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Prolight Equinox Vortex (EQLED073) (Prolight_Equinox Vortex (EQLED073).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox Vortex (EQLED073)" ShortName="Vortex" Company="Prolight">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>be3ebc7b-f5f6-4e49-a214-7cdbf43ac521</Thumbnail>
  <History Date="17-09-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b4256118-6ff8-45db-add5-6cdeec1dd70f" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <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 %.1f%%',0.0~100.0" Dmx="5~250" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Lens_Rot" Name="Lens Rot" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.f%%',0~100" Dmx="0~100" />
      <Function ID="2" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="101~133" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~195" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="195~134" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="11~20" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="21~30" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="31~40" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="41~50" Colour="255,255,255" />
      <Function ID="6" Name="Pastel Red" Display="'Pastel Red'" Dmx="51~60" Colour="255,100,100" />
      <Function ID="7" Name="Pastel Green" Display="'Pastel Green'" Dmx="61~70" Colour="128,255,0" />
      <Function ID="8" Name="Pastel Blue" Display="'Pastel Blue'" Dmx="71~80" Colour="0,128,255" />
      <Function ID="9" Name="Yellow" Display="'Yellow'" Dmx="81~90" Colour="255,255,0" />
      <Function ID="10" Name="Cyan" Display="'Cyan'" Dmx="91~100" Colour="0,255,255" />
      <Function ID="11" Name="Magenta" Display="'Magenta'" Dmx="101~110" Colour="255,0,255" />
      <Function ID="12" Name="Pastel Yellow" Display="'Pastel Yellow'" Dmx="111~120" Colour="255,255,128" />
      <Function ID="13" Name="Pastel Cyan" Display="'Pastel Cyan'" Dmx="121~130" Colour="128,255,255" />
      <Function ID="14" Name="Pastel Magenta" Display="'Pastel Magenta'" Dmx="131~140" Colour="255,128,255" />
      <Function ID="15" Name="White (RGBW)" Display="'White (RGBW)'" Dmx="141~150" Colour="255,255,255" />
      <Function ID="16" Name="Col Change" Display="'Col Change %.f%%',0~100" Dmx="151~200" Colour="255,255,255" />
      <Function ID="17" Name="Col Fade" Display="'Col Fade %.f%%',0~100" Dmx="201~247" Colour="255,255,255" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="248~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Zoom_Macro" Name="Zoom Macro" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="10~39" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~69" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="70~99" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="100~129" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="130~159" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="160~189" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="190~219" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="220~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~60" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="61~100" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="101~140" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="141~180" />
