNn923KRJk47jv9W3fvrTn/bx52/yuf9YU1Nzx/XXX98w2HfXYuzCEvQwoWhc4V+3bnnjI7qMVcLJCRFQ5LNkyVJ+TH1NkTTg/9ENRsCCdESdSvCpmZlNWWTb1i0puUH09oQrDwiZI+BFu9AFHe4C4TmTb3w/kBVQZACEguIDba0t6n6wxPhxvrGh3nXZc619pQ0Hmcg6VDpREDu8KkCYiLB8Zd061R7J+odj8BRiSkToR9O33LvngHvnmqgDytUPxAYyl6K0MoE4ceIEklSwyN8hXhoJ55xJxzWQkjpSE4Srny60LKR0ayfaEG3ExCgscrRRTzZ2UicsbIT6J3RZMDO4SAYQua9QIuQOJCGn0C7aGgvFKBwNOy58IdVW5S2iiN35u+OF+d0RxxPug9q6eqqrb+BXuzO52cfk5ecdM3/eUd+5//77Ub18KxP6I7W1tfetXr265mDfZ4uxAUvQwwS2Wi7gR/59/OObbEbI4ce7bdvWFJI0/W0Bvzud+X4wKcT83JM5zM/0e+ionstdwCHnoKFNp55XzqXbQC5JgbBQFRvQ7Q641ib2BYkMtOz1+TMzMpW+3OXk2UCBgvFMbgiC0ceG3ElBN2TbmFyUexSre2B7yYlaDLrRg+h7WJdlZWXqfWmp1rElqlImGgVqytTxjxaPENVjQd1vavJP+Y5rNzoQtpoAFC8WfsIAYYNYJdMe7jWu9OtYir+6WOzacySuJDEVOu9k5fN7gOhBK+54vnCfK+nISyVLAa+PUr47fL3Oji7awMZBIEn5fE4V6ciD43V33XVXF7/fzk8Nj9bV1f3MTjqOTViCHiY88sgjffxjmrp8+fKb9+/f/2/845toBisAfj051W1uYKCDn7QPZkl7k5BCwua5TPJOp4drDVvIW86jiTrVd1nIWFvcpiYedLVrua6QLCzZtrZW5UmREYnonBtOzmvxfDDbI8V0pcCs6OdCbGb7002kyjnynURLWNAG/B1OOeUUFcaOPBxC9gHHek4a2fuUlas8Q4xrxGLan5u3i2udZAg008HmZGcr7RruiLg3ELX4X/dH+z13Q/Iy7WnXQsggQS3POH2Dc0r4uySekiIGEugD+As0ODemniy0ka2fkqBh1/LCb3L5GKVhz5079zu/+tWvuvnY7dwnf+XlXhuaPjZgCXoYkdCm4zexXHTRRVNqampufe65585P6oQZA4gk/YQfpf3sYPq130NEJqg06Yqm7A9YIff8Ym2bXiH6fTDlvWl1D7TstaWZUniWX0O6gLYKYoQOLlo0vERQggpWNN6Lb7OuEK6rg4OYDxyoVGSois9GBxY9CXg3nAKcawKTJCxZTPYB0JFRDADnwiQucmik80eXvkg6ujc5/R4GaWLyE5qy8fcQ4gRA3vDrDjtudZC4sEDeEb0ZfaISQPE6Buva8L/G5GoU50+EFWHrvCoxdy5DFjOSUU0yOk8i6Uqbue9JfOJ1sQW87OruoY2bVLa+HN52ArfxhJmzZn5rzZo1vXyuHXztvyOXyLXXXvvGgE6yGHFYgh4h/PznP6/i1aemTp26uLm5edHB9h0Ypj3QKjSJxE/YvrM5BBpMOZfeDf948oRMrpm6rrev2bbB5BadwAi+xCDU5pZmlatDJvRUfgrlwodqMx1qjaT62rKOudGAKg+I0rI9axrXhdWNBQVfVVsci1yqlKcjZgFkB5AhJjex3rlzp3LXw3bcEVKIpsvbnTIIkqNROwNd1JBPEgHtxhdyrGn4iIccizra3+8SpqoC44SwSyg7NHcMGjinmmxkshb9Gt40Sv/GvSqCDbn3jOv4JZCI80RiRjNK0IwQtuvPndDJtZTFrmyJpEvYKncKrxEhuokJm6+fxfsfwy04ZsGCBV//xS9+Gc3NzSnngfVZ/rvdbgl7dGAJeoRRVlb2qBC0X6YYzEvDX3vQlCsGI2rzveelS4a1K5a06YrnhYOLpawnCsnYJ+geCwLQunoPyQQost+BBJEBb9q0afTwww9R5f5KnSgpqKMa8/LyFRGBIBsaGlOCQCSoBNay6M/YjmvU1WkvEejAYcfKlkCUpCMfiWUZCKZ6ssCrBFIGpIYlS5aotKUYEHCdpubmtOTs7+uEMzZ5UZvabdDM7udq3tjuRF46J1KvhVRV8Apva3esXhQnyHSiG6Fdo6SX6R0Cyz8a7df5QMzJzKQXNo7zigeIaU3LWix