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Cameo CLMPAR2 (Cameo_CLMPAR2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CLMPAR2" ShortName="CLMPAR2" Company="Cameo">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>0b29562e-3f9d-4092-b21c-b7533c48ce2f</Thumbnail>
  <History Date="16-11-14" Author="Nic Morris" Comment="Created" />
  <History Date="06-09-18" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail.  Added vdim to multi-cell modes." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e784499d-17a5-4050-8908-6f6949030c22" />
  <Control>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="2" Name="RGB Mix" Display="'RGB Mix'" Dmx="11~21" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="22~32" Update="Dimmer, Red" Colour="255,0,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="33~43" Update="Dimmer, Red" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="44~54" Update="Dimmer, Red" Colour="0,255,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="55~65" Update="Dimmer, Red" Colour="0,255,255" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="66~76" Update="Dimmer, Red" Colour="0,0,255" />
      <Function ID="8" Name="Purple" Display="'Purple'" Dmx="77~87" Update="Dimmer, Red" Colour="128,0,255" />
      <Function ID="9" Name="White" Display="'White'" Dmx="88~98" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="10" Name="Dream" Display="'Dream'" Dmx="99~109" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="11" Name="Meteor" Display="'Meteor'" Dmx="110~120" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="12" Name="Fade" Display="'Fade'" Dmx="121~131" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="13" Name="Change" Display="'Change'" Dmx="132~142" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="14" Name="Flow 1" Display="'Flow 1'" Dmx="143~153" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="15" Name="Flow 2" Display="'Flow 2'" Dmx="154~164" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="16" Name="Flow 3" Display="'Flow 3'" Dmx="165~175" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="17" Name="Flow 4" Display="'Flow 4'" Dmx="176~186" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="18" Name="Flow 5" Display="'Flow 5'" Dmx="187~197" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="19" Name="Flow 6" Display="'Flow 6'" Dmx="198~208" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="20" Name="Flow 7" Display="'Flow 7'" Dmx="209~219" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="21" Name="Flow 8" Display="'Flow 8'" Dmx="220~230" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="22" Name="Flow 9" Display="'Flow 9'" Dmx="231~241" Update="Dimmer, Red" Colour="255,255,255" />
      <Function ID="23" Name="Sound" Display="'Sound'" Dmx="242~255" Update="Dimmer, Red" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Condition Name="Speed" ID="2" If="'Colour_Macro'>9" />
      <Else ID="1" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Condition Name="Col Select" ID="2" If="'Colour_Macro'==21||'Colour_Macro'==22" />
      <Else ID="1" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="2" Name="Col Select" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKCMMP21" 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="eb178e2f-ad40-4e08-98fd-bb1fe0a5bc54" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <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="e933d2e9-a48e-4849-a027-0bbbd7b584fe" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Master_Dimmer" ChannelOffset="2" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="15 DMX" Channels="15">
    <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="f361dc79-bd86-498a-b503-7f5ab34cf556" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Master_Dimmer" ChannelOffset="2" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="3" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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K4vuwetDPLsg3+R1/V/kTCRob3mxQnZ/FMwkxkqBw8PpwIs4Rzys2fBcjShkq6lei41XLOh5R9scKTEBUYL6O3Gs2PagdJtQhuSQK9UEb+nPh1swLnF3bSkfhlQnfyDNLB1qf4eVHddhdU4tJKx7rZUQhylCT99vWsmLMDV1bar/vuCLMpAjUTbHImaHwPF4xd/HcU33P1Yn/R/KTtUaHQneBCAv8dqTU++fbJGeNcCA+zdQsmoFwQvhPUfiX70QP4Dg+WcEMxlPYbSfVGBpFqNYbHBVSOajp6pcQvrmNczLs+klHWkuZl8G1ZeR0Ik0SzktpElrhA8E4zAG2dHQYAp+OxxYuWdQJHtYKDqxTMWBl52PbJbatCumddnwiYhAqpFt+zJunK7UXlR4vjfDsTxCuDiNr6zssS5CuRuHyM/FvdPleYzCKf/LTrLNGtDxHCxeLkTj/pMBewgEqBlz2lcXWc02sYF3LcT27u9iPqyvZbv7OyPKe5lua3OIdULyr5k1hoDgBlJCWUoI7VF/sj9BJr1CpCmnXxCKo0TqD88hHhR+x2fkL5bXwxYxSgVshmHesgssiQrlgmSxowcYo5cE7OTBttYBKwdYOqcdlsJ1Gel1hO+1EHal+a4ai/lfLFdqgqMlnts2GsfLZRRsoe9Qv7iiJZwAKqRMJhOlwJ1PP96k2t85TjvfSfTlN4Jxj1MYkxZDf2inIi6rFqAd7XcBoEyu5lMusplc0lBOHgi85WgMFCNhqLL4rKyEzu5X4R89PpuYUMvbIWJnk7tgnfXeTNGUDTqkTsZAiWt1OaCnNbxFyjyrqeUoZcD/HdS4KmL7LVcwELuJhRKeHP9/HzXQ7gNAhojtTynZCyQeySkVWr6pFBUuWMM8k5EdGk5Gts6dKV36UDvNWOqs0Axj6roGj5XUtH2qV809PIVltpCmC1kwTH50gGYHmTx33I8KNuDe/fv3+bzxSNb0jo3JMWcP4w19LzAqqDUH2EJJIHXIlenGX7tARZlcRA+gqpafXqM/6ke63nivSvhSpj69x4QOc5ZN2LrAYxdhgf8sE+79EvwmvXrp0+8Norwu1Dzir3s4a5NBL+PHtwVIpK1QVzff4C5h4g+yxT3B1DkXI/elViZyUVgGv5Mrm7qAjc4PaOuu6T/qVUskEbBVf+7us4h9phJF0ejyGDmsvLVvCGhVPo92zLXCBpf1gg1zc2dAZIndeGoyeHlxrFC6o064PgxXGRyBxIs9W/5wVJiTI+mRUkLxO+nAWxNmJcSwdxu/Gmlh0Xaz6Oiw1yROKCT/QCfhbg6iZnQvYOUT1FrEGYS8tOkvMFgaQ/l0GeFL6k+bh0Hy5eHeWCiO7+/bcJBhh41/kcjxZAUEl5gZydsSA9v4HASVWnNya1hROJC7LWGR5nKznPEWS3NvpOvyuWrv14dTC7J4c2GlbRZbtxiCgqVtd4sL7uZzMfB259LsdyVYIWFugFkl7AGwxEvIImLANiORJC38zKSZoImM6bL0J28hMmz5Kw6SdO0rJKhuZ2Is0yqdlByvaz34ngba50uJ7qJhpmVkj35Mikq3LZqG6AnUJ+VV0CoTc6cCdzbRy0qTUWyFmLBePexQciWJsu2SG6kZDyiMCc92fsUrzlRwwWIxJ1UGnI59iCRaTjtZF9s3U91pxuk+A9LH9GutHGyMvIvzp4ot+yKhJkYrOJ61IoplcmtgtJ+DpVhKo3dstw51bmApwxF+51CyQ/93DTJfuG7FancbFbgD8ICdppn8mjgqBzudxPIUGD0dUE82oSD+Nk8W9ZYep3N3IX2xSCd4oQmw3By2TslMHO67dbmQuYH8h9YoGk5x4Vk7MTIc8HOWtc6ywpWA5W0UjGTiiL4FPg1ztkruD3euIw/hIcf9tddxwZPnF6xXefeMIx0xXB2OycPMW1Yg4krG6H6wn5HxJBWySvJJ7xk0tZzQftBqfUpE77FzC/kFNjLpD1BcD5lpD9uNZ56Y4vcvg1UFq33rFm7Z98+EPv+/KpgQG2a9eushdBXoGAQEmvK6qYz/ywKlSJSiZikLm8jDrBTYJPNOjTX2oTurgQsi737wIMyG05W4JdkKgrh+rD7OTHrJOm/bjeXXDIRK7kGVel6zcawCuI8LZuIx6s+UrDmlWhj/zKBz+7/bqdCaz3hQUzReLowUGxLLkf6Igc8CJznIdj5PPlc9QX3J7+0H4MwWk9QADHycROqJWeOSR4m/QOKDp4XKMSCV4H2XXvZ0l94pXCslqoxL8AB2j8keVovzc8HHKFVKOu8OsXPZdw00ETbFUKBusfuv6mNz939W03bgkGWBdLTbPM1Nj9X/7Gw1d94XP/YDsRKxT81kc/bi2OiOXTscQ7iN1cV0sszpgan2LZ9Ii17AxACzjKUMkZINImOL2MXjpsHYw66Lbbfjkv+iqnEPSRx1i31JN1jHiJRg1XJhfCmWuim0/oSPRCk+nPm/RtS7DEnH2atQsVuEQNXjQgYSlsJEUlsnYiWzVARc3vfTGBFncoq1ZdXd2ROlr8PIns2LX5tnjLVepxIJruZcvY+rfc8DXGAsfExpFpa39meqyLf9zA/zoPvmosm44VAmQih4Se4X+pbMqS0MvypxobbdeWJWXZTdJpRQe3fLjMZR/pwSlEU5a25eunXFaX8FTdGIU5blP3WxI9bRPZGp0leDmG/0IR/PkiRjfJekFFwowcy0pUgEzYjkQdknJOk1Ru6qUvmvaUyFoXOJI1faVlIo5ofODOF1FbATMeSTZ8VwcPAkuWt7W12dQd9YXQF0Oh0LPix6Iaa3ucNbDe3t6aJUuWhDdvuWl9IDCdmBxl6zjjW8n9Tp05/PvbX+hle/r2iMUSxZph0vI6YrXdRESQJJZG37B+vdiH5dchpWM9L6RIJZUASeYqOdJ+EO1YKls29XZam21aMYbKIFUIFtuRCVJVkeiAeshkr81PbG5LKXV1U9vIx6n1ketSZnR1ON/NoOt3PTs6Tl02aa7g1+gs1+fnFor3lB/YiJnKcMlHfcGgC1IxYUnNciJ+RdKerTTtR8+tRhj69oN2RbGYITXGLbfeyu68aQv7i7/5jCBUL2zYsAFrIeBvGy4VW8SesB1whv3+0898n/X19dleZFnfHMniM8UuW7uW/eqHPngiXtf0LTp9bCrVHWCBrnRqaB1tGzw+LD4hrYtjuMQutnOpHb7eR/v72TPPPFOmomhvb7cGAJn4VbLXScZBSZMkk29tJKslaWwj/vAiOu+1/ty3lX6Wtssk71a+G7mLcx384tVyL5qXmF1EEt8FRKVqCzV73UXpB+2xirtj2LUJlZT96LPlYyohdT/HIrtoPNHiTdD1xdDL+MTLuqZrpbAsztVUGRXo4MQIIyT01aRKoPKh504u6RAeF9f2rDuzpCXxX0Oh6GN0fowZa5PVR+stqby1fTmLxWJbdNcLBqdveP4H2z+BGYCsUgEwM/jwh953sr111ZFAkSXS06Mxvrmbk7/YT8QPyOQP4idgACDpHjp4EHw/HxDwaSdu49NNivZCtaTuF3YdvZ7cva6pbtPq3wGP9frmy9j48wi/OmgZZeqNixxl9h+HSEOZsNVlqXR+12XXYSWJ3NE+5pKXA+dXZCR0A6So57f/WBASCBUwiAoVq9zdDljSsuSOT/ze7/7lwVf7rt6+d6dFcNBNL+tsY2tX9LDLN6xmsUTz15NNyd/j5HxKV05TU5PKGo/ojuvt7XucDzCfkKfcBDRwvKnlYDxZL8j9QO9rNWvWrGmKx4zZQ0fnCtvxnGzWBQIB22KOaZZPBEdzQprPZEe7D+7puxuzjRFpdQlcp729m926ZQvrbO+0JHu670x6RBwjG1eJ3N2MrEClagRdG3gd44Ra5TC5vqTLd/YlH7GdmzXXsytoJHiCNseuU101A0A1ZP+Gl7xNHbTcFiBfJ8L2tQrLxSA9+4GHhF3V4O+i79apTqrACxVpW3p7e4U6AoQzF9JMKBT6/si5kTdt3rJpw4Zrrn9gbHp0XYAFILVGuXTdGWttfjqaD3wyHA7vmPXFmKFyOdD3yile9w6QxuJku9iuU9eY6pnhsh0l/EDd0MSpRBhWGXTw9SydOvNX/Ovvqi92faKW3Xj9Zrbhmo1/VGTFrsz0GEi9g993J/bLahpZRUMeMlDBgMhJmk2ZHjNzvbRTJc9YdVckyAFHKpxcD/34lst2BdUHXs7Fa1xbWX5J0sFb01T1XitchdsJFyOpu+V4LpOwdRLzxajiuFAwid9JbVEtUdeijxZZzhdB06rfIALy+xUGN5M8ZgOs6MI/dsQW8T9TEh/PjNclmhLN0UDNyXlIiHqA/3U0RJNC5wyy86NPrwbxxJIMSetEVLKKILao/v8Tx/H7PnToUN3S5avF2mP8U+yvra1dz6X0BGNTiYnRwvr01FjXWOpMFx/EOvjuCIj86LFj7ED/YfbsM89YhlbVC6Y2EWG4X6hxaL8lhZvGEpkI7T7m3gTj5FIoE6V+dQrzeFU3KE9D4+5T6uxMlN+butWeW0XGpLGj9J05eXzYpXqZ2B3rzextoZup+cV8ELt49nnzuyJF675rifcNoOK4IHAIQXfbRnCLkfBNfyiEyMXoPPqO9/rrr0daW1uX1NayLeMsxGqm81tFBSORY36vtWrVqin+cdLv8ZWgGGCnzfqw5s5WVsulUpDnfOk36SW9+957hQ7/b//+c6yQDZYd53DP5u8oiyWhc29g7W3t8A9v5bMPEHQ/PGB6d+2yZjUyAYvrJxJCwlycjLDf+vWPMt36kzrDKqleAHruZDzFQECGXfVeN2/ezG7cdINRrqmfl3XzR44etVRkkTgfNBY3ie+2QUMhazfpw7cu3qUc9QXxInbVC8cJutmDkx5e9eX38k6pJiJXXkswm3OpuDl7sAyDsrQsHfNzLTnPIZyybcYjjVOeBJ3P50877cMLmOEcP8Slv0suuWRxri70q1MTo7/xvX9/uePAGcOVui3ewja9eQP0yDtjtU3/GkjUpoqp6URmevQDmdRwoqN1VX99U/Bfp6aKW93qcfLkybMmic0KjU0trxGJHXntdaEqwEsEY+W8IGu8lNf2rBMzEbgqzlY6amhoOD0zM3M9vu/jhAfClMmA3BOFSyHI1STu1Vf27F+UXHSvvbQptmrNFbfgW5rlWWg0ZxhYi8VEenpsfbyukXHJXWxKjwzVsgBrBqH/7T/+vUgJQKDBoburi91x751T/LyztI/O51j89HefqoMtA53yquvWsTVLVoh2oZnAaX4vMOCSd0tbcxfr6Daejdat0vji3aaKD2yp4qzMk9J1sBbSfZRl6X3SnO8WCTo+OWL3p5dO16YsMGUhnWukaHPpfK1thUl+8OLfOsf9pTY0peucmauYyFxHyKHJ0v4FVA4XP2j+FHZ4EjSfZvdpy+UPE5LR+NDZPy3MTHQ9+cgTS1/u2836jxyxS3C8w8CVjhPgNYlE4hrZywEIhSMrl3W23QaDGQJfIOGpOli4+V2+YfXxU4On+uK1CeF+0ZAIbh1PFWzeGsVEzdbJoXOPcwleH29uAp0dL8pLL26ztsFjJBZp8mqOihGNGC8s7mMxS1rEQ9Jqtcjlcsc54W79g1//6JanntvKdvf22tod97iyu02ocUxj6/SSlsTvh0J1h+0liRdWbDN16P9Me0jlRJ+8x9QvXry4s6N15jdXdD/xMUjRMgpm5CUn8u3tPe1b1HJ43ZZy8v5L/pzf/fxPtonBe+Otm1m8tul/8Of+p3jO++rqjAhUXg5UMu+490Ecs4efvldtg3RqaAnvK1tA7o8+8ZjlmUPqCC/9n9ifYVoDkh+vFE/QAOJ6iOoWqZwRZbYMjPSvGjylc4kUp7sZUyOGDz8FcqnSOd4JOs71HjzusmwV8AWUENE/o/o6YyCtSMNri+Djn/Ap/so3vnojSaI6Fyx62Eek4BabjpM/vBPHj4rOgIom+ScZwWSSf/K55NIVly1fShIXJ7iPyAY0gO/7yNoNq4cKhcJL8UiTuGB6atRWn/To0JvwiY4NP2V8zqv7Fr8nvFeM6uAAACAASURBVEwYpGJ8Sg/yaZ8DaZ231amxsbH71l1z/a9wcvvzO2/a0ojtICu0hzlzyfGZy5f4zGV3bX3o8VAo8vpsrsnrPcE/DkyN587q9ntN+3k7H29va38PJ9YVncc6r6PtoWjgX+KJlj9d3DLMwmeMjhkNF8QnnnWsrvE78WTDn6jlLWlpvIV/bPnqd/7dUpuI6/BZysbNm1nj4kbLsAroJHAiURsxQh2SKYUOW65YDhF3Tjp4Fok4cxu9lIq07TUT8CR0l+2VLNPmpBfVG1Pdj1Eld897XCB0CxVFEsp/eICQoPBnzykhISe9CMxBKjE7OxkgdQY74XbG9yFx0yuR3dZ2Sydu5hh4MbKDJZ9JtvBp9j06FzaguSVpc3ubbyCmHsRF6gBqi7kwsJozhb+fzLU+tGLV2muCweC69alSx65tCD+O0P1ZX0gDDKjUDyi6FPcGEvRCvKnFNsPhZZxMjabE7KntWIvYNjkTZNZ8JlHrWBZmW4cO9ln9hvonAqo2XLvx74rF4kFsDwTY+rGp0UQmNQzJHmwRcfKWkXXmsrBAf6m0PYiJ+rWqhtDpk8veAX5O1PbT/g6FHNzD8h6pNlUSdiN2L6Ow6h6p08GrbpaAlS5Y/GPel6mTkTmjbMBzWYLLCZ7GzYsU2hkO7z/Iz1/fGHnJF0HjxcELCcnP0oHpQis9Gma2wRiO/r/SAwb54m/b9u3W8bJLFjpNMh7VZrKbb6hRiFNTUys5gR52O8cPTKJ+Dn/xRdX5pFeCWKJk5AQ5v+nGjeKeQNKIgKoU3/72t0N33XYPSzNjJiSeu1RMQzF0lrkEvzl5S0Qbi98JhRqeteoNVUtbB5uYmGjn7X7ZqjWB9aWjS3lkxqHqGRWK1QS/rPCe4VL/Gv67FqkJMBva27fLFvFKQoRaJ6QokD1rLKFCkvjVe5E/1e/ivqSXmghcbfdkIsG84DaYygOAG9lrvyueQfg3O1Lu6+4GXcoCp4hW3fGWukbK3lfm133xE/m4J0HPzMxcB0nDIhexDlh5VA7BTwSOX7g+RM3Iq8vD4QQ8bFJxAJCY5hqxSKP14ujqEw6HlzJT/wvs27evtrN9+dvHs2MPpEeHElzS3B2LNG0N1bFdQ0ND4s1evnz5ReVYqxIJBvJ4sqVQSRkPPPDAjZNj2Z386zVWWdLLyKXgV3XnFQq15+g7jK9XXLme7Xl1l6dOtL6+HuI2/iTDdOl6IjQpWZLaQeyJpsQl+WzxEcZ6r0N0KPUbPFfS1aoCBNrj/nvuE0ZyglsqAvFb8nUH1JQDAK1ypF4Lf51Lu9mKy5Y73jt55qC/N3OSm1bIt9YkPnk7kT3qpBuAVaJXpXubSsn8tMhS8q6RBwJVSpfz4qiDoRd0g7ejf74yoykryyVcfDaweXJI5bsSNJ8yB/r27frMY089UdI/K7lXVciLMc7ZzUhJXtSoJzWZiyoxA/KDBinL63xbYdf8nEx2VASYzDdQP/OFDGUymZZCLnDL4OChB4ZPnr33sae/2zh8wnCc4S/L7Wu6Vv6+aSQV2w689tMdg8fsKuC2ZYu5VNtytLWl9V9/+tOfPotta9asSbAce6DIAl0BVuxnNeyRxsbG4UKhMCfJgDEFA0BWAFQM6GBQLcVqmh6qtDxeT8FUIu8LLyeYPSdJSfpo1ZqamlfEF3h7cEn+rpu2sAzvd4M+c5dXAqhh0hPpT/P6/SeuBZCqDPWkPN7qEnEwfLcvWflP0cY6YXxdscru8jA5NsOKgWB3sBjoom3CbhJgWxhSDoyKPDNBTuyWphfk/vB3vmapF4msiKAfuOvOc/FEy07zcJTbRSkLJIR5mdp5iazyIaC/koMmkTxARA+USN14qYjQya5kBuVaBO7ke6/b5qaiqUSdU9om/nXc79cuJR9XTVCW1h4QMbzfAFeCHhsae+t3/uPbN+7jHQFSghj5ZOPJeYLXQpc2ndWMEd/u/MAjwkWKRuj5zu9Qq3kw5AFzZujMD5CKlVzM4AEjXnBpEHpt3z5Rx229lmFxI+XaBiA54gVo7mzduGbJiv9CQUXff/Qp20vGieULr+3d9WpmZOKndbGav+ZT/N25XG7L5NjU28amUtZUP1Yfu58/65QfIidvmL19husY8qaAYOOL67/ip23kPCa2ctFGPgfKtqXNR/kT7MZ33Du19my9ZHTIh/I/2njrZrB/95PPbRW6b3oOsh4aBA7vGQxWq6/sGckHc78XDjeY1mr7KxdfJD52yNvMHDMiiAlqRd4nmlasWnsl7T9yaN/nIt+NrAfLRCW3TRI2+Mzr8+1t7X8ilwn/eRn82V+5YlXAUvNzYYy34XQXvk+kxAQowQeJdZKRHRG+XVIRATk/DUEldzxjCBw6nblMWtUsRacjcJvApqyyopZDAlwji/jKi+M1iDgBfcNmxNYEM8n3n4gkxHvEn9FRd4LOjb3/xMAJTsoYoRO2IAI/WcFsaf6qlaQ9TksIh3rp8FiCJfm11NDnCxVyS+4yVAd6OAguSf3VZ9ipowMiH7YMW5QX/kwDqg4jXHIVEYRcaoQBlSQ5y6jFskJdIAJznmu/clln25WcOH7pOw9/iz380FcYni8ZxDCYcIn93LNP/YBL6q/s5i96Cq6HmFkAkhTWRV+C2TI3YD/4Ef+7xWkn6VXxGnkRLa/j6/zeuiHJw5uDjJXzAT5wjSZYYsVb33P3r/AZzWc5QSUwuBLwUmGQgM2mo3XVK/VNkX9Np9MPNTU1jboU6+u6/OPH0qbuwbOjYuaA9wPEDJ93/PBrA+CzD1Vt9GN62WKLShtj0kApkzwnj3UrVwcT5MjLCf4WfEdcRCA13Y2Z28DpQ1ft7T2YePH5HSw1PCjeTdmVTzwnjR85AC+eYti4tlfQju6YbNZ47wxBOWujEduxEbxfWSsaFe+Obb/kp6xLE+xQfft+F4ke+zHIEuj6vB/188/XXQk6wAJvPXZi0EwsXXmnF7kOsv7yBjvCxZGbdtuuaepBAbLsy7qv+ZaYVZAqgIJHaBktjKj403rAyMYLj+lX1jqsZKiSjSGRUOmFgBcM/vaZ/ssWiZvHo1xI7JDKW9vb18FNDYC0j3LJTQ0SO2Xrs9UuZKmZlqNz+WkfkP6SliX8WxFGzlvU/TQjcDsfwIAMv3bcD+o/F14yTsDKQ20dXY+uXH35+huD01syKVPlnqhl9YXg7omJia2NTbFzmIVwcp7z62NgQCIt3CekrUn+X3d3+3kVQjjBm+5UlurpWcx9DP29kY9mYJBt5TONWzBogtyu71kv1FAEORuk7G2lS/WrGiCdoEaPegqGWT3RW9eTiFtOE1yQiEl3BZtLstv1I/YkYnjPEDS3+ooevA+ebnauiWP9SNFeoasqysoTxFW52lQOe9aVH9SNfQG2rOIL+UAy6U4yAhVYlCt5EW1JcBwMqKpbE3nC0LGqNwygvSezWP7yQuVQqc912UP2k/UBKWsx4MkvseU9MBq4iUuDz1ZYD19obGyEgfKHvJY/jMtNEeJ1iscZJ+f5uCxLnxv/TUjteD7wEEm0G8R8x313sYN79mtVahcKgyeGb4JAQM8FGSqvv3XTw60trQ8HArnEeCpvqdbS0/ZJRiY1fIutrOPD19N3L7dImeCdXHd1qER4IycDQOcNpvNA0x0ju2qK4KxEO7ui5wrWsGjR/8R2Ty8OrymTVRFaoUBEJmUrJuay8pjdRaYS0E2DRNSH40FuK9x2VopMdiwOqzw9CDl7mg3ySg9zCXnlCzUc18nwqpFaVN1fwUWp4UdyFd4t0XiZDhpky9hBz/MVPM8kyZv6D8ouBorlSU8YQtbHPx0oQr8qQtB3I6gpEq/dHQ6Hd+qOv5iQmR57G/KvACL6FX2GP0sYlYYTp20qtYsAQTVUJ1AMHA6FQk9hJIsvYt+k7XHVCNzWYfsZbxqob2lpWTcRzK8PpvJd2KYGoY2NnlnPyxfT5727Dl6z70ifUCUOQO3FNNKxBNmnn44RxykugzrHAz9wE2ZlwWnthh54/Xytsa7uELZ5ETQCYWO+agDHfHMJF9J5UsWAaTbBb67eVVVSUyzpu/LRDItokgp5gabsIroJU3yP5DLzhXw+f9eOrdt+CyoDUQ9zuxi+1NUa5sFtxwbV71NSp6hRW9nJ8ux22uRAMyXD1Fz6k+tUGlwSvtFFEi6EwuVJonTI58ffcmZo7Dd3PLPtfry8pl7/XiTNMiNUx1Zf2aO9Tjp1BtkJWbyuiYv6xV3ReN3jnNBfrvgGZ4n0yNBV+0zvDUyFITHDWAkj8ykujCR8+D+fb8xF5KwZxbqtkYW3MVNHHlMMyfJ1OEEX0U5Qr2DZOCxAvXjxYtE+eO7yAtW0MHVXVxf7yPs/mGld1nyYvxWtXGpvo2PI1kA2G1kVI7s96lwKddDZxzAjuvfWu1nXiu4/pX3uBF1kL/MOcIvrMTLC/EI1SSGVgWwborUsmoyyXHiMBVIBluZSXBaqB6q8dGowUuBjamlaGELjE2/JN+OzKiR90/SXcL500GeGzvyPJ5/bGsK12xYn2CA84yZHSisQA/NNzATSR1v3rsxKQvKsJQoWEN91xGzzh3cAn77ewAt9dpa1tsAl4ZDbfszy1BdBdgXL5XLrh88O/xUn5pu29W4PHzENidY5uxh7zlCJNTa3tN+PaFNdeDj6UisngTVdK+/vXrbsj9s6mx+NJQ3ns8xIyaNh4MQwa+9sZtgXq23a2tAU2culxrJkYLxeV+Dz3LlzR73yx4i6jIy/e/u23mbMCvEyY2DBDA33gXSzwNqeHq9izgt4e10ivvCuBY8W2CzIHnM+IPTbg4OWnzr1fTK2g6wBlUjblja/vOayq7acOHEiuu76rkhDQ82WYJCt25DaaJMcinwGlpkexWjYkE4NddN2NTqVVDCyDYdIndQvpI7dvGkT8s78W21tfD+V573kVSVTJk440eI4cuqwULQgEgXBoLSx46dsx6mbWTHDR6GhvGF9Vl4opOCcjkywWn5uxBDDWU1+hJN61DreLznTtF239tr5kqQPvtq3CTlGANEpcpLBolJirjbySV592UVVJKuS8BkxpTCDo5w9YQw3u/L2HB/Nh+M+1O5zgYZI415V74p6QsrJZMfeMfDa4Xv29h5cxyXmGkx3naRs0Vf4djwzem5UloA5Y4BEtuOlXViGLczJ/EFSAeryx0DC5ST6IJfOc2s3rOYiCuvnL3AX9pveKcLZlUvuqdTS07l4ovmReEvzf9Tl2dGzZ88eM6VGgVxu/PLdL//kM8gECPBrC7UGCJrCr5Hz+2JBbW3tavm3n/wfcwkEB4EckScIzxNECMKG5EwSszzLh/SN7IrxRIuYFXV2dqLC+Pt3/MU0TYuYCSyMjZgDXkYXXBVXrZnuGk8VutRjM6SOCbAtfBbUjKyQjzz5FHv0W/9h2Xsw4MbqGm0ZyFwJmk/nBioZ9SjBjTi3ZpLN5Cc5OR8Qvzd2/IgdCr6LDcdO2xInyQA54zzRLnlkp4sJ/UqGk3pWQ+qVQhc+SvCTQ8IvZmaym/ECzslgQLl5abBxW35Ic56fnAY68oYuDgPL2ZEBRyma4OagXw1AesN6F+kyFAtsiIQI2XIOn/Knn3jqcuhr0d/8RJ65JulRBlWxJFn2qHVdC5KXweCJfi6dR9iLiUQNcsTwTS02F0jzPC7hJUC4XHL/NS6d/xqCWzjOHdzTJ6YBpjRWx+9lEQYIDIwwuNFizsBctv9cAvdIAyMIEPaH84FVa9b84keXrESY/i28Ha/DknqU1E2kAE5GrQhJGOV4m0+uvqLn8cbGxr+s5DrmyktD5t9LkCzji8qPkwPgmhc3X330cN+zB/fsT8gDFwZc/ibuk89zJWg+tTwA3ZznKrSmO0sxZ/otmsff9yb7W7bp8mvY2SUjggxPHzvNR5MJRz9C49whIXl3tkTZyYM7+a+ob5K24u8d+q2T9DcXCATyztl9KgT5eZfIViLTUCkfcBm5mOvPqX7ifiAnxQpmjSuoU0Ga8oMY3IyGXjAMg/o6AND9rb/2eu0xAomw7XjKighCRgpS0V9M18syjx60GVwDsdmJmHUdVE56r/YvRYUlrPPjmOIqQgkROT+fXC6B3YleavtFWXPWmJXWpwRwf8gkKQtPxjOInlc1gh+gVjSNp+i484FgMPL12CL2dYTpNzc3X7Hhmo0PjE2n1gdYYB1cM9HvhD0hUbO7oTizdWIi/41YLOZTLKge+fzE3UcPH/rHL/7TlxPbtm2z7cOA29DIzsjb3Am6qcZQ5LlMyWWpJRswp3ea0bzlyr8wspXxPxho4H6DWf/UDJ/FmQ7pkJ6HRyZZc7IkJULyxrnPcykpzUfifLGehTix+6aELEnKdiPSeZlyzXLViTJPGI2ah37rpeXKydl2PY5ke7knjIxqyDnAioPCGHhG9oPWQ5YStUjNCFJCneG1o2ZdJMdV6qc2LyHRF+ocHVUtQo8ov20HMWff3BnvhQRInSdfUzUgqSHRQirt7bWI72JEIJDbKL6Y9zKbQXy2qKmp2VOzqGYPGRXVqEoWqGExf64Qs0L63MT7du3c8YXHnnoi8sNnnrH6q9t6oq4E3VDMbXe9IuXbUBCPF8ukZ3mpJYTAwsKKCLoIyJn3v2AS6pEA+8CdcBzJlJ27dqiHIWgGxG6E/1T2wFVynk8JetYw1RO2V8+HDh6G2VzAUFu6RTh5QQ5gUf3J6TtJbABNr7HdKXxbRr4QeA2fcyJRcQka5SDMXPxscM87XOYD7uF65fa7dB7frto7NAOzU30c3S+ZfnFcOg/qDvJHxz6KhjtfagQ3jI/mI0LNZ86+ai/SgeR8AFkrXz+6/x+3v9D7lm0vvcwO9e0S/HP/O98mwuCReRPQeTB5KC+kKDddh5vx7xXx6hMfZFfeYyzWAanIZtYxf0DnzFj5Cw7LKCoPvVvGfOiVEJAfNzCv/LqVQYRqGrpjP8sByca8YoTVBKNcGLYHOkzz33A6DE3GWC5acBygLFdFfowuzNQPrHNQp1CkLBBEBaVx9YuYT08wP7OceKAoFmCAKoc5BCe5YbZ2AjVarET45aoGrYoFQBRnuPw4NYudWkZEiUIDzqcawRfM6pb6R+BFeTeMbFdffdmWwwcOfmDwxLAVuNImvGBaHmmKN30Wv2dmZqbD4bBWdbh///4RUxd80QD3ddVVPeuHhlO/c/DVvvufem5rPVxuocqCuu19D75TLKjxrW8/KsIuS4Ff9vfIlaCnp6cPWkQzmbWpOmjkLwMnm3S6KAyCqwr/ZtuFXLogZ1qvkFQhAag5+Pf71xwVOmeoNWRQPgahX8OMMBsRuuWIT88OK1Ckwpe3WhSLxco6i+yfDKIplhzn6fWbGannD2uCZTnx1kwGWShgH6BES0J65uflJ4NlAUPYRtK1b1QZxekHmBXBcIPBd+Vq7+OdMHjm3FUiXwxDkpkLL6W59S9ZZSX6o7VHWSdQE7mpK9uQTMvLvxhBKo5CoSg6IQhs5dVX3B+rD//3hx/6t3Uw5sKPWw4ya21v/8M1XSv/0MxxMs77jHC/kJM0gRuQt+LAa6+MxxMtqXhdkwhBr28KHuXvYX8mEE4EA0wQfyCVgw/7SKBY3B1pDPUPDp7dZ3przBlmZiavmUwX3haLhn/pq1/6ZpdlpB4eFPyJlLh33bQld/tdd38uPTWKJQBvoXPxThQKhaFQqORV6krQSLGIT9GhMpoDdGu5mUYpuP8cWmwn6djo37PCKGOr+PcXs6WoaiRFCfBH+NrEW9nmDT2sMGgn6MLg/xKfw5y8hesdidw+PDt0UsZ8g4/0L+hWz/YCGTbhooiUm71Ta0s7uWB8XcMRNjgEdx33gamho8mIMMOswJTCUGau0ugn03sEA7Gsx5dRnZHQ6DcwQBuoftDMpIZvhurrQgUkVQNVx6xTpdDfgElausAHNdXlxQiqe6M0HE1MTLS1d7Q//NNnfnwbUhmTl418b5A0kU51R2SbkDg5YVuhhvLMAgZY3k+7RFRlXMyy30zrmxLU0HAAfe/yDatODwyEnoxFGvvzjTW74ojTZ9OcX+xu9+HUNJtJ1LJIrrBbzTHzox/9KLx58+bLs5npBwYGD9+yd9fBm7E2K0nLxD09PT1ifc3LN6zeu2LV6veHw9Gdp/oObZ0215s0n+VMTU2Nbe1NXyuqlI3MqjpAmqJDGp4MB42kO5ck2b5pw4cb0jHhsRdbRGQhY6VIQfhB40WDlLzKoR6QrL921J4uw4ogcwoL16gucDx5IMwnjIEt5e73TAldpENmOBtnRqYYeeZsvI2Iei1bs+cHVrIjGTC2BmIR1mhOlV4aN8kPTczLWTqxiwUjE6KdqwHURDry05FzJjtWHrprQ+kcr4HMLXQc0gqXpjoz6VLekLmCSoSyDn625TrlaVC3y0m/nO7tYnWvU0FqxlAgsOnEsUNfe+TJp9pfeWl3KQ2nYs+yMmEyo33UxGeyYRZbDDfKfrbn1VLCNPm5yaHbwNPRJGv7blMrJ/X3Q3Uqk7q8mAIROlRHxqLWi5/pWLJ6V4EV+8enxrraW5P3Pf6tR9fQgtm4HzL6YdBc2d0jVhx64K47B9tbV/7VdCH7fzg5i06NACxy70Vd400tcsZCAU+C5i8QksLYPPvkxrPAKxOdKZhfjYYZOTwgDIYASJmA4JOCpsPBAJivzbJVXcx2DhkcHz0Ass9r6+kYiCHIcdJTvTHXUjafbh3h11zhi5wB/jUQnhCziRk+eA3Uv7ns8N++vn3/3tpNlx44epqfaiwmQgMTzoNZURA7UC8TO5eq95xi+45OmNZD/0RGM6JaZbIiG6U08JXTpES+vPBi9py6H4OomxdHIFCI03FzRc5uhsWIFDBFNpBKCFsmCz8GSNqeNHM+y77cFKps0/+ra4JeYOD5yu8VyO77T37vz7f1bhdCBoQX1xXXw5pZkUc2OzqmzO9dPY8P6v1iYO9nhw5GbFkwy0jdRFuijXV0t9/a3Nl6Kwgb94MEVRg81OvhfVnMpXSTnFn3yp67jQyAJcElwAI3wvZVIFVkgJWtH+pJ0JzVX4nqwr2JWITwVxRfimGj40YiCct6m00HRBi3DCJn1dCH7yMnR9ijptTNEkaQCoi5Jl3DJbOs0KUKFYAEV/J1cZGq1LhVEYrsGG+3FdW4U4Qlp3ZIvpCcb68dZx1LV97An+JLV/R1de3uLfEZkTTOOz5krrairHoEZ3yM1sILRpYIPaon79e1s/CTLm/CpW73l8uFjmIA4+S7Ym/vQeRO/lChqeYRsg8jMhDTVSzdtPHWzcVIrPY7TmXNSWJ+xZbhSrqRkhOpn55DZE7lquQcMcssVaXkDmgtQiupPLBfziPh0P4XD6SGRV5o5CwXUjMGEy7FJigIS06wrwg1fgdf23qpCiHLS0rZlpeSyh9U14lUyugf7Gd9R43Zq/xshPSvqNjAKyNnTrGnv/+k+P2+d7d8uqGh4X1mFkTjeseH2eQIpTGNIIrwuHpPngSNtfGcVhY2kgApK/KauqAsJwKh7gjwEWM8JAICdP7RFgGQdIJPTsrihqPIHzHJZobgeOf8kIRRLOpA0uTKqiOXeezZSHQv2s2h2jopCitZx0P17Fh9aS3T4/w7khp8f7qBLd7+4hAIaWTlm7GAoSXS2mYPy98iPmTpGUDo609CbWzmsa8KY6OlGvK4D89XQ9V+ZbzXdoQeL7Zk8ecXtyQ/i/s5dfrQe+NTLe+FTzR+Qy+HaELoCWN1Tf+pSS5vwStftBfkPgFBolYaHKm/urUSGWMdCi81j+ztYQbPyNtLh5V+T0rbnDxpCpGSkIF+4Ok3fp6BiL0ES1izAEBN6GTUXh9gY4uzcIr0lJfh06g0rfSzyurkOpL2vB9l5XaBsJ1byCWSZj1f6PsHRDHe+963P/DM1W+69pampiYhbqOv8zmEON5pRRk/Ouh1flKOUiPCiJdJm9ODgBnzHjIkbCcI/93shClpQzddL1YR4XdnBKZIEnODuZin3CCqRK3D+TceFX/E2+2Was68u8skYQXfOImVp402hbQ8g6mRRM6xJO/kJj/u+OG+MpKmYzLI2cSM9valkw5H9PmzZ4H6Ym43fUdUFyfiH/H3+GakG6WkMgaKP3UqQ16xu2JIg5Pov0rAiP1Y/WYicEcil4zYYuYXmBDukrU+2lz0V0UPjmkzvWeyFH0xg/Jc6IOEyo9V9fGyZOqcuqA0+KlrlMplCDioSPyoOG2ELg0GurUV1ft7/rln0Kevfh8L7Lrqug3rzFVyRJSoWC6OD1qFQnnGRleC5hdZDjH8lEskmRDNW2D1NDzLiizGC82xCMYIBA2golT/qP0866VAX+TjiGE4NFKT1sK6hYadVK7FpXMyCqnSSyVudGQJvhCuSW7qmNyk3RUORAvoyNZWJu+YXfxFaFq51jpHRkNi8TsYO/VteHdkWEnKnVvarR4NTexLmTMg6MpQjbeM1hMCH/wFDIfHrH0z6RrHMvSzwRJRW98jRn8Wi82Ia5kkXWmla6JzPkieD1CIvR8vG9W7pRpYAgsncnmlIOmIUpJMSSLXOUJ46rqZNznL7r2I/uRE3NW6dPFf8W2fFjYYs35OCy24EvTIyMjHhK/q4GC5J4IZ7YbwbJByIJWxRQ8+inU8keQIP9Rrm6NpOJ5jnS2XstN8AKjhYt1ZyXs4a+r6SDoWujzpJmTpxXUKak4PnZLl+Fmsslq45eYt6xD4mY+yQM24yDUbWmnfTaQLnTTUHu3MTuR4FlANXJ/nz+o2g6RlKfrPnnz167O+IQlzPSMpFussN58Kg4ZeCYUjV/k9WEfO1BchZBwOSnrIJi7ZnG4wMixGIqYgIb18jPT40rOMSL/NQ4XaxOzH+C7qUKlcoJnaX8x+z4wFrpR/zWUMgm2VICmC08q/o+Y4x3WdDKguhlVfOYgkvbZ6j6pRGByExFE7XrjiQ6vXXNkPYhfV1gAAIABJREFUIyMdIxJ+Jcov6FqFQqBwEKGITmt7yVtkcg62/SF7Wxtj393xPTZwuFz6DnJyqcnzBuScuWHNk/wtMLbDa+NsrigS+yMYg5mBFVnqiLwR8szQHc3kT5UKzCWll8XZqKV+p2AbLGaJxnv6u0+xtz/4rs/HkvW/6dYufhBLOExjncgHm02B7dTQYdax4/GSq5wEkDNIOiP8P+37MNOBMVCGRNI1+N5TwOzDXrfzFcAzLyiyMu8PJ+AeYReBx4tsuDbImVnkPPhxyZj+OTyDcbZ81LB7agUC6UWgsgSgDh6iQ6TzfLrZuYFSZk7b1NlGBGt9Y+R53wXNEwZOH7qaVn6Z64FEVutZpIz3GU3vRLjV5sTRcR+5FSMZVrjktitDFQiJpOHxgXaZGM1+SrbXwM0vxiCy23XxrgR9aP+hf7nvznv+37FMthOrNthCvjFniyRYMRGy+Thnmj7Kuk3DzeoVlwqvDPnlh745waXEdDpgueARttz+LkaRN7Izndw8M/kRdt/aA7bzvrczKeaSXiYvNNDZs2dtFvGR9KRYBRz48te+AteZj/3ye96b72jr+G3XwnxAl1lM66JInSqE5T+DLJrJshNsgC1lo4KQZYCc4WIHcpan0gBWjkCsv0Xsr/+ALW1ZzEm6dH4mG2QBRIVeXB5ZTJ26z3VokTUgR+rNFpNXjDYk5+F9J9nMP9qNnETWyT9uYI2RRY4aBjeSb+Mk33q65GZaDV