      <Function ID="6" Name="Sound" Display="'Sound'" Dmx="181~255" />
    </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="Fast Speed" Display="'Fast Speed'" Dmx="51~100" />
      <Function ID="3" Name="Slow Speed" Display="'Slow Speed'" Dmx="151~200" />
      <Function ID="4" Name="Reset" Display="'Reset'" Dmx="201~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="PTEQVTX1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="190" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4041fc51-3db1-4b97-adcc-fdd56d1a6af3" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Lens_Rot" ChannelOffset="10" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="PTEQVTX2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="190" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6085281a-fbc4-4ab9-8cb0-48b12df4a74d" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="7" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Lens_Rot" ChannelOffset="13" Wheel="22" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="8" />
      <Attribute ID="Zoom_Macro" ChannelOffset="15" Wheel="20" />
      <Attribute ID="P/T_Macro" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:4" Delay="11000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fast Speed">
      <Set Channel="Control:2" Delay="11000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Slow Speed">
      <Set Channel="Control:3" Delay="11000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </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="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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gbiTg5UkTEqiteBfH4GFat3YB+GIlOzQx87779qDWGT3ny05+z97rrrvvT17zmNTcc6u+vrCO7SoAu66fWlVde+cRIN9bPTO8RFpkSoLmOa50apkXapYvv+jItxfU9WbBjzUOxZkFo+ODAnTi9/lh0ehF6ugV2GS9l86gS/E44DfFEx3TbYtLGjJ6H7/DCX4ZBNOgRCn0VC5APEoCff3wD644Dbrr1R/hR42Z5DX4laS13TYOKiRl1pEkl8JVo4/1+F9NTM9iweYPkQnPjSto3TSuwYU4m/S433imxRzOAa2bYDNBRhFang263Tyxcozk0KNY7ndHe01mC57MhMIZudxAGrn/S2ed/4KaP/t0fb3novmeVWdNl/bxVAnRZP7Uq1cH//YUvfA191mHZ8wxI27b4nLVZFGS2vGH1amw64Xjc8cM7EXDYvs3eZ+nj884/4dzmi9HseQi54YSYrUdsOnAT0ZXZfxFwk4j26D62vEVo0j9eKOwTaHbQg0//1lQrOOOFLnbf0sZHqlcQpEcGnGEaUMTap4w2bsKQGHAdOXDEUYzpyX1Yt3aC1xA5eLSwCKayXmjYM3ctpnQrs3hIg2Em24oInPthKGy8y4l5/RCbT3TpuktnE4Ft1qkgc3mRMpM29UUC9cbQqjPOe/Kv7Xn7dde96vUlmy7r56gSoMv6ifXWt77VGVu14SmLs3uleUNLAJIji3lse2PtmTsGXQKlXhxjcvs2AiyWEapiecsX7kIsY278dqyePws7kwWRJIYy5s3Eutlel9UJgjv0hxijTv+WiWXX6ec2L+IRiLM2POTU8LSLfTgPA9fu/Tjmhh4yi4O8HxaYGVE9QltNrFk7Jk3PVWY/mf3HYQ8RgawXBKI/u7TvUZTymqFp/5YsaV5w1CYBj8GbGTTr00mKMArp/fXRWloSBwgfmHh4rSv76CPgBUM6GGReBj/z6DUUEnpfceZ7p5x1/gc+/JGb/sueR3Y+//LLL88O7Tdb1pFUJUCX9ROr0Wi84V++e5u3sLBgFwZ54cwXyYBBT+QN18z46/QjzC4sSru02KDhWLkAkoHx0dpf4xX196K6TCBLbLOvImLPxDh1l0AeiLK+gPS0nkULS5jGCFbrIQJcV6arnPvMIYzsdfC3t+7A