4kWLE91r6XRJMQXpKGH8LSVebl68nWffuLacdO3ZG2tvb5vX39c+bMKH086tXX99SUJB/52WXXfbtt/oNWAwdlqBHGHl5eXfx6op0hOyXNQTyI3orV7x0hG3u62nC6aQRc4LQ1JrTt0egZQZ9LoR/wxJENe4pU6fR5MllqgJK1YGqlAi58Wxhw58almN9fYNKhQrywWdwZxPvFuWeR1qeqKo64GWyC2orVdzs5LwSLq7yajjyh0rAj3PwNnhW7GHrFP7akCfYElSh6qZea/abSX7OB+ZKQa5vWqVK5nDaD4lCJBHJgS2WrLJsHc8U6NFB5A5x/K5h2WM/aOUYVPjJS/toM3mqsmRsieO4uOEZIgOFOVAJYUu2QpxD3oulDWAbLH1402DyVcqZ4Vod3G8IIFKBOo5lj6ck7Lt79y7lkfTEE38tOvroo64dP378l3ft2rXM+l2PDCxBjzDWrl1bzj++Lv5R5co2Pymn00FNK9ossmqSsb8slT9XsTmhpveXXBwB0tzhacymDOLJI0SeZe1dTx0ZdDRZ/tHDUj11+enKWjtl2bvosccecy1IWI0NOrBCWWkghq6ubtdHGsQkbnTwjABgOYvbnUzKhR2Sg5WO3Bxyb4qYnMEnKMTJ29vZAn3P2Wfz4/ompXPDgwQBL2Y/Sd+YWu0ATwif7OSXn0xyN3OxyHXEI0QSSAUlb4hD2OJK2OWQNQgSA5n4YKN/oJfLZKRY18pDxCkMIQOZnEtJK47HiSmHyDlxzLx589Q2nHMWD7A73nyT1q1b56aN1YFDvWpgxL63/vCHirB/8uPbeb9XCBPEbFUjZ0jJ97///c2rV6++KTs7u5bP9+q111674W38NCzeBixBjwKKi4s3MUmcOtDjwsPAiT4hDnePlP3kB5lu9t60AuU8mgxMb4kgpXp3KNWYvCRLAy3+VH/qgK7Q4gSlQCvOySmjJl3PT1ljQYcoMrMyFUn19/ZRPltr8O2NRnVEns7rrK3pOFvWyOfc2tri3kdmZpa2AJlYYMEtXbJEPZJLnmqcF9ah0ogdKzrPSU2KAgDwpIC0glqGCLJxAz18mfXM+zT70G9tm3+vdERtfmYOaHKugOMdEjfkErRFBjuJuJSCwEiXmulUdIccgj6AhY19hbAxGHXza5OoJeeHlD2TaE6cBwmjoMnDWoel/jgPqDt27HAlEUxoin83rnfGGWfw36VL9e++ffvUPYHoYVWj7Nhll12WHY8nvot+Xr58Ob322msdxx9/fAFZvGNYgh4FzJgx4yEQ9GCfD+aRgR/B8SecyMSyl1qaGxVxquk3nztZeh069Xx+61pIxSMgPYE4cOLR06zlWnLO5qYmKuQfMIjjpZdeohO4rS+++KKaKNSWY5yOXnIsnbbyTKWzBjOyqGR8KVvKEdrw9F/pT3/4Pxo3rkjt2+e4vXV3t6bIIyDzgNNekBE/Titr020jiBmP9Xh0d9qFc6n8IUzQIDlsh9wBrRxkDy06JgUMfMmLzL4xn07M/vJbzv5+NSWIdBZ1yv05r2MBPeAp8oYnB7cPxMyjD/UyAcP6z3CiGnOl7iQvkJimlJWpUHbcN6xrDF5SW1J5xwQ8Dw/0gZOMSVnnDzzwgBrIhNhlfgCfnfP+99OUKVNoKi/r16+jrVu3qaRYOt2tHoAQZaq9WCL85FOvgpK432sH+65bHBosQY8C+Mv+c/7R3uLf7rem/XpykapssoR/JNMoOydbJSla/8o6NdMvyfHT6dWDeXiYZDPQ1c8Mmgk5ROTprzLRaHo5wPMAPrWT2UrFD/dvf3uCXl2/3rW0p8+aR1df+x1qrKumLbvLadKMudTa1UfU1U/xZJDva6objSikGgpFHHc0XW5LJrYAkA76gHzkCMQdn2FYkSqBE5/rQFWVzu3BZJNwLG3kvAaBabe4hEo1KqQYdCzNdHKG4O1M4KbzykkXlGQe40ohzvVFppg1e7ZbCkz5RTuFgiWiMdOZFJRwdFjEkIFA8B2O/7XUioR1jEEQ18Ck7oZXX1UDlzcQkcoP3t3dyU8cIfqf3/3WmajUmRDdgsO8P7Txffu8SkEZGUleMlVg0IEDB/6W9odgcciwBD0K+Otf/9rEj5Md/CPIx3s/OQrMbGZYi0VUWFxEiWiMJvGjKYg5OyuHLv7SJbT2b0/R9je3UyKOKLyD66iyNouhmmSdum9CJR0yiV57cwTc3NK4FCbE6pmgW5qbU64tE2Ir3v9BJolW+vman1JfJJdW5hTTlMkTqK+3ix/dW10i9ya7+lW61oyMLBUy3tOTcPJ6gByynMALp9+MeyDHmyIoxGf0JUitzdGeMaDgddK5pkgdgJlBLyH6dsjLT/JWGrRfakonY/mPNf828lr6rlBJQVo7Rl5sTHSChMUnHDB1ZnNiEESd4YS6w8LWBRUmqX0gbWzbtk0l8sI2PE10O6lYg0Hx/gk7fug9KaXMREJKP9mtB6BjjjkWE4mPDbh5iyHBEvQogS2brWxZLJs+faYqICuuan4L2gRCi4FutnLUZ5hkg7sZr7/61cvU5BH8ZVGlgwcBeuONN5RLWDKhCVR+NKlEm+rNYVqE6TxCPKJPOD9gUo+zHlHDCvXLJUmKZGVSkElv88aNSpaYfcxJTBSZNC7UQYFQO73S0e5aimLVgpSTyajSys1IOXh6KH2VHCXeIeqU9JxELkGr1ookYQ5ODmEL5HySlEnCvCXIBJ4WZhi6WNdmX6UjXL+VLdvTySEmQQs5m+6GIFgUTFCeLsZcgBT0lVBwfC6uiiBcaNiqQDB/BpIFyWM7XA5ffuklZVlDM5bvjB4cU2s3mm1M8W5J833B3wiDAyYUn3nm6ScHdIDFkGAJepTAFtEDbAUtA8nhR4SAjbfy5sAPq662hsocKWDGrFlsGWWonBjYbdKkyfTYI3+h+oYm+tnP7qN///fP0EWf+zzd+oOb1Q8Yj7OJuGRU8zw6/BnR0llz6eQQKUYAgpYACS/wJWDsF1Obo0wYfW1Nyq1uwqRpNLG0mNr4vscVT6LOjkeVZSeap7ZgNfFowog6hJF0H/elXdJrsgbBQzNFdKJLJuY96AO9QcfX1ybJA0js5E64oW1ZWfq6iYRbeYUCpvWYTjI6eFFg+dx8ooEEgWvIJCDew5Luc9zrRCcWVzp5WjEruojEozw0uM/QxxiAMEjib4Zgol27dqrvjiom3Ner+tpsY+rfMpFC3GaFmICvDyIR/J16em+//fa+gb8Ai6HAEvQogb/YP+XVbeXl+wb9EQPme/wwXnjhObVfbm4eTZk2jX903SqvQkdHFywV9eNdufJ0FU6NH+Z733s2/ezeNfTxj39czcZjQghub7v37KJovw4rdjib4L1r/tjSEbW/TVp66dUVV8iTCgR6AAioAqvle3fS7KlTaELZDDpt5QoUNaBeJveOri6VVxqTifASkFSsOTm5TjVunX9D55/wUnbK9ZWEIcTLKCkpplNPXU4PPvigHjQMInbbrQ/W5CxPD44skvR97l7HISxpnyJB6L3wznA8JSQ3tL8PzIlAv0Tin9iV7VKsABoziBkELa52M2fMUJY9XBr1IJZwCVqeRKQ9YoG7iaF4WwOKL5SW0vatW1VSJuTcVn7VAzIdem2VeQGB8p12yN/83ujK5xHlHcJGga1WPoywBD1KeOGFF3pmzJjxQnNz83K8TydtmD9iFfRgkBJmx3ds30bKvY3J+MMfPpc+et5H6QMf+ACTdafKO4EMZzgTdMabbrpRRYLdfPMP6Hv/9V90y80304033khT2Rrfv7/CCXjwylCJX7LfKkoH7Kv9dfP4h5mpLGZMLOJQTBSp87FVVr5tK807+li6+Ovf5Mdtfgxn4unjAaZq324mijeYJAqovb1AeRbAx1a7mXmkD8lD2uJG75FnAUvfIIx83bqXU+QFv8Xq9rX+UBMkkRsJKNehwOCWr+QKESkiwe/hSSHyk1SX8Uc1pmuPaa1KX+N4eE1gcAJJo1/giQK/6F38Nz3hxBPV08LGjRtTPELEnU+kGLGoQeyYIBQtHtvgagj5AwNjvyOb6NtN9QzyZ1+U+5eJWPGr1v2mZRZM+vL19qX90lgMCZagRxETJkw4kx85n2hrazsTP0AhonSTTn4Ly1zjx1hZUU4/+fGPlPUyuWwqPfrYo7R37x7lW7lWQAAAIABJREFU+jZhwkS68sor6dwPnkuvbdhAF114IT366KN03err6Jz3nUNPPbUWZ1MWOCqgSK1ByMqBZCJtG/xA2zFoIEc0UnlCw1ThzA4xwM95/+6ddP9tq2nhkqXU391NXUwWqMSiEtwnSfk447roCz1JqKUF0zKUwQOEcvSCo+nVVzdoEk56LiYgsXpesiER6I7S7SePdlJey0Bo3I9MPAaMfczrC/HLwCmDqLRXfeZM1