0hla/w9/V3uN4X9TyBS5Ode3sPrpRVo/MlAOiyOFYFN5WGKlS53AsRNa3cogLtgHY5dfpQCDnLSUXiZNx1Jeibb755Jj0y/uWjx479EQhazS2BaiZr7YlZEC3I2F+I77DCH0zu12ZD0yVUgqcBKorVF0aypXPItU5EEXJih6Qtn7v6unXCH5GNGDo/5uBnisaB5CFPbeWRDw7mSKDdFm/5rQcefOe2xmSDPVa9AhSLxZPwldRKp5KLIhqxJBFI7lSIrOL/dbMXRDvDKBig5E4B62hbsZiZwI2uJ5llfYhChEcHJ3RSi+ATxkEWyJb8v5TwYy3EAFLuzqYaVmilCHhjeC9zZFiQoYcrZbQr6X8xWxL7pkYvcQ968QfxIpteR9OmMZo8NohUVXKWMdI6zmpP15fanJ6dpR5xkMDp9+f44zhtSOH+l54ooSgyPtrX4HOyoeTz+ZNyuPD5Rm1tYRWenVsekdlAeIfNVBdwdT4ATiFekUla1VHTqj041vBGKn+Wnl4cfKqeA2mKF5h0P+ZZIITuJZDw7IZ25PBF1I3sAkWqh5CptlDJmYBzYNGkVQYEJB5QiR3qlE38HEwX9k32WS+NfF0VcoL5NhgxWGmagutCCr3j3js/1MhmRdAH6fq6binak2WZZCcV25C4PW862qMjprKGlDwjIlnKCim52uEf4R3AS+X30BPZKfRj0bo6NjQyVSJneklgmGAlnrbqVMFLJHKFVBngMzlavBn9BGvpYWCeHJt6h7XP/MS+O1jg/YVC9ulgMPItXTnwAHFN8E/eGjkHgzB2NpWTqg4whs+kJfuHqZeGKoMk8NWL17BBpwKI1CV1Bz33koSvl69Fbg6HIkvfjV+1tbUVr7w7HxB6V9nVcJbIMlOwkFR0xEtqoJpuNXvXsn0YBP1CGEYzKVE38MuguQaiupLLiEne4rilzeCMsmQ5ngRdKNRuo0LgEgKIaXoW/n5BY2mh9o+akrMBfB+yPFevNs4xf+FzRSd0ovZ8GwAlQZHDNEl6NlZa0RM7pSNFEnMy5FjWU5d7q5XdlGuMxQCwDVJoemSopixvbAUIBEKbMbCp1xcvEb9WFpPQkPnbNIiiviBnESoqcmBwiQ237aSOkHXqdBtwS+RPRrwYJjnJD3m6zNe3elRLzlhx5tSZw78FAoZxBM+dE+2HpYLF8xOronz3qZoHH3zn5fEk0xI0pG830OBruXnhGZv3b5CjvzqDwFf+TVv5DvP84v48a157Cev7uN5l25KimaTLlsirWj2tPMBeLAEr6Pv03ZjQzl5ytpVBqwXRNTRRxLb9qs5fVouYqg0rrHwOiNrgroiwH06av0HQ5BoZM9eDUzzJJsPh8ItqWX78oKdJEiY/RLmx4IGBl+wy851H1J+sk57JwJhXvjYgJF9KgkQYevUPxGcqdbPFOELiNg1oTlI3QJK3IA2P/kCGFXxCUo3EjYx92Dg5aT7MQHFW3T0QYDdp80hgYV0WtXzDE6YqoM9MjLR0ZBen1wm+35ASsrWB8mAg8Y9RvRmTbMKmVwfcFfM4PxvUsk9r8hIRQENpW1XopGjd4ruzAVac4aRc27i4Uayys/rKniyykKWnRjfiOWItP3lZtEx2rMtJzeG0IgugC+yQ28Qij6ZZ3Y5A4NKQLyk8a86I5o9Mi44C/PlCIFAUXoTa9q8AJYmZCVKOBw1JpeKsjAqIx4SqhBmGPtIzu+Xm9lV2uHxAkgcISNHNJp+mJAk63tTyE115vpIllVVCuiCpIo7WX81mzpxiZ0eG2GMpQ0cMss6k7Q71sJ6fwgq3nLycFjE4kznGn0ve5g+dy0XYoeCWshSmIPntLxgS/JlMN2+ccvsIOfkzVu7VgfpHzKgi0kkb9xfYWE3bEA7uP3Dz09t/rO+ghlMsC0cW2XJnAJfc916W3/G4kOLVc9Gh6qCLNKXBmLQyayZdsCSyaeOmtfUCOZMbm5eLoh9QUphKFiydmgq8JlbXOdYiZj+xuqYd0ca6T6WHmFj5ulZ6FpiFINtYNfUiqEEStuP432VhqCXcyRWGvnNDacNQqFzjdNOQL3IuXTPrKUToAHoijaY8ZbbVs7PltcpLnltkUgVfCze4wXp+pttiJFLH8pSV11xVyTq2ymtAr28RKtmFqswLr8sdgm2osng/+LPCM0M/hGCCWSMdZ+aC3q8r15Og8/n8GbxEZZLVjDG5KpFcRHiJ0XJV/75zjdgnDDJZe9Y66Eif/+mP2d1dpeJI8kY+6EAKYcwBfmP1lqSBTg09s6pOAdTftoYz601O/jb9tPmdSJnuD8THJTNtg/kBfxBL9vYejKRcAnxkkKcG+SyHNv4CW4GsdVyKjJh1MnJmG50xYYbBZ2ayluSNcWwpM/TMiFST3Q5lskaQjzBiJI1c01ChlI34rLJOj5nIJe2Gzzf0ant3Hby0bUnXNbwj7tQdX19fP8jb94fdy5bdJu6NFS+dHJ36NL6jr63pWik6MYysl29YPR2N1z3mdn0nJ38397Vps52wb/LsJLvlf9/Fnv2vT1r72z5neMLADxoGQnEd04dZNc6uLLR5ErztupKKyS+EFwfu02Xx24vOMadKqM/NWISiwIUAI7ynhkvTuZzxHasyzepa6ko45pqSXlK05YlFuT90CBtqDnnlJqhvaVEFuk8zlYZ25uNJ0LW1tSJCQg32MG4ga+nSDF1KqYtM586ZYcSKzy1jZUmREOQSYBkzW90xlslFy6aAOMcrHSnKoW6qeylJirb/NhptbU+PkWGL3weS9LAi88euGvBLr8VUHZ4MjqkizfqpbnTAey6pZd9gb2GJ1LcZkXyduW5jlsiZS97yuQa5r2WjP+bnYMBk5hQTl8qWnGXxHKEKQjh13/gK1hPdZwQAyat3QOLU6Ldl0DO3LNOmoeYof0ZPPre1nd//o9fdsOlNlFO8DEV2/7prr3/r+NTY21gxAJbu5pL0UDFRZBvfvIEPkM0sXtv0CJesvxoOh7VEL4oJCGPsLU4GNi/drohehQA1nROkDEk4/Ot1bJgZ1YZVpLn1EkHUNOOQ3RtRPgyH7/7qB9g33/uvrtcCqiFnwJfXwjwGXZ0v6MjZsEElWffp8mjao637WGpstGq1h1B3TEes9VQFJP9mR8i+0U65ijTETbNC5OGwXOxiEcdlynyrOPBSk7uc5YFgs1BIjYuLJhZZxjodxNahvBGJmDCUHQbB4qUxdK5qZ0ay+ix7ia1aY/wGodM5ANKYOsHwOLDP/CnZPOqIAA/8YWqG9IBtbYmqnf2np4MHN1y78Rn+9dYvPPTPRiSmOTJlw6Um05EzYOTcYCJ0e++pUdt0DhDkjKx1ZsY6OQy86YZ3MMZJGrMUyztAMkJitIaKiSRvfOJ8qFXgSqfV2frRI07yc6Hm4J8vvSrUXh1cGn6mo3PFDbrVkvnghZv6eiNrsEU4iuXp2zq8r1dCVYxn9K2SwRBZE5PQc0NyVngA5Nxoz7grIPJ286aJIU3BZLkULoN8oatWK0lufbp3aj4jYmcLP95BluGOS8f1DXlWMN8SGLyJnH+h8c7yEyfvZI9PPsUOLNrpS5omQSIRSQhJXCCODIuTXLAxzrcWv3YIT9dGGDoE86mAMAjhDR5M8jYn+CLojtZVj374Q7/MvvTVb9+/u7fXqKSLlQMZ7WDowXR3mBNMzgxzDQppJSiiBHNm4pihXD2LHDf11JYEXj4aRsztmSEjjFwQc8JYxxDf3cjZCZRuFA8AxPzR9390uCER/GqxWLs7EAg+VHGBJoTUGGW3rbrysif59zvJ/1Z9MYlYdbkzACRMCu3bxygymM4WxL68/HiEeWN0fpm3/WumbUAkojLT6kNSxiBnkPtaWx2gVunY8wObcY7gJJnK/uSIxsxmjegq5Np96cVtbPsL16558IGVn+CH/DePJqsagWLgEhEmq0C88BHD5kE5XkDG+I5IVVL9yC8h9i8fXWT91kHu9yXDrBHFCX9oksJJRaIpwFiyrQKSNhIn6ffJK6k4Zp28gPDtnWKSs837ghntrZLz+MdOC1UY9LgNf9cq9j1+jvkiaRgaE/EmLeE/XnyK7YpuZ9kpVUhhtvYXXh8s60uKdlq2jMK8hR99rI4Vi2xYd74vgo4l69+6Jnk1W9O1q2gRtMuoKPTSCDbhJAHepLXiEN6d5rcWEp4GUgY65SG6TQOFTzCy5aFgM9dHxEX7JvuZqn67crpRLNHFu8aeQCDy24Fyp5OqwKfo321tb78T034BjNhpo81qiqUpq0zUTkmRkNUPOn5a63ujmW+D8kUD5ooQ+ZHpN4dEOlKOXLRgG0oNci5PSUpqlcjAV0pqC+asj7aCfMx2lfuDsWL6CHt++4/Zgw++a1bGVjdkMpmW7c9sW3mM2teEqEfO8JYpMDNhl9nHqG+RLljtE369DlSCtUi0ldnIGdI3XVeQe7ayQBXVDVQG2pz6MO5hbhc+nhsok2z9MZYbpH2ghYutanvu+MIiFq8zVKNccGTsIcb2/8pRQbafr9nHhb9pm7pD7r8QVtZPbhKWOyLnY+9+zYrX2MLWsfBPJti+XX1CmoYHlWdkopfBRqNlgPRMYd6wBUEn3dAU2aM7vSIvDl04ok73h85/esR4ARJSpNV9a0zPjqGSpwXO1CbhlyK2LF2qeUNQt4gFJlMpzxHar8ELU9RMdtSYYs8R6psir6rSnbBIFyOiEyUPv2ClFSUpWiZpfCdPbOp0YX4+7Se9M8FcQBPK02VEmGWtY5KzDCwG0La0o3D70MHgk8jlnR0wo+3qxbNhGv2eCJyA3ho/lMyAZJTF/oHBQyye9J3LqCKcOnHkr/uO9i09cbwk9du8N7g0Bl163vQNF9tMFYNNCPDRQSy9c8SdxCmk22oLuXDq0hVI0CTpZxXjIHlwzOuiE3MAP+QsjtO8x+CEpaeusUm68bomVkwaSWsCIzlEmlr7IBUbUrTew0MYGSVyBi7fsNogegkzP6wXkjTj5WQDJheF7YZDkqIhsGs5iELHlV14JyA9C3ueOaiDV4vFojZnckUEvXbDqn9mX2UfpN86KZqS0NALgPBsZLsj32jhqRG7mQ2d2CfUEkKSCQT5ZymAAg0S5TcW4mQBBTrc7iJiRZWgfRpXhXO/vKoC/cZ9QA8UjzTN+RLWSIJC0zZaPgo6Ltzjnn397BJO0GqmOlnlERRT8pK0jXDv5alX2esJI1mYnI4USf3ZyWkhRqOt1IfbN6WXziFBLFm15mY+ZXyeovKExwIzJHDSfTrp5PAbHU5EUEHHF5n/hXrz+fyt21/o/aVt27eXgpIciJMGfwrLjnG6RuSf8NDwuSBLpYEk5O0hpyC1+h7z9tWXy3GDnCzpYlNxeOqdXcjZCSDk+IjhuM5n9mYGglK+LOiVI6aaQ5acIeDUKImUoCrpSPRYv1EeVCcg8KPRfWxIInqd4dAibGUlGLf7xnuCBHQjIpWDce/8/TsaDoef0x1fmR90nj3MC/yg7gWVGxneG3k+hU80GrplOXAFASr3XZlkz/8kIaYSZgm28qJmUXessftuf2/f1cJNjBYEqASqA3rJ35lZeqCGRFTbSNWCT8F389ERvaVkBZD6IpIeweuCpGBjuaofWFKukRjJngUYBsMjr73OQhtt2RzL9NhIR6o+XKwKDl0zHU/SOoySxa0v/Nk3T+bYjtMd/FzjedXQzEYhP2o3WjAW+6DSkBE1l62KJ1q6vFuqcpwZOvNxRCKmvGZR8jPm5HzooOGdgcASw31u3Eop6liE/NDQb5iRHAn5oomI5dSjpTDu8j4aMtfIrBrmc6CoNM3A1JUeGf+TQKG4O5+oSTWF6p6t/mLzB2EjwFJRsYR2Bq57HiBULI9KUnNMOUaoOZjxHlCL4Do1pnyjeoGsvrLH9ntgsOS4hWNT0dEyfbQukIV+u8ctm8dmjWRJ9MxM9e/rTsdXRNCxRLk/tOUpIMXDCyna7IMtSlg3phQAhWZnRwwRQE5gjox1gJoUqburS5wz4lfskSH5K8pO5SQZQg9UKBSencskM1jaZlFL8j95+e+32kyy9uJfuMTBf1nsajFG+PCE+VsyQhFJ4w9BLPCT/uFpydvhdTuxiwcr6V5xHga3O/KDYukrFZycbwJhd0+8YHUzSM8hqQwCPXNaqRm/8X1x0piJ0NpuZsRUf6Xt5gfp1NBbEcUqLVnvCJmcx3l7Z742Zj/ATCnaJLwsymGpN8yE/oebTJ13k/EnvDPoPWB2wpZhLLNUqlPFUXakUpLrpkihgyeGu7Zv6/0kskLCK+n2e+/4ZEdbx59WdqHzAErXqXOHlYgXbnR7bl8k7CsgVKg4Tp0+JCJIMyMT4rvImcDx+NhTwstWbiPBSdK8+KoPL+ednXTZ9hBSpA3AGpnL2GXO9Xbxk3bynZ5WHhqECuu5wS+6s3luCDpeEz8GqUhNo2d0tknbcjTkGraxw55zA5ZXTCMwrW5tbxeh4DoPDF060rUrjBEPCy361eE5hl1KFmMR3RONs5mZmWNznwWs2G/7aQ0U5njL6zfDLKYzDuHELNZZDJTuEnrUCG/TrHlPWNm7J2m4y4n80PVBMdtbapI7gTwYImaQBaROttJO0LL0PSOMWRMlCSRSkh91rlyy2qO7u1sMovAnRx9BwEks0li2lPxswZ/TzWLBTVpXbsbbFAWVBqTmzMfHyvaR18Vo6xCLnC4PHS9lrDPSkpZFDX6O2dKJakPozfrlOMGHTVNOLB4S9hi34BXbsmSaQBVZvQMjIQxQjz7xGOvjzwAeOV3Llr31fBL0uenptVPZsSvc1qa0Ehn5UG2kcyNCZ7tp6QbxG4Sc/oMQS7NzXKLuE14cMnKKUY/UG8I4x8n+F755J4v/RZ61txnZ40DyMpZ904WcCW7BKT4hG9SLKkfIl6qk0MYljUcc1ycU+h0j2X7QfMF1GU7RgUSYL/9DtFj/kaRpcTdASZFiSxvYfWvsLl8g9c7JTnZUBJR411cOogBk/0XZnYeIp66uzn+8rk/w0dH223iZytVCIpG8oZQytsMYlZqwJGdhJERElTnwQT2SGolY0nesIcliJjmHFTfFgqTbP3lwgL3SXyJkmZxlcqfrRtQN0n3ocOP1m8UfnvOmzRtOFUP5z7o2UBX4sz/7s+f/y7sfSHe0t8dt0og0m6Mqo7HH0B4+M9bpgP6RY4YEDpJXQYmQWjXkbiFSnjNawOSX5GmPIBbJi0Ndj5D6EuIU4Dlz1HSVRNucGxrZ4OMW5wTpcxP/e8/OHR/hzz4oEpcxh5mC0zJTDkAq4e18hgspWiZk+TukZxDw+Ni0lfrHiEBk1rVA3nvuf4ndkYCR0H5tqE1A/LZqugS/VJuzQ3VPTbr4QAMV5+Jwcqq2CM902jUqMckOBd9ly5+BsOxXnzB00dj+CltTVpah1nCO5YfxkGXLA/1U0rOkOzMLn6rWoI5DKpNcLnel2wrS1SDAAsf9TGeLYSLRUrYrw3UrK4VrG+6JgnDNfTOyzVQqjwwQ8B0nf1IAEklPaKcVdWblAmGsLB2prQvno6JU1cjKWEkXTe14w22b37eO3dAVmsx9oaGhwfeKJ37xyU9+spAeGf+7++68579hGo/p/D7Jf1vOWw5vFOiavcjZzXcZUi9I9Wx+kM18XC8ZupE0SeCUkhRZ78qlcASy6Ala9URSc3AQYYOYbZGr59Htjs9qNu3aueM3nnpuq8hC6LTEHKESwyD61dbv/5iduKKLzYzVG37PUGcwZvsOAiZSJclZBlznTgycEKoMWb0Bcj71kVI3JbJnZ5guz5sBjarDD2mDP5F7gwZRpCloTCxxPL5igoZXghuEDs7Ims/S2YDh76fpd0hyBJc7NV8s1B2vTbyVXVb/n2XnQCrDywgpPpN2Jz1r6sfsL6xQbZj+lnLawQNnjrBgMAgPiDkl6NYlKw+raiGd3l4GpqpEgJFIopx5maHyCJlTtzIyZfJLTak1lbYyXeNsnkASOasQ9TQ7oOqhATMmTsE9wtWvWCwMNYYiX2ENFS+N6hu9r7z8P264ddOL64M3/lLj1x99O6bzZcZr8c/sErujDErq5ZbQ3+18ak2QM6AbLJwIntQb5AEEECGLxSf4Z+KSS0RaARKeyKsGJKLNqDgPGBoaehDrl4KcS6kfys1mWZc+pgLnEz9AsNjXz5/FpRH2jZgRUo/7/T8n/oFNRbNGuLfkdUHkbBvcuGwBx4RHYnXsgbsMP2qVnK3zOS+IiEIqAG5zYcVgHDbc72wzS5WklQYAOctSsy7ISkbFBG0GQzii5FbExEOAOuKya9yO1wNLZ+mSIm3sYOzpA9eXHe+ka7am6hEjsXeioa50PFQraPisEagyOTr1i7FF9d91vcEKMVlX3Luss43JvroWcpPly8hnszYjKCU1IswI97kJ03XMLZ6T2SRnmaBLEvqA/fwq3BZVgBAmxoob+SWenHVhLsBqP/zjP+rz4xj53o5tOjdA0QYgvc9Vp+LA+chix1o9D3U8HyC1hpCeHRIroX5YWsuWr9qjfBzTzl/6DevXs+ZOo5LoyxRQ1hiN63OhzDG4VHotrivnZwGc4hD89DRamYTeB6QvMIzdxtlDJ1KCSMeV4BQZKWZPboVIw1ee3y2+b7p8uExNAoj8HmlToJLJV1drab92OTuzAWhQxaBSa6buRRSol8BbMUG3LV38Of4ifNyvBXqEHwdvDB0yOf3SaRQZdpmDSi6f1uSM8AFaXcGQnO2+i1hJOz09+osxVv/eigt2QVssNsQfAnqP/W7k9R0VoI6YojUka8VqKLacHfWGuxxCtlVdswxKR4rZBhIjiYHIzM9BdgT4O8th0GgRLK01Y6pFnKBbSUV2WwzoIlvmEbBNOKmRaItXSlHH0GwTcMUbdD3CGaJeTUyv2nCBSI1g+sCXZV2TAAKDXy0IGt5IZKAz8z6cl9VVBk8Mb8Y7ZD0HU/BR1YnkWucHcmpc2Rhaes4mibpE/oJUKRPkZFjM9QRJv/j9Z1nfjv2se6zkemclXjozYU+eBPj0MXdTcRi5oNul+0lQOl3Hcyom6GKePcI/Pu7rYDMCEMmPFteUWtErb4bIhczOsMsU9TQlR8qF7MYHp0xm2iqpi0yamM8wWf4QsFLCLfI2Urvo6o5fM9GISMSjS4p0fX6RWJZrcEgyCErucETOcHMT+Tz4tj6s6J3cJ1QbeJmJYNXVVdTgJycpTvXooGAfsTxavLZ8uZwLACuEGLOSkyNWngwAGesAkCaBwrJVIAd0dHGU9VWp/aJB0A85Q1+u6qK9embWnHVBgsXftKm+6lqxgq268rKqszL6BfTPZ4dGLH2W8W5GrMWQ5ffUL9EBsqoPmBaCQ1Co94BKM9jJEvAUJ+3smQHh62zdx8iwkTWQqArq0OliOVlbJ1TOGbgneS1CgWLg9ampqZX871xjY6PNh7higoYvNFCJHyf0aKnJ+rJwbjfA/QiJ/2UgJWkul+TE5uA65wC5rrSaAkBkTVne5gtcitELX6YULTw4wvVW9zGWpZowVktRQrOREAlr+AFiQQByE5LbwEyKJBIj9ScFsVNYOC0G4AQd4Zd2lrsXyW6LtPhlOBzWrg5xQcHvRxCwKSlb6UT3nWSXNHSx+oizvhx9p6O23TWlqJcEXgnI7Q7GYFoEmYD2puTv9JueAV58zJbwfLHt2p51rLGucU6Dr3SYCOavpu8QDDraIyIYQ/awkaEa8mvyBlEhOOTUpUfYVMo4h9xpxQAXqRfB+miPiKlrhuBh83lm+sEM75bhn65smzH0xyUCttsroA7NhrLaQoXoKeIpHC5Kx0n3j2fW29trrU5kRhGyXTt3/AtsN5evX/2jkZGmu5YvX26dVDlBR/xNT1RgtMtlK7PekqRtHwxKN1yJ5KyDyNXQYNyPo/vgHKDIiiL5f1mQjylFY9SG7ooMf0gkP8M7pC4dKYJMNjEjfr+DS6xHlKAd0R7IKzI+ykYmCmVZ7xBJGDHTkbqC2lUhajKCWME+pj85FrIRg1yR7fDfMnMB7+dmtThvV5KSk4vt07PQZEwIEJTIX75nnA/CgRQtg0iZJGNVAsd5QXPA87tqix/YsgjCVStpqHhAzpkZQwWA/OaXb1h9LFgXLLe2zzkCwqhBEm9+JupqBLfugxnkTBF+IkeGKTuQPhi5NWRkmTMf0nbZvc5JyiaVkaN0zPQ2DeM6prDH3wMYDn0n/OFAEBfKpdXjTmuMAAAgAElEQVRVAHJ+GJtM33zHPXf+Od/0CTq+YoKOxmvOrOjutoUreqFadQRBF1peDXTXpaxspgX8QFUFe0D1hVavT0ngMbWCVJCXOhhlrdMBxgZI2bIu2vDMqDfJuTwxEoA80/1ygn4XlM2UzJwEtE8O08Ig17a0+fz5dpmAT728ZiIZhJkIP7c/c0ilFMIu699hDbG8XjTdE94E7KyeRLEN5Ez+5rrAE6za4kcCp7BzBCohJZBKMKr0SaqlDnNty8zACOtc2s3uu/Oe6ZWrV/5qKFQ/7yqO+kLQUmkJDxKQM7xIapwDmwQ51yjkLIF+UxpReYUgXQcjUk40NtlCuqFXFrmeK1x5heopkoWp+1hpJmmRtE/IPux4bpCcAbzLIOnuZct+vbGx8X/xWRKc/ConaKyw8onf/d2//OvPfOb3VYutDrYOxZgVCafb7wXHqMAKIZ9HK4wgSjFW1/SDqgr0QDHg4tTNjAcu2hJ6ei5x1Jjb7+4aEdGBRNKUO+NvdmAh3gYGsSUWKdiCdkDOsWQdf2v05AyIDHpHnKU5x0FUY9i0pAysM5kRg4xLtMb8QVVRWYmpJCkOR9ALZ/SloDEwg9x5S+eYXh6nbTgnmTWk5EUtccO7g0mpRJnkLWO1Yb1pi8myfi7UyHpwgkz6TsEq5OZI/uvmOnbGpTIpITCBpCE533j95tybb930rlAo+kPHBptDhMPhbbRo8wit5kP11qhCqa3qEvzzdGm7HH4N97eDr/axX/g7KdezoqaQgUx1a85dU5atTiT0N/2aYQBMB855+D6JCop+Y2Scs+uuLYkb/Y1uK1yZTEIkDe6B1xOie6dN2xCXpqPrrr3+Zv56i1Xsq1o0tr29/f/58Ad/+bJPffr/v0/e7kagstubfGxV3hhz4A4mG7kQ7HD9rZueD0cCfz7rgjWIx5v3uu0XdyOFyxth8gXLmCBDTkf6vf4ka8+Wd9oYOo/psivni+bof88ltalvnJxeh2x3MVi0eS8LK1J4mdFS95KRdR4/TKs9cn0MHh++fOD0j8KmG9x5gMZzIyu9ROYCvYDlO24eB6mLBuhTaOtUSutqKEvaRKCjx4qsEDUDhiIaP3PywTe/A8i7Yq3aYoLWPHQyUFr3JHlx2Ay0EXhxTLJuvo1LzTOrr+x5tXlx84dCoZpe1wLnGHwW8xIf7K5Tt1surmYfERWOGAvTdew32oEIVU4lShnraD9yPUdyeq5A66qZ6gjI97ylZR27amg5lmJjoeMTwkAYgQ46pznBfPyU2L9uaUTUkwJiDiR3Grmi5SRKLhTmZqvDYAZyhvcL3h0AYe3j2bHLG1lD9QQNJJs7fvGOW2//waNPPGY5JVdCnPKxlZJ0NWoS2ZhCHRwvJifn/O333vH3NaGaP+bbM25lVAsvvb38IguXIDOqEFJR0xXlx8vpSQ3vPfs0GKqGjRsppzRjx0uk3kXLaUHKzprSjheTOpGz2IcozZwRUYXjMGW7/91vu5nvOi/Sm6sO2nKCN37K5AwgGZQYAsmY5dCnaCUWUl2QFC70y5pTyGWRsdK7i2OD5r6kKTUWBOEz1nSaf1oBHEyQfk7nOqYx0sKQRmjrbP5xe1v7Fu1NzDPaL+35wdoVB6+jPCwE43bsLq1olElNu1EqUaT9zPD5DJIjnTJTiUJt8cqiF2wGU+sa/P3SrVeInBu3t94tviOHB/JsfD7+WZZNDzjn8slHBTlbif25BM5MLzgxkMzcKVZeebHuhxZJuy1jJr87FAFKEvSuXbtYir8/FJsBwAtHRtUE3dLSknn7A+/4VT4CPMunbi3MlPbmUiK2ZerKVrWSmx1wfDe/gpw3b9g0dNvdd328MdnwjdkW7YYZlt3pNaBYPBI2Xu6Ieb/RH3+b9Zp5nClftBsgCUPVoGaMIMmbyL2nrjR1y1LWPD8Dn5lzpeRPbkY8mrlyjUCV7M3xZMN5ImgDlMdahrXIq0NUG/pUygx+sM6JlBaYoERGgEzSIT73ALkT4QKq3tmaKTIzp7e5gjhUE7DPTpth9VnjouKTlieTQSHLZFB2CicWieBPDLM1PeX7zgfigZo/unzD6nfsO9KzuncX5XQpJSOz5VG2oo3t6giEYKfZEItPtTA+0JTlejYL05I0QbduoSD+RItIsAQizy0ydNLlsx5+H8Wo0GOrGWGNVKfmNf6OX4PzKEg6FUhZ9+IH9H61tbUZdhMuOadyESsKVHjipM6IyFCgaoIGYoti+z71yU8+ODQ89Awad/sLvYh1D/IRNCQsyqbYPidGPQpndpF0nM6nFzRmOr4ji96dN215adMtN/5qTU2NdqmZucTixYvTl61dy17bpzf2EWSfY1IdIFAFCZGga87wV11OaOQUqIJ27zr8glCByJCNjcjBEWM6nWk56AWTLfJlz9SUjpDrYGDw8I3ztYqKiiIHf/lmaqNR176spsMt8v5J+U9wJ7Tyz+Hg8dJJUvQgJTMSdy0mWqYbnLk/4qQ7Fv8abl5Y/JTCfAcGslZdCmZbGgZB+zPQeSHIJE1BQ3BvczNGnw90r+x58J3vYM92tncuRtImWmRaB7SHyHcxaao3uLSL0Ovelw0nIKg75NVSrPN8kDN02SLfRsIwhwjiNxMhkbpELIWi2lR40Q2JWq3hklKdAr0f2yFIGkn9s0Pe3EZ1huRM0nNySQdrW9xkC7xJjZenEpgVQYsCwmFMq2ox4q257CpcbBnfthT7gsFg96EDe75kEreY+phrFdpMo07uLFpUQM60cC2VS+T8vve+459b25b/Lifn8h4wT0DqTRC0l/+4ugdRffA6GEc/ipbu3S2KEOUjJwIL2mPsSQLvKewkvxE6wbP+nn7vvLPD1c4rSc5cg/e1H0Uj0eb/+alP/fI73/nOz6v7rXorYfV1mKlIdhE/yYxA0hEhSTPrPN31qCyCoV8OslwIhiAl0ZSSK8Svx5b8zkAqN3NvX1BA2FnWtWYDJ9qHBtNDW3QELc/S0B7ILge/fiHhckKGigzh1yBBNZWosfxa+XUR6k2AzvnSurtZvLWkwybpmfazR5khIQf0Bm8dBOFLZQIg8qGAi7rEBX2v9LKBhLFYAdI5RPJJIU2ryZNmTdAq+AWxnjitKf4CJ+2HQdwycrnc1cNnhz+VHhlK7Ok9yNLZ9M1QjiNElUh80sENTNeIarpJApVDZL15w6bUW+66+3fii+ofmqv79Qt0QuTp1dXTFaY+ElNdLHflO9iHF98TKfmQZkwiUPNFZ7NZmyHLL2w2BFM6xTaEG8eamr9UUWGzBJ8ejubzeWsmVNa+iqSkkiJA5Aw4JzMqZZwz/Jvt6SxJAi/uz4u0pFY5plEweLrAxrL66xM8+4XirUJTY6TuJYnxQgLvf3pyHMExW5TtWndZGMkovw+kXEqWr+bIgBdHKDvBdHY9GRtv3Vy2Dd4gDeZ06JUvvm7MjIzkjGX1qYkbSlDLcPkXRjoKaltI+HLdEskE6x/sd62TjrNImhYJr1Kw6RjaBvEca+O76bg5J2g/4CPtT7nE/TYhdfdcxT71qU+JHvs7v/M7iWA+/DenTh9agYTsR4+9zgbTw28GcU9MTQlrJ6RgSp4iO+wT5O8jZu4JkPN9d95zfNMtN76NX/u8WrcJXKr40Iru7n86YqYZrIikWWmqG/KVZsZUXUjFx6zAE9qXNRaGjdSb+tPKoLpPApDkNl1+zesdHR0PVVjcvMJwuTMkfFJzGL7mhVI7mHBLZgSQrnlaM4ORSV5OS+qWynQ2kPNcIAfHxQY/dpf+fUfY83V1YoUlkDMFqMigPM9awykz3o3MNafY+J2nrRW/CTAO6pL6Zw3/OSONrkNOHFK7CB22qd5QyxJrIHrNih32kdGQ9mOwxXMsBoKWqH5BCFoF8vuaX88Fg8H3FwqF4ho+kN7EN/T29gq/m6uuumr90PDQ3x58pY+d/b/tXQtwU9eZPpaslyXZkozxAwM2JAa7KRgHEmwMjp3YvNnySrKQkhK2zQxN0ym0m53ZJjMZknS3j02HbF/bze60u82kbaAhs0uSZpJm22zJNoGwbLAJEBMb1w9sI8myLVnyY89/7j1X515dXV3JCAtyPkZY93XuS/c7//3P/3//gDd3KBioYq1u8Hkrc/fhwoEeQcuaxheWrVzxKCbnwRk4PQKHO+f5AwcP1jz++OP7470d6EGq2ZOy/YnfiSVnjQr660G8ZB/A6tp6VNdYuzPpg0sDVLM2YRrcHCTbUloR0SgYkBPVImdBbS5aC5KtRj8UuooG/iyQsxrJUwsc3B1JJJ5pnh/7HTJLMwUOl4bE63h00Ja47nBXBxKgYICdGYqt/ATk7I2MoXGxeHE8dF/qIRl5bJ1B1vfMgrhE4pG9SNYwKLiocCX5riyNpbZ+sli+fDkh5DZSfCQkJcyR+5g1JfUyGUHQLICc2emamhr6VvMnbHHXgtUNFve+fftIbIrH43FZLBYptGHUP7al58rFh8ECB9TffdffHDp06DsNzU36hUDSBIfD8cRff/3Ru376zz+var+kIj+qApohNSFGAAKpKuUctdwTJDoAPwhxhWWmkS4vRNcIA1Xg2//83j1fxh3seyk1do2h2gGCnzwUJNeMWGMh4RzCsWtqt40gygaTEONuuuqLLaWVNoiRNDQyZfpZAdcWH3zQ9nShowBcHGvY4xM6zeh6tCxeCJsIMD7jLJT70YmlG4Glo0hL11sI5fMRUX8w2rauW0tK66lJiYKrBHSjrTTOzzYli4eGGOdwvZdkpzrcBhTA76xZXmEF4t5gRo4lWVIN0SS1znjOnDnokX37yffvPv8PqOeS4KsvKyuD9PzLFrvpF3TdjCNoPRAtbtp1wV9pNOL1t46/3tjY+I38AkGl7OjRo6OMhT6jcDqdg5YFi7fdVnnb+5igHcooEyUoyYCVFsE/UBjxhw/VjQjRMK0E1jj7aiiLEkHJPdxKq43Ek9uELL5H9u//NSbnHybRXFqhmlwDVrSRud4iwemV9GfdFIKglTxjDpuDmpKi1AKftvUs+vvJd5R6lFS6AEZVx7lL5JlT+31JYY/K33wkqg9D306E+PQcbKgYZCL8pB3l30APivwhiAa6+pDjZIms2gqAZCMqUr6VMq6QKQidBQQ2gHsjSwx7ZF0lUgWX7KDEQlT+IKbit+LcgZy3bt+OmtevH37j1Vcd1EgAQBZoSeGCp81msyQRe0MStBZ27NgBXv0AMz2DRxMLfPE/umdj8/6unq6f03hRrfA2JP5AZOvY5POSTvSRtZ/EduKDJZEzEsh53ZrG8xi7aOxmpiBemrEUGy2sRN5K5ocr0OIfVqC397+m2hZLzlQAKcR8H5sfQbOQtt5zOvzQNEzrelVOSQYxbiZmmjVKJCsbzkWc57KZUUl5MY36Ilop0psiDQpAsQQIBDzSGkZ2T48QTmdDUVF/puIKqf4N5GwMYiNabr+ByxSscXA3YIuWzKOuElbUH/zistTvBPKj4HOuxCS8dk0jysmzPoPvmZS5XFzghhT9EWRCR9htbjqCvhEwp2jOv+3csfn21ra2r14L6yfprEqUekKRkpzrViwf3bRz3TaTyX6dUrvjQ+/AK12PJWlIWMnOjvorgUzpgF++sQihRVEhIzqwaFAMFOoV49fjg453LsoMXLoOrbWXaZ2kEuqdprRQNpNGqNCgAOKqY9xKZHBXxfUBlrYvBOGpYWla1edsFMxfEPK3jU+iqYg4FoNJt/9KDzr2yquotb2NVD25Da2QV1wBXY8xMYlGh1Sxso7k+Pj4S7gDeAYSVuCatGxeh2puX/kjhyNngF2PE/QMYc7cW55paWre9IcT7yyEaXZw83q8suoldaWVzupALFg8HzVvbHkCk7Om1kgmwsoOFIrJTyB+RK1cSs4AWslbyhq0yi0ucDlB+B1Y4OfGz6dcPVx2bAmWK4XKYJANk1BsvnOGQdY50gSoOOdLB//h/hiz6HXPIfdKLYpG2fElFPQXdaghiiMIji5GehQs48v9l1D/iR7ksrrQ72zvEKs7bsUVHYDzpHU7wY1xZ1PtyfwCN0lWuOWzi3/b2fvJ31Z55LeQE/QMAeQE79t9fxMmuD0B38Cu1lMXKuE1lejCMhEp00mdny7Rk+xLtn4h8yDdetsi9Pn7d79QUlTyvWntJM3QtKrF55PEceN1Jq1RnYy8/OqohdwnRLpQDY7JLOGviansATo+Qbx6Q3ED+qUigoNa4+58u5h9qH1fWNKKd/xK3ymEoPZeHphdsViz6YyCFkkDkfmY/Ab455QJIrkF18VUtB5hUr/2IBA6jUewRl0eALGIBzk2bwj5gj5MyL3iPkLEGpcp3EHq+rh6Cj6F8vw6OjqsTqezqf7uu7ZMTk5+Agl/+FmK2Y4T9AwCgvrxTXmqYyzy3fXbNhYajUYX/iyDWz4ijmUMj/m/EPD3N+CHr/NSZ2deb6A/j5Y1UkunZ60TcR+yB4HZt/Q9HoHBfJtNHrooCkyhlo1r/yc8Ft53TS9ImpDI9SGlsON1zOKQ4cQUDFKJETSYmCeBhGkmp0pTxHrDr+Kgs73q+3VSJiGxxKvE0lp9sdvFO17lX5mWBUm7RyS2myASTGvJtlSQr5HZKFnR0DEi9TcG6Pwm0DB5a4EUebX0azYyI1m9Z7h0ksUdFD8w6ku1Zayibgo2TEBk0jqFj9mMj5dGfMD1zqYDtdpOK/b+wXd6bTweD4T+/LvBEH+YmhN0BkAscdMhfv4XXuOcHmHZ1ND4MXwjPRWLl3xcPTTktlgsHrod7nXLRodCjT29H+/98IMLKBAMOLt6upxqceHKwRkliasB1mGTgiCmfHll9Rh+NXtpYnzii2xpnkwAdb+k+ubAKglSq1hYIP5VDE7BOkAk8AmBoJHYOYZDk5KOx635FcjM1hik9yHZg4N7RCy8aBQq7VgkopZEZjMbbPp9KDQV8/sziW8qVGc7kaj/i+XdCF0SQu0SXVdW2B/gFP8D1wUKjWISlieuQHvEnUGtd5qVmmKJPNGvPqb32eEEneEQi0h6ld9FfAyqcU73km9CRmYgEMjHBJ5PF+Ke2RUKhA93910o6+0cRH88e/J04OpQNba+zZjA3YTAveRdL74VjT/F2JJYXVsfXrmq5jcLFlY+bTKZUquemmaUl5UhkLuURQsgJLPStMh7Kjsn5gFXhnQpQSRMxXhwCiiZVdinktmnQs6U7BP6ncnOoupwsjbxfHizKZo76yXNRmYA8eK0qT9WkIeOrgFuJXhzoe4km2Jj0NKAdG5IHoHQt7OnLqD7f7kX/VPxjwThIkWOgOxaE1eJWarkAgQP7ZH0byQM/sHgYMgWNU6kNuIlpMAKw6G47g3lMUBWc1HpLN1FlTlB30SAOGtECjNF4XBnr6xwL0UkM7Oliczr6+uz49e3+dgCbxzxBauHx4ZcAX9/IwT3D/Z7TeevtOfS9PqKsoWj27bufMHqNP8AE/Nptf1mAgYGBt6rv7PuZ5igHwRLGj70AWORrH8+bkiiogPQo2USQ/5MLLOuY1Gr8YfbACW+zWs3dM+df+tjOpu6boh3boQsYXxj2Cv4cMVrQbNajaKy39xuueAXJWcAxCn3FghBDyCqP1YIV9gr5QbQe0Ovu5qrBDSi5+UuJpmDoFD33OxnpcoroRF8vSEQJE7WIYHGz4iMISnOGbRq8HHrLuTLCfpTiMLCQtA8BO3RVqfHjt/w7CQ8C0gcyHuTZ8tCum44HO6z2+06vaczBzgnU33uN1s6O3d/2PYh+V1PJ6VeCb3CXYm2ibetnhR+lpzZdR/+wkO9Kxvqm8xm85/VtpspsHUi1QBC9aCFLHO30YWKa0EJlarKQZYfgIr6k6SUPqZ+IXmrCck6WDVRfyBmQUq0HHX//UX0lce+hp7LfRZFAqMoa2oEBbP0pjElBvi0QWtjYmrqv/VuwwmaQwaRvM/QaWw1z+DRJAePzdZVW1fzL5igv0TCszSQcOBQJctTTY1NL/SEziXbDhDg6tpVV1Y2rAZy/kj3wVwH6NWmpveBVhbRk7oOrg1B1N8tWtNyUX+rqispfqtKrQ0gcp/NT6R+bdmTJE46pkEGrHsjXkEFsoxqprj00y4naI6bCvPKK56qq6n9q5f+8yh5qrRcGqpJEwqijKeUGK9NtX0kA12WtLh8dW39wK49u5twJ9qW1E6uE5SFfNVAz8Xn86KQ0UWkDFgZV/ALfyX4NfIdrN0SVyWRD6UAixox9YNMRG9Fe7CQlRKF9iiIfgcqJMtBjL//ihhmSYvCagRrWNPEpJygOW4q4Af+8p1NtU+833b6qb6eHimKRU9mXgr7SnnbVNuky1uamq/+xeadQM4ZmSTkdBdMJV5LgBRzTDI7rTITmlWXo0p1oIkBie2CCL9crU6QEqWVagyCouiUXK2RDjSS42Ss5xgpUWuOPD1cA9Rq1iJqKSXfh1fOt8RfkQEnaI6bDiVFJU8fevLJoXfefPvJXxw56qax4iz0xIFnApQxtIAlK6q9mJwbXbPtGRlNQzCFfp/rsDYOB/QNyrIZhhAKJ8m4YhI+uuRFtFbU/+9++Krq9hATTVKwxdhIJTnTqitgHTtrJiRipmW13n3rj1KxAAC4OT6wnYjugGYdssUKx5n7Mi4WTtZIVmHzCfSCEzTHTQmDwfDcmuam55Y21X+u93zb1r6uwYZLnZ3zQbOCFn8A4s5kcoZBJQifA8EgKB8FMbTYcvbt2nMvtpxzziRuIbOg5fdnXVFgtYICI8yDWGhQl4PErDp8zyiJKoX9qW60IK0rWNBAyZOhUSn2mQgc7auWdJ4BQNQgIwrRHBSU7BFVkJ1gMxgVEN04rAUdj6Th3EAONRlwgua4qZFnNL+cV7n05crPGLL8fr8nJyenmi7LysoqH/WFHj118t3Pgtg7lF8CtwiE50mZbjQZhPkus76RfFBL6fPWM+gVD+DDhRp1CBM06EFgcvbvfvCBe7KzszM23JHCYcnrIMcuXgA97iDZtQvJ511o7UD9XT5UrhD1717UjsZ8IULOUBIupk1oT0wogvC5E2dPEq1nCNEDgAWtlBEFgKuEVFMnKeBxDpjxsVMrWnX/KHV3GCdojk8FxEIQECP+Jjv/tbeO/2tVVZVx1pwitOP+nW78IBECD/rGlnX3X/wW6AIriZtUX2YTFxTuEtnAosqxJBq4pIBEIrAc4dW4ZUPzECbnZkzOJ2M2ykBMZY8fy7FYku6dWH8069oBl0cg4iVhdDAQaHEJDSvJWdBOj9Z9VF7hM++dJqFutauQTNSfJWcqxE+C9EDY34yPISx21Fox0SqSo9N9P+MEzfGphqgfTm0kiPcmT6ojP+d1Z7jgcMuGtagFT+fn55cZjcbyUVCI6B/8D4gegCy281faEWijUAIfG76KDV4mNZjRdlAikVUFxAxtbtmwObBt6/a1mJwzolqNHuTm5l7NdliO468bYDrZUm1sJ0a3BbcFsUYxA7OeAvAomFC0/JiJGRRUKtqNeMPot8ffIJ2u+Z1YvRAqJSoTRDIGY1LA4yJbVByP4+aAzsFgntQ9dsAJmoMjDoqLi9mnW0jsQUYUMVvyLLNLUcM6/EGNKCcnxxUxGaqRbwxbeYHGgI9ktzW2nrpQOBQMFIHfW61avZYFTUlpy/rNvdu37djhcDveTfsJX2NsXdf8m/ZzHRuUgl56ETOQO2FDVruKWwmWY3KGeA6aIq4E1U0BwIDh2ZPnkN0jpH1TECnRwCgKTWYRMaqoHC1CssHBRBBJWrkFnI/T6nxRzPjV15T+vXJwcABEFTIWQ5gkOlG+GTmR8xUkykbaHR4btiStdru9MegPIn/Yjy24wcberoG9g/1eO4Rc0UFLqk5IVelA5rVuxfKRnX95bw3uAHrQDYiS0luOzSst+mlrmzdhYlA8WMWMQHAjgS8YYpyB/qgmt5kUPhbomiVnak1HmF0qrekQiCOxMdNZUclR8pdRt7sWqKysHFmzdv2BZLbhBM3BkSaUlpZSIcujDo8DwT9UNOfowoqJI9iSJvHLmIDKDAZD+UjWRHWWN1LWfeXist7LAzlFc2fNW3jrZzYZjcYbkpwBDoejv2pB5RudXb3NZIYtRCRZk4WUrg01JZGoyRySZweaFOSciu9XqbFNKq5E1NfVhNpgIe5Evvjgvm/NmpVcZ8sJmoPjOgOT7tuYvOgkeFPfcyLDr5DHhCo8S9D4ZKu5dF5Z/o1MzhR3NK088trvf9ec68BkCoXpp1lMQpmy7aNlyxhuNTJrae1F8wgiKZIzgBksNIsHcndTU/vs0qLvJN1UiofAwcGRJlRVVUEI7w1PzgCX0/XyvNKiH2MrWlZUIBmXhzLqRS15h4Wedqm1HKMOeA1dGqCVArkp8PfAwYMHiouLw8m2wQmag4MjbQAlxNV31P3XT9qeb1AuI5rQ1ALWAVVdlFCiAmJx2lISsxpMOiM3tIAP7uDXDxzD5Hwslc05QXNwcKQVS5ffeWjHgLcBQhIHuvpINAsAIlpc0025tzLuDBWrOinFQSBto1VKSoqboJIE1m/fGN64fVNSA4MsOEFzcHCkFXke+5sbd2xevBGRMm3LRv2jpO5Td1/7A72XB1axWZzKEm3JINVIkZh2CDmLJI000rwTWNdlZWVoz66d37BYLCmXeecEzcHBkXYwetUfOdzCAGmJacGR8oWVs2vFBQaDoWzEHyobDgkCRsP+gb29XQO3A4GDhgVY37RQciJND7XppK1pJHeFEL+1BimzvnKXw4W+9OC+VxZVLjmse6cq4ATNwcExI4AwPCREsVCczfXYUS6yC1MlJT8ovyWyhBI4ZAECRif9y4Z9A09i69s12O/NA9cJlGijxZJZ9cJkK9lrgVjUENmhyBKlbYOYFQwIgrDVA7sf6rtjde2Xk96JApygOTg4MhYmk0lS7XPNFqr7uJD9DCoq+RmUaItEIjV0udFoXEYWI1K6zRXw9fOo+7IAAAGFSURBVFf3dvV/Mtjvu3coGJgNbhSqYqjmDmEr3seDQPIx1dQRW229rrZ24p77Nj9kM5q7Uj9zAZygOTg4blhgAj/FTErfocYmqbNZSQYj/w6vNwdcKHgRfNCoP4QCIaK5sezC/7Xec6nz8iziB29vR0G2KrwWWSsiQcCCh8/3v334WYfRfPxanB8naA4OjpsaNpsNiunC5090nsOdgxxiaS23yz23Lju7lC4LDYUb/WHBTTLiG3zo7KkLC8GN0n6uA1vgPbGWN+ObfmTf/lNhFDrElu2aDjhBc3BwfKoBZdLwn8t02uHJPkHJu99oPrz53qqomj+KoJB/ojQQDpQOea+g1tMXvwpzQVcFCsJuue9zjxmNRqVWS8rgBM3BwcERBwUFBZCg/n50TjZy5KP3QVcFXCiLqpb+Yzr3zwmag4ODI0PBCZqDg4MjQ8EJmoODgyNDwQmag4ODI0PBCZqDg4MjQ8EJmoODgyNDwQmag4ODI0PBCZqDg4MjQ8EJmoODgyND8f9tbpoPkGl+qwAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>