15rvhJMZx4iyMoujHaxftwYDIxO47bu3YGB4RCx6jNKSRa0cOchMzU6Lo4NjRrmjUBM6c9ei6M98QODfMzs6i4OfMgPubK1jcOZLd7mFRq0h+SCd9rJ0UGrti0TiyRxGH6lHgK25hd3MUFycX8DgxIbnHFetPXzRRRedcsMNN8SH8rst68ipEqDL+okV1Icu3b+LKGtGDJFANXds8OKgyAPCnj1ZGOT7mo2GsGlGt0wAHKINM12cdPfAX7MVjTYwS2A8jAECMwehk2ExacFTLGJUMcTPJUAeVQMCbixCHD88hFOPbeLhb/ZxffBKO39QS4woyy1KmC/Q7raxc8d29MI+qlFkpAcujhtlQYRuW5pfwto1a0W6kLvEA21kDMmwZrcfM26gkDjMwiDHkMbodTrEwvt08GpKYwsHOMG2jCvt8keFLDCyCR8fOCxbOamAf9aNETvecaedde79dHZyUsmky/pZqgTosn6srrnmmlfMLPabi8SK2XYmgMxNKDnwwkxI8aW9m4DScwu7nWHXFqFgfma54QOVD+EPR67AP88/jD7x4jVqrWRvtDIOFO2KfNInQBzGBMH3gGjCSmU47xWDCO9z8M75G7HY2GFzPpR0BrL/WuJC6bELC0tY7vZEluDFPeVhZdFPQUKQOL+aW7oZlGEXE7WgamoaVmxmtGP0DmlkYUYdEwgbT3TXyB68sNmLxMaXVRMT6kSb9P0EQZaIDxsit/AlkDyRTmsBneVlYt/V45uDQ5+kF3jxofp+yzpyqgTosn6sRkbHX//d739dTuF1lhUArczIbZmOYroIfSifmK5ycMDKoDBnaQWXX03exWT1QUxO3IXjlh6DuTTEkFvHKoegWA+ip0LU3AB91TMg7TdAd2H9KRob+w4+ft/D+F7zbw0ww8gb3OHnOn6xz7xoOTAwgGq1Ii6NYn6sNqxY6CpnRPf64uGWdm+525HmG21150z82vKTseKx1Y4ucRzLQmFm7YUymVwkkaowbbbicdt7GlSJdQf0M92W0jWBf5X+b9btLCMh9p0FLgaHxv4fYtGnEou+/6B/uWUdUVUCdFmPKp41OLH2uJON9mxaul03lzfsFG52crCc4Qhkm4kpxkUsv+sD/2ujSHly942Na/DrG16F3wl/HX49gFtR0jkYLVUIAFnvbWCSwLK+SuOk8z2sfTkw+bEYn6pci9jrCmNl5HWs/m3YuhK9mME2l1wyhWLMFexipegXtE+9sIeqU4eSg0gi8kOuV6eZLmx2ss3MNK2wB5rzObLEdFFKhHQa2fxomLhT6yhxdCifhHxWgAA6PVJmKfK+sibdbncwNDTyHrr7WYfgKy7rCKoSoMt6VI2NrXrD/n2TiLmDThbOMrhW2jDNeg6dygei8bpu7oe2wKyMfxjIJQI7mNUGK2UEiJ8dfzd+tHQLNnRPRaOzBoGuYigYwmBtBKudMax3hjFxTBV4LHDPzQv463vei721H8JJlaTdCUBLKL9bsHYFw2rz6FPYmYham+ndWg4s5n5m0EFQEXYsSozWK3ML7TBZAe3M5EOzXMKySNTvCyAr1sbpsVEY0/vPRBpRDoo5jCyZsG0v4YEArGHz4mHsyOvxZ8khS27A7yF40qH8nss6MqoE6LIeVdV644VLnX1od5aNn5g1Wd81bgnRm9nDHOCC7EycE52P5bCLucoSZivLWPQW0NFLCLMQfXSQSAtKZgBSFg3Na+wYuAMPBt80erCAKkQPZs4ZELutzQzC+3gTfTWPxFk2rBWGOcu+MKO3Dg7RuPl2e5RIlZVXtEmt0+bIISxZWra7fdQbDXMwSc10lVRyqTMb3g/z/NRIHNIGTuw3Dk2CHz+GVWheLOQ35dHBim13gQQpRYj8CpIKW+1S+HwGQrf7vM8wBwGWSiq+T0+t1N74xjcef+WVV249ZF92WYd9lQBd1qOq30+PbbcW0evz+D0r4loGza6JhlvHFcdejmcOPQf+twMkkcLCoMYuH5im0/udU49geh8BNRYlE2NzcxCDlS5uHf4s7q3dLturVyp43tN/DZ/5wmcNA9VWhuBgfb1MILYsfmXhxtoR1s5ppqx58z7A6tC5vMF7yexUJA85CJgFPsOKIaCqDYWXrkCRbgAbO5oWDSnCmnOHB8wDmEFzShM7Ocx5gRbgDgloxRcu2zUt8C7LJInZTpLSwSkhpp4E8KsVVH1HUvMqQ0MYW70a3eVlZMp/NT37VQf3Gy7rSKoSoMsq6uqr3/7idjd2O8sdsyBoFVlHma5Bz6ng+hPeiSeoC9H9koMOY5mrsY+u9jp9dPshHlmYQxpxnsUQ2DU9EG7Gic1hPKVzId4/cAO+NfF3CKoBvvIvX0ZzoI6Fpbb4lLmkQZzAdJBAbGp+DtVqjYDNx4uDl+LspWeinnBKXogFp4XEb2PGmZfLVGUvtiW7MIv94OAODvg3LhANu8ZZ6NUShiTWOOvTzoy9TsZgEVg72gBwYrM6Ys09i2bSCm9IfNMc7s8DaT23AHUBb9q2X8nM4iHtKzs/ZMGQXsB3atLw0mwO0UHBwfD4ODFp7/9FCdBl/RtVAnRZRQ0MDv7B/qkdaLfbwjQZ5lyrMbO8cPPzP4Cx0fNx65UK631Is8d+AuNOM8OO9hTcBV5382VcVYf+DTgD6MjIPw/1IY2Xtf8Qt499FZ3OAkYnJrBtyzbUahUBUGaxfEhghtztdwQ9z3WegGftfB12L6X4tuaexClU0MCoOgZjeggNr4oRAszzK8Bo1cXaUQe7ag/inc2rsCPcbkORABPXIb4MTstAROxWyVRwJQBujHPGs50h18uN9pylppMwXzBluYTZeZwQbGtXWrtd7QmgS3Y0gzUdVFLOJeEMj8TIPHUC80qlLvvCt7VaEZ0V1Eevuuqaiy+99JJ3HdIvvqzDtkqALquoOMnOkzB6ieDMrBTgCIA+XZ+Kk19zHn54noN9dHpfdwIsxhlmswjTO2aIBaeSUFdTFQIjhR4H2usOgSo/vol1YV0Y8jkzL8U3170P+/cT2FYr0onIMoXLC2gRAddyWySV85zn4+r2O/Dx5R3YiRkkqgOPH+c2sDvdhZYapf0LwC5kldB2CNNrc02cPnQC3vO+D+J9/3wNvrjtq+KXZnacSju3vBvCVHtbZhf3YH7XFpy1/Y+RPTIJ8Rc/OExzC3uheV8zl7sr6XeX9sHzzBMz2x6e+hawiZUrYtPVGG5Fo09nGVrcKz0k/R6GxlZfddFFF72v7C4s6ydVCdBlSb32ta+tjY5vHGJAijMCH2WiOAV0iGk+c9PzsTyjsXsuwVCVIziBjcN0X5sYdOIQwNZlWdDVPfEGexJEpNFVy1hCC1s7NdQaGdYvnQ13rS96swqMVY99atyJx5y8WqtiWK3H/+hcjsmuQyBfx5AeQKjoOSrBkl4W2aNPLJSfuqR5SkubDgyBsP0HlxRG/noAl7ztf+GR39+BeytbrbvCpNcxY050Ln8Ybdrm2pmy7g+ROGDS7HjAbO6TduwiYsKDZ6WDENJqnhjbCPvvjC7OZwTio2brX4w4TuETo+51e8ZNQgDtEEPvLHcrGzZtfiNt9a2H6rsv6/CtEqDLklq7du2vT80tSMedzhtCTJeHnJafft55mPx2iHalT4yyLmlt80tVdBy2kjkYpH+e6mO1qkk79wTG6VSfnp46xKwj7EkXkXVC+GoQx8xciO3jXzM6sejDjsSQGtuej8ctvBinD4zizkmNjc5q9DWBGxYIx6uoOk3aRoplAuue7koyHafgsWskzZoik+y+xcWa7yZ43R+8Fn9682ux1OVORWBxdg7r1m807hEGUOv+0CvwbPI7hAjbvOgskxFYqXWGMBjzgiS7M1JeJHRhJo+bOQNIPLMtGQRAn6WTeHIWwpp12AvherTPWSzgzUFPKb2PoYHB/w8lQJf1E6oE6LKkGo3Gs9PJeeMl1kDeHMjA06DT9VXnjuPhT2vs6E4TqHnY5EwgDugBUQUb3HGEWmHUbaIfpcRmNeqowU0yBKqOVbUKFvoRvpnejsc1Ho+zll6IreNfEV372E2b0VpuSZARN58M6bX4LbwU2/cSOyaG29ch8e8WgXOKAWLT3NUXivSSyggt7iaU0VPE+CM6QCR0oOADxt531HDGh07BqfXT8J3O92TRc9Wq1Whz2FGjLkyZQdNzHPEq+75xiLD2nDnG/ZFZOUP0cevl1rYJhofHOnoF2MUqmMqJAdJAGzkGxtmRxJHozr1+VxwlaVxBrepL2h7rLDrwNh+q772sw7tKgC5LyvUqp8dRKFYwV1KaHbt0pnEi1mJ0wyii+4ATqquxN1riiYJYq6tY2wTaCTAVpmgQO/YamWjTbkpbyZjZAgMZQSmPtKLbHkjuwtO9C/Ct9mmYbN4nwMzgxXqKH1TxxPnfw2Ziwt9uxQidCLuyScK9PnwdwHcDCVNyEoUhZxhDGMacXpRQ/wqB9Xpi26uDJgG5i2RaY/lmHyOtcQkv4hMBN/BEBkmti4M7IGWBUDoDUwFsLp6Swp0tmW0+YS+0ziUMc4Ox34k8YpCZtx8TsHsM7rGL1DO2b5FG6MDBE8NddoKkpi28EgwSyOdTYJR/0UWXDt1ww1VLh+wPoKzDskqALsuWOiaRZovUNH3ITRAQemztRPgTVYwt8m1VAq6qBOxrh0CZgGyU18cyF21OdItZe5V5KrJYyF7oNb4msFU4xRnDt7sPEmIneEbnv+BjA/djud2RRhBmmRPV4/By7zfw4F56PJ3678/2o4MljHlD9BjeGQI53SRW3if2WSOmXsUqNYSFpCtTv0MC0qVIYU2VbW0O2ncrdHshUichcPalZdtt2kB/dlOIc8QE90uTotg9Muk65EadfrcnYFr4pqVWQpWMem2aaORgxguSjgRRm+nmrHc7RpypoTMAACAASURBVMtn6SiKQ7H4efR+R0cHRd/m/Gg+GxgdVefSU752kL/0sg7zKgG6LKkwikeEFfJpubeSs8yLYceOHIuEwLZC4OckDrHXJobp/tUEul0iheOjwLoww742se7IwfoaAVxPo0VAVuNxUMykCaSmerEszH2u+yW81Hka/iEaRNtZlJyLaq2CF8+9BmmLGC6BXK2eoNeJ4KsKQh2i6Q8QAMdoBho7+20M6UF06XZm+5zEkeqeWOhcAuyEwHIzMfuFWCFKu0RaE3j1urDkYrwVY7T1L0t2h2XJynZP+g5tlxh3LPJEYjrW5ZNybFs3N7jYxD5YRg7HaNUmhRqGQ7ti6dOxDVyKYlRTXXQ55lklvl85HiVAl/V/VQnQZeElL3mJe8EFTwsYuLiNulKvyGxBWUAjsBrZsAYJMeEhAuRpwpNBAiJmxyGx2g0TxAJjYNcCgZNLwErPqRP6dAl9COcxSBef19Ji7q5zeMYIOukOnDTwm3hs/1zcNvB1eI0G1uFkvGj0cfj6vgg9AsVH+vvhKQ9Kx3AyHh/rYS6NsKo2gTHlYxzDGCfQno2XMKTqWMAihpsNjPZd8T7vbmeorQJ69E8A2vOQuUrsdrD2udS2bps2dtcAtjbMOrUNLantEpQGQ+UUzZW8eOjxeC3JK4FgMTvHZTvKNq7wGYWbygEgzlLxTodR8qguR0kLBGvg7vpD+kdQ1mFZJUCXhTPOOOOsVrstYMPdb41aDZUgQMcxvYTV4RFitkYKWNMgdkxMuk+4MkvItGGZwLCvsMB6KgE2D1BdXwXqvFrWdwicNeZChSVCqQ1qA7bqbcQp66CnIHCN1Q10MPjjYy7G3hmgSuA7lS4S2PUxr+fRxCgGCex7aYxVmMB8t4MJZzVta5C2wupvDQPKRcN3EbY9zNP+LiUZlnQfFzg1tOKOACQfeGpeIJPBISCcWAchMWDeD23CR6WZOzNRqQKkrDKniZkRI3oyT2Nx5XNh8DYjCoyD2jOhIYYxw3Qd8vQXN1EmQIlT8XpdG/lh9CNuNRf7nhesPaR/BGUdllUCdFloNptPmFvoGGtZnEkQf7VeA+Gj0aEjguZ5h1ggMBRo7GhD2p/Xu9yAQSy1p7F+jUZr2hFweqhlEuYqBHyzRpJFg/7S1mej+N3Kc3DK6Qp37HkQXxv8IgLtY6C7AWf/8WmYu6oimRfc2JHKwNiIZ69gwG0QQKeoOAFWOWOSr3zcWCZLmTtne5jKZuFHFVQIVVvOsjBjBvo1gxEW2vPwA7Nip11HDkCchGdyrlEsBorqnhlGnafhcaWxsdpx2JKEPkmkqLHRoUjxc0zzCyyVtqq0kUWUWDuSKJbt9jkVj98fDxXgAyCHUckxyikZdFk/ViVAl8XxoSfH0ZzRZglh+3GKoFJBzvPmt3aRdDL0IhfzBCgVupG9yRVC3vEzHSzdk0lXHSu8zKDbPUhE6cYAWOhDmkK6RGNXE8s97RkN7N+a4tPu3xCLjeFlLo5NN2FCBdhXIVDWMW27S+x4ABNVB2PhIJYzk6W8RnG+B4Esbe+ReYWmH4vdreLU6eCRoK0iAdJBt07Mm50UbUyradSbDXpchjr7rWWCdyqLgbAasGvlC114oFPjU2bQtU0rK6Wsfq0lhySzIUmsq4iCb+12HssbZn44dKpkkZBlltS2jseam3o4A9WxThK1+hB89WUd5lUCdFkMDscuLxuJww7jQ7PeEECJCbhu3fst/GbntzBSodP4UKFNwDRBDLXnEUO+DagTIPWrJtsiDWE0WdrMQsTTV8xqGIPgsRuB77T6uLX1TXy39o+yeMjA9YC6Gw/+zRI2n9PAd7+0SLy5L96KVf1VGFQNLBGXHnEHMU77cmJD4cEusI8OIvNIMEP3ugTbDLtNXUNlookROjKcTdteWr0VvX09jAXjwpTzxb40j1Hl4QOO0awZbBlcjcNaizdafmYHR2YTOnS+UGiAm1P4HNiWcEnSywx3drl5x7g4pLlc8jcSBLWKWPoya7fjfWJ9nLs2aT/GDuXfQFmHZ5UAXRYD1vqIF694oYuA465778VJJx6HZnMQ/V4PX+x+CX+2dRpxtB5VArIGocw2evz4APBwK8VpxzrozjgItQEqTgQVGYDgaYHO7GtEFDfUadurU1T3xLiz/lEbku+IfNANZvHJb3wHFz/zOTjjHB/fvL0C7oFhhlmhP9EaHQwiHt5Kr72npTBL4CiJ08S0+fUc7YlngoG60SSO3dCojTnY4uyVBU+WI1i2YT8zI6RIObzIR7cJwDp2srfhu3YWoYkaZV+4HVFoZBJOqmN3i21CcSwL50AkM1A3E1YsE855O6xh03M4nnRooGEmsMAsQvIHxeCtRDvxBg7tX0FZh2OVAF0Wj2FaBRsaxIx2YWkOk3urAigLcwS+Tgfvv+lDeMu6P4Pbc5EGGbbNauydz9DPupjf0UCTmGg/Vqh4GXoEUE1CzFZq8GpRx3jcSS52b3PRec4P8NC37hBQksGvMItqX6y/H7/9/SfjzP86gNtuX0JEIFhDlXYrJrCuCvjFHLxEANcnOOT27g43rLgB2mkk9/luinqTJ77QY+j+qQenMFAbNAuC/EYzXYCjY8agmA9AKLQBZ5f3S69MaMk90DJZ0THzFdk07dhsfwlHckxcqiSWGs5sQpb4YJWZmFMO8+dAJcfqztz9mOYyi3RCOrVD8NWXdZhXCdBlse46qJHHfTpYM7ZaIkc3bT4Glam6ZFF8aOoGjG0cwZ/gT7F/mcAzIJCLzASU5YRhjwBahcSymUlWZbIJz99j18NZmzzECxrrnxjj97/5VgKpzExHUWZKCqNUtzKJv5r8Bq586NfxtGetxi1fa6OtW2j4I5IrzdviRUfJCCGA45CklLZzxvgo7p2fRzumg4WK6LqNNekAvL0ZtkY76GCSyJBYAUyYjsHMRoNy5TFJBmINe+Yp36Ioi93OtHmrYgguTDBpZiNK8yOMXDliLTS02AwhEH1ZGweHa2c68utznCsqQTFmK8vkJKCssh5VJUCXxRBVk6Gp2oD0GWecjl27HhEf8vDQEHqdNhKd4B1Tb8fDA1tx9Zq3Y3i6igVfYZ5wpk4bmGebGgFTV8Wo059Vn0Cu54YYSD0cu9FDdZWDK3bciEU1U0zmVhLElPuBFb4+9n7s3PFCnPi0Gn70NRcLqkXgH6Kpahj0CPQTDkbKENOBYNRtYDZdws7lDnqpQ1y7StcJlrZo1PenmDtxEv9a/5YBY3of2mSLGmBkrZwXAlMTCZWyJpPZjkK7ICjpd9po0bJ4aDi09TcbTm1x2P5uLHsig8AOsZUZjWYBkRcG+RX4gJRadi6TXjJts7Dt1IKyyjqgSoAui0/jPXYuwOYjh2GITZs2Cfp0wj5m52bFycBZFV+Nv4ht7lb8xfgHofZtQs12EzJyBfSzzwt/KkGVGOrweAWnPgkI9wGf23o/PtH+oG0jt8jmOMbpZucJJsEiPrbvX3BZ/9dwxmMdfOduX4a0DngeRrWD7VkHEwTUHJzcSyPCNw/7ezGa9Fp9HaGhK/T6DrKuwredzyN0ewLOzIJNe3YqDNqDyeRwbNOJaBNmJCKSxAx3RSFx2Ddnczi4EcXoEkr0aChXDjh5F6IYM7QFbbnNjOLijkxFFJp175AnhOf7BJvXwVNxyyrr/6oSoI/yesMb3jCwZv0mM4xbmtpMglun2xb9df3atZibmcNUOCn2tm6ni+2Nh/Gb7ovwxtVvw8kzzyNgc1EhAtgm0KrSafvougoadYXRWGNdQ+NTd0/inaOvROJ3pWtPXksGvtp8ZRsLzUttXx/6C/z+d56GTWcGuOOBNhbpAFFVA9iZtCWtbmfaRkCEn0E9UjxYK0A37tD2jEOiR4A41fwuPqk/gSyMkVaV2Er4H4cgOa7RmnUhZ5jcDlkh5WtlPM7ClXO7nc73WRmXszYzEH1eLKSDFm+Xo1I910OtWjOSCjegZEoWMc1na7Rsnqvo0BmAVqn1UCOXv0uALuvHqgToo7yazebx3KotHX3sZkitlcwyyzPPOA3TMzNYXl5Gu92S5LmYA5WcHt4SvAa/tf6H+N3FVxNwD8MhQKrHVQzOaMmbWH+awtS9Gp+t/CV6wZRkVUgLizL+anEvKNvWwYtpRE6X/L24eebbeNXcU3BqMIIOOz3YOSF5G4xlnrgulohNu/RzBz1ESIg9E9MOKpgd+x4+95jr0O314FV8O2uQIz5jcWRox4CsuC6Qg7WZWZhlPPnb6MbaRo1qy655Uc/MTFzBURlI0O1KVOlxx25A1O9g/0wbNc/EmSrb+MKvm/DZAre/B14xxYUPCKJv8z/PLSWOsn6sSoA+yqtSqRwTZaGdfG10VdFQOZyeMGNgYACbNm1Ep93Bju2h3N7rdRH4nrgZ/t75GO4a+yHe1Hwrjm+dhTAARhjQKgpbJxfw4e4/4d7Rz6KQNSxrlvwL1wAeA1fuUOPX/ufah/HcbRdg3YSHL21bgu9q9HRf7mOWygeCKj1/mW5zVEBAPgp/zQ7csv5G3O/fhTaxbolLTUzOBWdq8KgpXqXzpNHEk4U5lbuacznCdhGqXNGwjSoS1G8sG7KvAuzi4nCMBY9+2Tc5LXAfxRGdTTRMCzlgFxhhh9EmYvfjhUXuOBfN29r0Ajq4vPzlL2/cdNNNnUP0p1DWYVglQB/l5XneprATiRFB2UUyYyUT65eAy6YNa7Ewu4Dldhcz05OI6DGdThf1ZlNAaWv2IF7hvwwva1yETcFq3N9p4fvxtzHbuB9Zoytar5zqKy0LZyxvjA6PYM26Nbj/wYcEGD0JZoLg+Hz9QXxq7sv4/YEXoI8ueqmLyOfrHkb0KsQ6RKxSbGwMYHh0AVs3fhq3VP8ZPWb3HLAfJpKDoWTAKx1QCLAFeDn5jiUcJzOdfvQzrw/yfplJVmZqCmyYUS6DrOTym3BS/oTY5VFvNOHTwSqKE6RZTxYeG/WmfSSsw4N/M1o0nwJU/MAsSGb24GSPW/zm169ffyL9dOfB/hso6/CtEqCP8qLT83XL7YWigYOrsAezL5qHvxLbW3/MerR6bQKjPhbm5yW/udfpYaBZF4DTKsZH6+8zrHDYRG/mVmPluCZsyI5pYWCqVgORTSqBLzGcmbBo13bsaXyj/rd4VnQhnjQxiC0zMSZjH+t8tvwpjNUJmJvLuGf13+HTw1/BYjIHJ/Rk28vttu0ONIuC/X5P5A1m7Hw76xtKFy2BxeKfNvaMwhonEodOC+1Z5S3esPkb1uWx+fjjMLOfDlphTGcjAZ0VeHbxURuXSr4QSBduS2c5RCkbtO04duyXeVytVjsPJUCXdUCVAH2Ul+u6q1rLHdtJBxvopgWUIgKUXtQXFspMefOmjQREEdJEY2lpXhbIlrsdYo112/ihROOVdS/HAJrRnWGA2VkBaIatqekptFot1OsNa2HTxcsvVLfjz3uvxrNrv4mnjz4HTx3khhOFefTw9fQz+EjlZrS8/chaBvQCosLLS23Jsk6s1zkJQ4TCnmGYcma6ANnWlhD4clOK2I9tB6S2caM5gxanBXQx+iv/gBxlILff7WKJNjy8ahxhN5Rc6/y5SuWWPce8IRdysKvWK2bbVjaRECbL3D2/cuah+Bso6/CtEqCP8iJsGMnSSEDEKLZcBjQY6JYIQE3ym5b5fcdu2mCW+ogmLi4uEGD3BMgGCUBdybZYWetiDTtvn7YjSwTIGbympueE3XLDiGOjN4Wd5tZoesnJ2n24EXfj7/AhPC48C8c31uDb/dvwQONOs9UuUKvX4NE2Fpdaks/MmRcMfnwgiXo9w3757ICPOWliMpwdM7Iqcek9icyRHx6QC+ECnBKoYeZW5e/CAK/Ox8wSSHeWEfY60rYu1j3Hsc4MFlTUAQckyJmCcmsi5yjL4OVAZl3WvheccFC+9LKOmCoB+iivOEmHtOWu0tkHszgmYEpI015aRq1RK4CJg/zXrZswjM/zMD87g16/j8WFRYyMDBsZwTGgaKQBSz1t12CW+8noP9Vq1eq86lELdDLhRDIteH9cdOv7cav+PG5hrzY336VGLmg2mmLx46GzfB2nYkeRzkf2cstZgWO0dYclCQknYuucCdo301MycWhwmD+7RQy7tW3vWWKgM3duZLqwCBb5djp3o6jC0+xqMzqLY0jNBBfTTRhHMTF9rzgKKXswY0YuFryKt+FgfvdlHf5VAvRRXnTaPaCzfHCThWoLUNyu3e32hKWaU3yjxQaBj/Xr1ghbrFaqmJ6exnJ7GTPzcxioNzA4PFgsNEpQnGOU21Rpa7GzsgE3cEgrdSIsmn3XPNlbIiqsu0HZCDmVRzXDOCXGRkcE8KJOzzLk1EzhZm2cDhgCyipf4OP3ouwsQl6gSxEz+BOj1tZRIu9Y8jEstbWdhyvKhgHpXIZxtNWOeb9N/ijEl2EbXGSfxMpHPNp6pnn2orx/zqCmA4rkfrhmu6bh3Rs9iF99WUdAlQB9tJdWTcc1IMMgkcCMbsrs4tkPfng7nv+85xSeYJYGWEJgprx2Yo2w6Dox7LnpOUzPTaPdaaPT62JkaBh1AnYGKAFax9jKLDmXiwyphZERuJGOoYpbynlxTWeFQ9kAKD2xH4dis1s1PobFxWWwm5nvM8xWi4QQRpFdeDO6sn2TKyyYbXNJKgcO5sdigePFSUmtM2cQqUSNJqJZK2uFg93n3DpnjhsFBAsbZ9lHW78gz3NUlkHbJUFh767j0XtwJQlPy+lK3mIun1Hj4HzpZR0pVQL0UV5pllTywaW5uSEHFbah8cLb/skp8emmSVZ02uXdLBMTq7C4sESn7j6aQ00sTM9iYWkR8/PzWFpy0RwYRLVa4aEApru7AE0b+2kzKVhOMTCrjEQAowNzdkYcJ/K80bExAemZmVlZDLRRcALwvEDH01K0Y0DRLVY87XVqxl5pKz0wQ85UYiL1ZV5gYix4HKgv4UaxyXyWfA2nmLRizgCc4lPSVr0uzhic/D1mxcKnsgAcMYP2XTlLkAEBhRRkO9+hgoPzrZd1pFQJ0Ed5EUBWJJlN58tkRgeW7jtmlfTL3n17sHnzY2TSSJIm1o5nHs9ODo4lHWg04C8FInmMrlqFmdlptAiolxYXsMy6Kw+jJaDmWYeuNKk4xnpnnQ78OgKQLBVEGmGvL5a1Wq1GwDwiUsj8woLRsF3DxAUQCVgTC66OnYoC5P7iHOjzYKJMtITcSgfOZFYxfO3TASKT95fS+5NLwk4PbeZ1O1abt9szAXxWN4aVQIyoInIGPyC1gK1Ufg+/FAc3GYDmTA+T4pFb+DQPli27Cct6VJUAfZRXGme+YEkhAyjT5MF32iS2Bx54CBPj4wQqnpEHtFkiy2y+