PU7ViY8S6JOnufBnpb8BWVxPCaGcV5oxniNuQbUasRTh87Xkepbnc6FUgYRM5e2BBUVFZeoWpAHKiuVdR0wPDexr+Qyl3P4v5/+AR0GA6x9VGRvamqyQSrDCEvQo4j169dD7Hv3ZZdddnRtbe31+/btO7uioiJfkgSlJnhPP8svn8kCsjtwoIJ/bOXKcnvv2WerR9mMzAyqYEsZluUbb2xWssSixYuVr+p2tsQ3bHiNli5doiquXMgE/vTTz9Bzzz3HP7BGZ5JRTZ+RNioHRjHKjxR6eE9Pt5sMKBiMshXVqqxAIbKXnl6r1iBzbMfEIgYWkK7kg9CPz7GUQUgsZpnkOmPFGbR1y1ZFXEnpI2d/0WJV/3gdRiT7mLJH0vD4GGTiTh7dsTUWiHOfSumrDpeYzElR6Q+xPJUUgNBtVHNxLFiQIRnHpfMIEXdA9A1c4RBAwt8R9Tetrq52yVPg97X2Dyr4HFY0LG9dPV3nlYaEsnnTpgHfOQly8U92+gnbPA4WNMqjHXPMUtqyZcvTb/sHYfGWsAR9GPDjH//4TV59HK8vueSSo5m0Lq+srPwAP36WIQgjGvUsyXSPxv7oNtFlQazxZJRqa6rpa1/9qrJq3nXqu2jlyjPpzDPPojvvuJO+efnlyipbftpymjZ1KpPys7T6utV0zvvPUUEmDz/8MBNCOa1Zc6/ypdWVQCTsW8K8gylkgAWk6YeeUAy7P3z8iMW/WlzJQB54DUKCz21ra6+XzB6TUoGAGzX361//WoVsu+YepZJxzJcASQg8hcDII1TyTYjJPvBIQOj6goWL1MQoAm4QXIP+QBj6Sy88q8jOJDIhZvNcaE/csLyz1ZNFVOfFQJ5rx0vEJGzUG0TUo4RzQ94AMYtVbcpg6TwrpA24hqRtxXHoa0wUip85JInWthZ38tj9HhlPdKJryzVE+hCS1vvpCjw458yZM+lvcIa3GDZYgj7MuOeee0DWF+M1k3Uh/4C/yZb1J8rLy+cxeYXMCSH/I7JJPIC3T0D98GDZPvW3v9Lf1z5F+CEFQwHldvXJ889XgSVPPvEk1dbWqfDq3//+f+mqq66mb3/723TUUUc5yesTNGv2HBW+DUtZvCoSTgVr88cr7fC3saCgUFmCGze+rn7cOvdzUE0qiYYJSQRLWdkUde7Gxj733LB0QSYgLXUNSTUq1yPHrc6I+jMtZukXZbkO8jcw7wHX/exFn6fPf/ESvm4ORcJJqq6q5va/oXTySZOnqH2efOwRN8RcBlMz0tKfJ0XyOuO1+C9jUPIGLz1hB0sX+j7cDrEsWrRIDQZifZt/Z78EZgJPNBj8pD4kzlvNA7f4SuN7JT7OZj9IgQA5r7RZrmV+7g0QAcnp3XPrrbf2DNLNFkOAJegxBCbrNl5921noy1/+8kdqamou4sfcs/hHm6cLlMYHPGICfrKWxEhSaRpkm4gH6KGH/kAPP/QgE00ZzZ8/X7l0IeObTCzhcXXTpo2KoHGqnJxsuvCKK6iALbB9e/bSg3/4g9KRJTDmYCQBwPLbriY3hVh0GxFEId4REuEnRNXR0a4GFwBPASrpv/Fore7PmCBzTu6tTblCd4rbHn8rTZ9pYNbsufSZiy7mgSCiLNy+vgBNnDSFjj8+QK+sf13pynPnzqe983ZSRfk+16PBnLSjZDLlnG5bfNKEWSkGIfMibaxcuVJZ0hgQGtXg2KWTLBn9nM7yN99LmlMpJqAq00CKyslT1jTI32yTZBSU9viT/8tTglR3kUFCeezwvqeeeir07QMYUCyGD5agxzDuvvvuP/IKC8j6HH7UvaaiouKU2traCIjMlEH8kB+fWeFEf6DJGiRbw4/OyLUMFz2Qym9/+zsd6OIUlQW2vLGZ3tz+Jq1YsYKmTptOHzj3A3TvGngMpj5aDzaZiPP19sZS3uuJxGzXt1msZSG74uISbl9Pit+xnF/lWw6QCj8OBb3CA+RrUQp56QZ61jZ5QS1Enssetrzr1NMoIzOLYij82xd1ig4kacLECSrpU3urbnNuXr5OGZryuE+eG1+av4nf5c4vUcHiPfbYY2n9q68qT4uZs2apST3VBliyhgZsSkzmRF66+1f5N1QGwISbcAkTq/CRx4CcpZIx5ajgKSmcgD4HkZ988jJ6/vlnB0xImveEc06dOgXntEn8hxmWoI8QMFk/zissdPnll7+XLdNLt2/ffjoTdlGPk8nML4Wkm/hKnYQMuBok20b0ve+t8nyFjXPAI2Pt2r+Rl7xfdPD0iYbkOL+7mgBthWQBbxMJsBALTlzF5NHc9HQRSSOeCNKEj95GTS/+grInTKHuLX+C9uGeX5KommQodJwwLWzdMK+fSOXvVv3Y1x9X5wTZ6goxYUWayFPR2aUz7mG/fsdLwvT0MPver9X7P5dtUmD25ZdfVv7O0K6RdwTbTjrpJNVf8FTBwCxeL3qwGuhXjc9A9iBeAPJDdVWVGngxCOIey8vLnSeQkCJnPYmb7bSNHEkmrgoe+0uNIYGV3LMMrnPnzkW9w2cGfCEs3hEsQR+BuPXWWxFKq8Jpv/rVr85obW29fM+ePR/ev3//dP7xBsRfN90jsF8Kgf+yRx5JkmR56SefEilkP/Dz9Bq5+VpIrL29TckaIAc8busACx3aDQuvqQmJ/T0fbTmHshaDOdSfZGsyZyJ1Jwv5CcDTRf3udOS8Txl0jPaa+wNwVSSHoKCHh+DbnZNJ0VhU6fatba1MdpVuXmVNclqmAZS3hjOZlm5Q9OfsSNG/kSu728uVHXQIWHlvGMVzi4uK9ODgTCYrOcPZV0K/zQFA8j7LUwqIG/0vWeu8JEjkhprr8lkh9TfPyIi4lV761MRmmP92eUp+0RJHkN8XwIPjjwO+FBbvCJagj3D85Cc/qeDVZVjOPffczOnTp3+Bifoitq6P5R9USCafBtOI/Y/HptUpdKcnBf1UNpDEB5M5TJgTaNCnEdgC4mlsbFA/fryHJaeLBnjuh6YVGsrMoP6qPRRLZlIw2pUaDehdSK98TxEpTxC+yUTgheeepaqKCpo0ZZpuq0N6tfX1VMXEDFkA1U2qKivdii54CtG5tjWpZpreHaLdGrm7pa/8koc8Nch+QvKqCrfzt1KujUzi0teKTJG3xIkelAriOY7HiMoBzYQMH3ME/ijPjHDIrWiDAdLsH7OeoSTIysrKUcu4ccWKqMU7RLdbHzNx4oTYddddV/GWXwCLQ4Il6H8gPPLII9AJ7sTCP5rQxRdf/B/79u27iB+Pl1RWVoZN3RoYzDPEJEP9I5VZ+2TKPn74J8LSwbwefuxFRTESn2OZzAJBwyVPrGIVrhyLumHfWePnUObkMgrEW5igm6knHnPbBsKVoSRoPjUIORtr8Qhx+4NIBd9cf9136FtXr1JlvCBzwGL+n9/+ktpaW1W+j1MLFlB3Vi1VJRuorrNRWa8JQ7dPsYqdZPyuJ4dTWsq08v2Wtl8e8feduZ9bVcVx88NTiQwcGAClGjr6U8prgdATjh7tf7KSycHBvHOktBbcKuV1WdlkTGg2HvQPbzEkWIL+B0VCi8s/cRb62te+dgE/kn5569atJ9fV1WXLZJApIQjMx+90MoXfX/btkHK6fWB1trY2K8sM0I/XkAo8L5UCVRAg4rh8JRTZdLTVUHTL45Q5YTH1t+x19F/PEnUn7gyL1dWhhZyd1+adq4lD/n/ja6/SRZ85n+bPX6BSfFaU71WarkQ67s3cShcs/iDduuAjVNlZTX+rWEd/3f8c1XZ6aSjEE8KszCKpQcUSVkE6ytc86eSnPjSkm1uAdYsFOjO2Q87odqJWM9kKBoHrHNA6f7PfxVCWVHgVdqR/JWE/2j19+gzIHTsO+QYs3hKWoP9JcPvttz/AKyx06aWXnsAk/fWKioqz6+vrJ8Kdy8y/YBJxuvJZg1nQgyHdvrKts7PLqaoik1NISB9zSQvkrMkO+Y2zMBFF4ZLp1J9bQr1NuykAyxpjUTLV/9h1eSPDEk034KSZyMR2yBivv75BbfvoR86j5pYWevHFF1SJp+beDlrz+gN036b/pQ/Pezf964IP0+UnfZYqWqvo8f0v0NP7X6Hqjnpq6W+jUCAk4YukVRWvT5XEwAQq3ix+ycMP/wSsfz7BL5egLxDo0uXUL4SWjCRX9Q2Nah/Hd9lti+jeHulrYsa0q3LTdCZCpY8jKud0Lh199HwQ9Mtv+wth8bZhCfqfEHfeeSfyJXwGrxEcwwTxdQTH7Ny5c0F/f39IMrSlw2DEfDCf3HT7Yh88bksoMogE44Pk8wAgyTQ3typ3r9LSQqqpqaKGhjrKyY9SZn4pRUOF1B/t4Md1rUD7Sdlc+weWFDIkb+JQ5BGxuNGWP/35zw7pBens97xHrR997HHlYfHHXWvpYV4m5o1noj6XLlx4Hl1+/Gepra+T1tdupccrX6AXKtdTY0+LOrspH7h95OuvdC5z/vsx90tH3LINfQcPDkWo4YgKmUd+adNK9qxir33upLEaWAKunCISFM6HdXd3jyp19uqr6x8Z9A9uMWRYgv4nhxMc8z0s/OMMfupTn/pkeXn5l1taWt7V0NCQcbBIRhN+0jkYSYv1lpeXrwgBkXNINSrVxM18E8jr0dzcSOXle91tvV1tbDCHqaf5AGWH2dpVas7AogTSDv+EnLnd3U+8K9K0Vax7uNv95RHNQ5BD4Fo2c+ZMpfXu2r2b1mz7P7rjtf+mD807iz676CO0fPIxdPa0UygRSNK6xq20tmIdra18hZq7mqmjv1NdMxQIOBr2wLD+wfrO7HM3Z4lxvyBfqUkoOUrwBIKJRAyEGBB1sIlYz8EU69n7+wUHDAJ5+fnU7dSExAIdG3lCeGB94aANtxgSLEFbuEho89OVQi6++OLzmKS/sX379mXNzc0ZkknNrz+bxOL3VEjnIYIsdiCR5uYmksosSEIUiWhN1AzAMc/tTlT1NFC85g22osuor6UGSUh0Jj5FpEFnHXDk5tTk8qkWokfUboX0waQFVw5JqglNvEfqzsoDlcrDAYVbjz/+ODUh+Kvf/Jr+sOMJmlZQRv+y6Fz65Nz30rtKF9Op4xfTNSd+gZp7W+nZ6tdpbdU6eqr8RYrSwMnXdD7TJvzFa821VFiRvpQc0aJzI0JST46S82TgXUefRjR9tVW+G2odc3KJ4Hzoh1BIebG0r1q1amAZGYt3DEvQFoPi3nvvfZhXWCCFnNfY2PgfNTU179q7d28eCECkkIGeHwPd70CUeLyGz7MkTpLHaKw7VdVtFEDFjz+hJhD9QSpyjb7WcsoNJShzfjHFuusp7vKnLm6aTg4gSo2o9FvVfnnE9FoA3P3IS0mKPUB2GLg6O9tp+5vbtOeIIrcQTT5qCj0T20T3/fFB+sD0FbRiyvG8nEDFWYV03uyV9FFe6k9upzN/92/Um0SAjhDk4JJROgI3IU8nku9De+5oUkUeFvQzmLmhsVFJNYjoxGQhnmC8qPkAiWYufx8zOx7C8DtUAYAcWr58OUqulR933HFv5ytlcYiwBG3xtnDPPfe4ZP21r33tOCbaK9iyPruysnI8yNpfmcOEttICquI0CK+hoV4RhplMCJYezqPTlgapYNIcyoiEqfHAXupFBjuDa5GVonDF5yjrpA9R/+0fpxglFKmY+qs3YCQMS1DIPpRW7gD8+ZXNdJ5qktGX+0NPNJJyW8MWtwBAIMkW9l6aOXMGzZ43iwIL8mnN9j/SDet+Sh8/+hz61/kfonEZudTW3kjd8Sj9+2f+ja3xKlXMFZGKOhR9YLY9gX9wMQlchYY7VbwxIIKgEZqOfCqoEN7X1+PUIAwyYePJoVvlP4HlDf9pFGLIzMxwbjGQQs46Yb8mfOyPGoQ8cL9+iF8ni7cJS9AWh4zbb78dP8hP4zVb1pObm5svb2tr+9ju3btntra2BiS4RCBEh6RJQsqSJU2AbZA5EEoNueLsq75NeztiFPz9ampqqFXVYnp7u3XWNyaNmof+izIeu4WCeaWYHiS/COCRmp4ChGWtJxJDrvbqJ/TU4wZa2cCASUj9JuW6ckxTcxMTZLN6j7BtlQiKLdhbX76P7nr1N/Th+e+mcDJDZfzrU1Z4B82ePUvVC+TBjw4cqFRBMHj6kCAWfxvN937ShsdGQ32963EBl0Uk6Terc5v3A6sbgyTmBFSAS3aOK2egDRLarT1CdCFflLmqr69/6u1/eywOBZagLd4R2LKu4dU3sVxwwQXZhYWFXy0vL/80E8yirq6usJl9T/JtAKa7lpCKWOFL3/spWnLqStq9fjslx0+h3G62KEMRVeDUJX7ev6+niwK9OutdIpkcYEmmejQIuUlKUNlnoIYrSGdhC1H6yf1g3i1YJF2qJGnqjffTA1sfVa0qKBinqqWggjfOf8opJ9OTTz7h9JPKPqKPHSQpkr/N0rewht3sf/wevtFoB3JsmGQvfx9T18Z7WNXeeYNM+MWuO6YUaEBl8K1bt/4p7c1bvGNYgrYYNjzwwANwHbjZWVCp5YKmpqYv79u37+SamprsdAVWBbItt2g8nXXRFdTOVlxH5S7KfM8XKfLMf1M8dwr1PHGPu69Mhgm5yECQzhJOJTGTmGQSUcsfA61pvb/sJ8Tld90zkfKZ3jDgPgNOpRhEKeJTWM4vvfSSImgstbU1ilyhFw8mY8jar/uLvAFIxJ/IHiBVeHcg5wlRtvsUIwE16XRvOa/k8oYHiH6fcHJw5PfdcMMNbWm/EBbvGJagLUYMv/jFL1yPkC9+8YvL6urq/t+2bdvOYtIu9tdjFA+CGSe/nzImzaVn7v8v6q9pouyPfInorC/Rnh9dlHJuIY6rrrqq58UXX9y2e/fuWWwdFuMxvd+JzjNJbTDC1sEY6oyuA4dnqZo68MDqJaYLXzpvCjL1Y9PKhlUb8ELSZX+EkUuGua6u7gGTlf6CuOkGOpAwiF3uAX2B4ghS5FVIGYOb9qYJuhVrxMPFlKfMa+AcOklUppI/EOLN16pN97e3GB5YgrYYFaxZswaRZufj9ec+97mZTBz/iQx827dvLxNNFPxVduqHqKG5nmYGmig8b05bVn524fkzE4lHVyy76oknnrg+Kys7nJuboyIKoanOnTt38xVXXLEMx0NiycrKuoSt9c9WVlYuaWlpCZpFDt7Kx1iQUp1FQVz1NOmZZZ/87oXpdGs9kZjETin5otO1B/ovwt+Roxtjhz+gxD0fDZIRzyFhWOASWILK4/B/BgkjSZIk80dUJLw40JciMck5/fk4pNILsteB3DG0oOBDY2Pj1rfVqRZDgiVoi1HH/fffX86rL2O5+OKL57Lle9O4ceMWTJo0adffq3dmTl208H1nnXH6c3e+eKDm6Kzg+dntFRt+97vf3fyxj33s9y+99NJWJoUckMeSJUvg7rVXzutILLdhQbKoCy+88Ev19fWX8ECwSMjarOsnSGeNplrfcceyJMcVzdPL/W54cqz/tTqfL29zwrGy8Q4aukf6QWVam+fw1x/0PxH4rwUPDl05PsaEWqAmDFuam5WLXJ9TCzGZ1BVR5EnGDPOWEl36HnXYOBL6AxgYYUHPmjULmvbzQ/sWWLwdWIK2OKy49957d5NTQBc45d+/furmio735ebPOy00YyqtnJ5JOx9/8yp89uCDD5ZPnDhxMxPIMhDGtGnTQNBpq3g4yaLuwgKyvvTSSy9ikv78rl27jmcLOwParERJAulc9ATe64SR0U9r117eZ7U1LTH73fhSrHNo6IFASoEBP8GnGzwGkzjkHAjx1pKJ1o5R2mzLli3usbhvbVF7yfilpJWZ2Em7SEqSJ1jzOvQb0skJJ5xAzz//vM0BPYKwBG0xprDuVz968b1fv+GhivlnfOSDswP9B5596CqG68Y1derUp/fv378MZLJgwQIQ9ItvdU6HrH/mLPSVr3zlNH5c/wqT9buZrEtB1qJbA34pQZCqmQvJSjpWccPzJhTTWdJ+Eh44MalTkYqGnS71p9lGf/tkwICVi5wbeA1yLXR8oCF1gJTNdukw75AaZMTn2azQg5JZ2uoOut440Lr5iSexatWqbW/V/xZDhyVoizGHJ3901ce8d6enfDZ+/Pg/VlVVfwvEgcd2JtlDzqJ2xx134LFcPZp//vOfL+XV16qqqj5eXl4+H37ckEL8KVj98AgybniDmKQZHCA9mK/TEbipY7vubnIOX54Mcy2Q0mHilSGBJTJB2NnVSX1O5rxUSSPkWMfkWs2S6Q7eGjk5eSrfCC6H1LCYhMQA0N7e3kQWIwpL0BZHFJ544omXJ06crEiRH9vjt99+e99bHzU47rvvvgZeXYsFk4xMPJezhf7ve/bsmcMEFDTzjwB+HdhzdYsb1i1eJ8gMijFzgvit58HKYJlyiKtfO/umy3ki9QHleFjBkYwsNanX3dNNsWg/yeCTOmCkegPqzwKqAktBQY4iZ0wS4jg8bYDETznlJJTisjmgRxiWoC2OOMTjsWRWVmaASalrOM/rTDKudhbkzT69oaHh6r17956BIgeoAGOWD/MHxZjwSFuSEpnRi0KIwQHHmORtJvuX6wQkqEdI1thfcnBIDUIU+83OyVUSRV1trRvMI+fy7sFzMQy4iaZ0Un5Yz729zWo/eM+gGnxJSamSlxobG18dzv63GAhL0BZHFJisIkVFRYGysjKQRstIXuvOO+98jlfvx+uvfOUrZzJJX8GW9Yr6+vpcfyX1dJ4hZsIhp/UkZKg1bL1dyylBn1WbmtluMFmEjNeSuQ76cKtTiLcgkqGs35rqGkoamQhTnwhSBxq9JJiIxyvXOpwPuTva2rxc3YhK5MHrtRHpeAsXlqAtjiicdNJJH0OaT4coom+1/3Dhjjvu+DuvsNCVV155Ej/2X1FeXn4WL8VISGRKIYO77Zm6thC1fucPhPG7vJnbAHGTc4/Bfk6aVvhAo34ijsN+0Is3bdyY1m/aOZR0rpKgS84IbsHx3d1dbt4NDEoIbkE74APNTxbrhq+HLdLBErTFEYNLLr30053dPWtgGaKSR15h0ZzD0Y6bb755PTlBN1dcccWM5ubmK/bv3/8hHjimYwLNT9bAwMhG/OvPfyGTjeTIG3iVakmb2rP61LCqpXp42EishP3hEw15xqvOnnqsV6Hby0g4fvx4qqmpVp4bSKUK2URqP6rUpVnZ8ODYOQLda2HAErTFEYNwbuFd2bl5uQsXLKREIMSP7nmHu0l0yy23VPDqK1g++9nP5paUlFxWXV39Lzt37lxYX18fwqSaP6wdEPKVbd7EnQ5U8cg0lVTNeoumNSy5n8VFDtYucmuDWGFRa39no6DugOtqYHNp6QRqbGxQx2CCUTTtUCisyHnq1DIkUrJVvEcBlqAtjhgUl4wvQIkopORsaGqh/r6+UZM43g5++ctfYtLyBmdB3uxPVFVVfbGurm7Zvn378iWS0Z+YyIRIDAKZsPOSOaXu6ydvkCqIGtfCpCH0476+Xtc6Nq1m7CeyiXiAFBaOU250sLhheWM/r6itHggwQcj3lTZAyGJ4YQna4ojAZy++ePGi404OlO/bSwf2V9D7zv0g9XR1dh/udh0Mt99++//xCgt985vfPKq1tfXyPXv2vH///v3T4LpmFudNtWLNBE5eqlSEZXseFyJt6NeSq1lIGqSMKinIjldXV6+8PgSyn76WPjesfHh7IBk/CBqWsuTs8LxJdEThzJkzkQP6ryPXcxYCS9AWRwQigfAZ8EL4+L/8G2WyVThlyjRYgEdMmssf/OAH0Gu/hNfwt2YC/I/q6up/bWhoWFJbWxuGZT14VRqRI0yLWcg64EzyJd1QbZQTQw4OWMcI8d61a1eKxS4JmIR4MSEIuQgWNRZJym9m0NPH6fcob7V27dqHhruPLAbCErTFEYEoJRZHozE674Pn9N17/y//Mrms7OMdHR1HZCSb4299q7PAhe9DNTU1lzKRLmfLNE9VjRkkA5+pVXsRjJKzOaa26YT8TKhs7aIOZG2NdrEDZKISFrIXIEMqvSki4iUbHixlGTC8icigkk1mzZqVtBOEowNL0BZHBGKx5KxJpSV0oKLiT/FErB0FUJlU6g53u4YDd9xxx595hQWV1BfD35ot6/cdOHBgoulvnQ6QQ7QVLT7M5GjLATfJEfRkwPSf9uvgEokornkptRj1UWqf6dOn0+7du6tRX9Ji5GEJ2uKIQF9fX7KoMJ+2b9r9p1Aocs2UyROpsWr/lsPdruHGvffei3v6LF5/4xvfmNja2orgmI/t379/Zmdnp6r3ODDQRKIVNWGDoLEdVrI/r0j6LH1a9oCPM9KRynZ4f6Bq98KFC+v5aWV7WVlZBZ/r73ffffevV65cOdJdYUGWoC2OEHR3dazr6uk9p6ax6f8VTZh49KTxJbRx3Us/OdztGkncdttteEJQ9R7hwsfE+RW2hi/YuXPn4vr6+ggm8bQMoScShW+xHZYzMtfV1g1e8CQ1h3XQkUj0tuOPP56uueaa7k2bNv3rFVdc8fBI36tFeliCtjgiEIj23fDUU099NW9c0XHvWrqEdmzb+vPrrruu8nC3a7TguPDd5CzQrd974MCBS5msT29qaioy6z3CEwMucqWlpVRTXUU62+pAmEEvOpIxpKxmPjfNmTPnuSeeeOJ9t956a89o3J9FeliCtjgi8Mgjj/QxoZR+61vfem/5zu1V3/ve9/6p/XDvuOOOJ3mFBSlT4bb3tdra2vN27do1p6+vnyIGQUd/AAAAuElEQVSRDORrporyckXY6SDWM6IGTznlFOzfOnPmzJc6Ozu/++lPf/oVXkbtfizSwxK0xRGDhBZTHz/c7RhruO+++/AkoaQQFOddt27dr9o7uubl5+W5E4TwvpByX7CcQcrLly/vnzVr1vbc3Nw/tra23rV69ep/iEnXfyRYgraw+AeCU5z3qPPOO29ZTk7WLQsXLljQ3Nw0DmW/Jk+eHC8pKaktLS19Kicn5+6rr776kIsdWIwu/j/u1iDKU4RoeAAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>