RBJnctq+amwYYbOG5eUO6rUqkjXriEUvSVNLp99Fv9tDt7UsYFStEviO1eU03/MCuvbAQwO4PbuqKhgdHRepo9vvY2FhEblMIf+YwGeJgLYJM7LNHnmZUDmTy2yT82R/7XiqLDNdhFrar633m83eNkyJWTv7vDObcJdvk4tdF8pRKy3ryn5Ojml4yR8sZwQCt/bshE0hLJnQc1mmcZXpXMyVbYgen5QAXdajqgToo7yI7Pn5z2ZRDlaHNQAM2/L83e9+H0992lMQRrHkVWjbAi0NHdzMwoyQ8MX1XAwPDwmrbRMYs7zR70UCXqwRc5aHNL/Q/QxuHj0+qAZoNJryOO76Y4BstZfE5icLcpZhwjLuVOeDXO1iIop+E+u/NqDIMOwWiUQm3lQ0cJ6mIgciiPtD9GF6rSiKjKRC17yfjiwuQhZDBdDtmYOEPDGrzhcRc5CGZe2yIyr35cHEmlhXiOdJu7d9sA2Nslq1OnD2YVlllQB91JfyHPM3YNmfshkTTFPF/mxdDa32MoH093Du489B3E0KgJWFPonOjEViYIDOUTMgcPYIzD3fRbcXCggGfkAMkrYdeMJQOca00+ujtdyWqE+WDEw0qBknleWuCNajeTJKoZM7Eu6UZQY8XQu++b3m3wHvE+qAwSlm3JYrU1jMKCx+jViYcygAzQuEYj5xDXhKjnOa2QQ+a6sTjdrFysuqlVfWWSFtSJaHbTOX0Vz0eUjnjN3HfE8dxy0T7cp6VJUAfZSX0kZZzc+tU+sDlp+tT0EkA2kumcat3/4Wzjj9DGGVkp3MDR/ENrPMBC25idVUYTtOMgNQvsdAFxi2TUDIlrZMG9+ySX1TEvsps/okoyI7sOfcaMYcd2cBNs9ZhrOSIWLfkQljKhYaD7DGiePDSBEs49QqFeOw4EVCPjNg9iyLkqlpVBEGbqUMYtrKyVZ+tjZB9SgZRZvOQGVzTKzWwpq5sPwsk7MBnw5iHEmqjEm7WEisBuUaYVmPrhKgj/ZyTHJ9eoCbwNjCtPEWK5NpnNmku4XWMr73/duwbu1arN+wQQBQFtQyWU4Ti56ywUeOMmFFDExsbLM5ROKHNvJCzk7ZuZFa05q26XH8uibDI1MGwvJFN2hVNM6wLKBzJmp917n/uhCOFWy+hmG15ixBEbM30Z8iacTmrIA91pzBIYcYZ6U7kH9O4pzpmuvUvoJT9BWaz01ayLVtCc/zr2FsedycGBAQ+47NwrbbE7mH9ucFL3hB5fOf/3z4y/zKyzpyqgToo7xcpnfsLGB5AhCgFuAR4RSFfSxfoGNwZCDb/chuzC0uoFFroNGsS2C9bIMdG9o0aeQatdGLtWXC1hpnuwbNgNZMFv4Erl3u9lNFwpwM63Mya2wziJYPZ2UWzaJBZugx7AsIEOat6xJcZMJHi+ezi6JSq0nWiJZJMbEcYMRax1nXsOyYDxzsWeYwfs+EOkk3peMUnsTcgWGObuYAx2chzoo4XXRJStc4T53xKsXQWrb+5Z8v33byySeP08P2HsQ/gbIO4yoB+igvR+UjP2xpy6DtKbvKwQMm6F5alLVhwCxHdPs99PrdQtbQVg9mIGrWB+D7nmn/zvOR88S8YqExLbKZc5Ys2vMBP8O2iOcdLo5lz5nVZURM4OYS2yxiDixGPpDp4dpu27JmP/CF2aehkTXYCRKzfTBJC8ucLAISOLM7hd8DJ9V1eqE4PcxDCiHHgnlhDTcHk6L12+4fLMNnHToIxMlhmmzocZ4qMkOIXXM3YQnQZUmVAF1WMdHaNlZbE4KZ9sHAkeYt15b1mXZw2I65rHAp5OHzEmqfEKD7MbxKRbzMdb40B+AROLJssLSwiJnZGengS9NYtF/wdHCLcgJm+c4ARbaHvLZlptytB9MTYpwQtrVbAvG1ZcyFJAIBWwZdkVxYymAGLta6zDawWI7N8ajMdAmYA98XcK7VqvCWOqLL8/ATceXBaMpOvs/2oJDvH0O5MXNkJu4USl7TDyrSvWjNipZ5m0XQLHPKdu+yiioB+igvtQKBKFwFSlnbmjKuCjgFAzZTqsSTINJFmq/jWXZohQbZHLddV1PTpRfSxU9i42Cg5w+OjqDd6yIm9u0yFfZckRoUoVoSpTKFmxtGBEythm026wjoGd3WsmSrLeQLerI5K6Hk+51Xxgua2ixcGoDOLCs32+UFQHai8KJmhcCZo1TZ012rVTAzMy/Pyw8ieT+htna5PPFOF+ZAY0MRDZ99zvRcHhdWJ+AXZQn5xHDzmWcJgb+HkV/uN17WkVQlQB/llQnhNZ5gCUsyMrPRgAXZLMAxaDus+ypLpM2MvTRbmU7t5BY4tujRs9hXzC3YrOMmhDys4Xq+sV1zJ934+BhmJmMCLrrd8ZC5xnYHdkvYiSOpXaQUXVsGuJr2cG5Ukf2HBUTLmI3bwsSeOpYx84KcT0yeWbzpPDQHDdbSkb/H3NvMb853MFCrY6DRRLNRQ7NOl8EB7Hpkvwl3YnDmbnEZRmsn0Fj2nH9ejpU68gVFZbNOWFMPaF88RxWxqvyefWvZ831/6KB9+WUd9lUC9FFexAi1x6ffLAEo211nWakAtU2ic7QZqmrUYV2EFBls1AVISzedzlujgXaHGDLr0JGDKPRFNiAEBK8l1ipVrFm/DmGvJ2De7fTQ6SyjxwNafTMAQEkgkgkyyh0R0mrOGi6w0pSiV5g0W/R4HzMBcS2LjmmcyZip1atWYfOxm/X4QD1zPCd2fH+21492I0vrtN0xOgAM007WPTqCVIg5M4NuLbcfoIPCV1aNjb06DPeb1+eFzhX/CIrQf+Ss2kC3Hapi2+chmnfg+Sg+Pm22Yux5cikDk8oqqgToo7wIbFJxaNiRUzJjxNh3UYT9WF1VqzyRzgoZBFJO6qIYvqpsOzVyHqklQpTT7YRy9kw0aJWYbIXui9n7HASoEFAzy/YtcPGi4umnnoLx0VXZ9m1bbtszuffzy8tLdxAYj9J+rqN9W02vtJrY5oDOVJ3YMO2eCj3PCemaXkwtuErP0WvOuHCnXJXtdyqVyfe///177rs/X+X7j9Vll102MTo49Oqp6Vli35EB38wujBbyz0p7jDBmxyKwyhcNlXjGXTqbYLdLZq2MAQyC80AEOlQ2fyFfbFm/ElUC9FFeCXvLlGmDPjDVTvRVx+i6eQ+IUyzIwcaRGi3XpAflc/1sCzVdexacon4E3+mLu0P1OQvZNrFYYMtcG/KfJvQ4T173oYe3YIu3zRlfveoJZz3u7CdUAp92Ty8R4O9KkuT+brd7R6vVuiVN0zsvv/zyn6lH+vrrr/+5P6dqtXqidswkcpUeoGtrA8bayS19PK7bM7dnppFGfN7KSBysM/OBSD7XdOVsI4d2urn2c+9kWb9yVQL0UV5JmkaOXRTMcyTy0CQ3nyFodd0ciLhcy655tp9jxWeVM2vb2JLAxIh69C/kEH0JXyZO21McWGcAvgIE2oK7D5l3KNjtafFITO3bj5l9U5x+p+gyXAmC4WazcWa9Xn/pqokJeK6PG2/8q4gOFItap5N0RrCDLo8QiO8Kw3AbXzqdzu6rrrpq6T/zORFbPy6MTP+IkSOcFTkDgJcoDwAAIABJREFUeaiSWRw0H6Ygsxys+IwinxoTZ3HRWZh78sT/4eQadvn/ybJWqvxjOMqLGGnfcczE6zyMLXdhKG5HdqSXTwBEGkikNcRqrWLBMwwS9jbXOheESbp2IGtmuv3iPvuOF+EODK3ox+z8CDxur5NXVpkjC3EcvMRNHEoAzlxz/Gg/DEXXFruc9St7rhu4rruaflwdeP6Zrg0kCio+moNDeMzxg/jHf/wselRxHM3Sfu+KoughuuyP43ia9qNLoJ7QdZpf8s+HtuvT4wdHR0Zf1Gm3ZVEv15ORN6jYXsK8XV684zBuDxk2YDsZXW0STrkZpxgPYxcoTWMlN/pISEdZZUmVAH20l1a9IkLTMmYBHfq9QuyU84vZIpayEyMxLoei7YM1ZG2mrDBg5rMEjZvCAHXqGK2a7+Tt+HS9sLSAar8jMwXjqIqkUoFfieBVapITzZkcLrd5u0ZSyFTO5JMiC4MPKHw/A5/zKOZvitm/cl25zVOeWOe00jXfdTfS+9xIdzzZEw3cR6VaRaM5IO+f5yTylBiOVhVJgj3VaYK77rgDM/PzVtLJioOSdEyKZ9y8Py7HHqwcndkkvsyELXGrdxqbCSxA4XHMD3aWVpeRo2UVVQL0UV5RGs2vtCQbJdS1i4bMQhnAOJ/Cz1xENprTKTr8zON4SnZq40DzKH9j5lAmkJ8fw63gMrnEzCjsRzHCZIl+Xhb7W6Nag+d3UKnUJP2OX1cRY2bHg+vkLdommtNxUrHfmQOB8RtL0h1QHDjkjMCeGUROZBm4i9BZyYd2LHvVB9jsGNhdek3eB08aVhx5/Qfuv8+6N/Kcj7z90m4sjx6VnzPbWeiYJD6bOy3jvzKzCGs/cTkAOHYB1jYFlTkcZRVVAvRRXgRg05JJbNssciYtcrGXwQsCyWUmKg2XQBX5+p7VrOWxjpLHsENBTubFC6fMqpkgVSaLiylMbGimJWkZDssbdELP+jQHFnH5vi9de8x+ueuwXqnKohr7p11HFW3jkvFkG1OEyWaZyd5wDPv3VCqPiTlnJE8lsmDIt+erio61wrF8wmO0eMFScjkSV1wVfkC3VwIstloSdOQpE8Wq7TgA2Sz7syWfw/ZjcgSpNvsnBzQ5apmDmdFIrNMj/yztpw9JwWMXSlllmSoB+igvAobJPOOYJQOVstUrRT5hhUdY9fs9aaxgRi1TuvMn2+fw6TtnPzPIRmG/8EWnEl/nWLlWS6yoVonpwRPmbV+JHucJc/UksKjHVj8CzJiAO3S7dHsAz3NscJErORbceMJZztx2zd153Not8ghLI7x5SaFjFp3a11hpGjFOE9t+rQwQu9wAkxKweibulN4sHaB4f1LMthYxtX/avCc4NtvDjgmzjT0qD+JgKUMOBHl2iJmskgOxmUJjI1EBK5GYsw/+5GlXSoAuq6gSoI/ycnxnhwpdE/0peRbKZBVz3kSYoVGvyWxBBreKHyBOUxu/aV0eYsVz5ed6pYawWkO/1xX/cw6MHDCUWaZrlw/tZGwCJTs4Nsk1ZGa9ET3Pg+jPTpEa59msD9B+JVgiRisSDEeGSmefCcT3RBLRdGCpEZj7bBox79Nq53ljDe8/Pwc8PIDBPE0NsQ3NfdzkIp7vVGPLli1mcK0rqrRN5stsF2N+7mHPKPIWcyjrVcylD9sErkzqn7JnFiboKc8SkTzsmYP9N1DW4VslQB/lpZPkB67vW5uX0XV37t6NxYU5bNq4EdV6HQGx6JSYrV8hQGPbNMdv2pzk/CKarzShVNFsDqDdbctAWRMCzRq1aQsvnCIqz5czpaxMkcd5chu2Y83FnFLHz/UE6F0Bbk6lE4eENm3jRQpeasOPdI/2yWjPJvxJrXQhwsoL9sUZ2HmhM7PyDOc1syxSq1YR0hnB3n3TRu/Oc6hVnmOXA2+uQ+e3rMwqVHkUVdH849ghtHn63wFbMQMLtv9Sv/CyjqgqAfoor8XFxR+sWb8JnaUFsKuhl3LW8x5iqV30Om089qyzMdBsEIteEkAJJI3OOizo2vMMMDtiqbMLeQQ0A82msM5ut0OMuG8Cj9LMLrSZBDwt2u2KPpy3iyubIS1Kb95GzoH+mdXKD9BwBfIkt9mwek37FPAYqzgxjDkzurCJNVUrMUbOSvejsiqwtewhTWJ4tYD2OcYDDz5cZHZI96BtzjHDZvVKEqA229B5op5eWcBE3s4Nk3VidsK20HP+Bss2xPz5zOX++++/52B+/2Ud3lUC9FFe73nPe8KrrnlnTKzVlzxiv4JBYsCLUYhuL0JrsYWhkRHxHvPQU1cA0Bd91rEasMAmXXNuB08TkahS+r1CTLRJQM1xov1eiNbyMsK4b3zRYu5IrfvBZDkbXdYRMOdiO5o0wqSOyQhxlF2cM/jGryOTS5iRJo6VExzEdlJL3hkJ+7NSB0zihmGsKyBvrHmu4iAjXxYD773vQbTaPdmu0au1HDRy5wdymRl5LrQutHtlm3WE2SMfhmgcLCaJz3ZSiqjvyOfZaXeSm2++uXfQvvyyDvsqAbosDt2f81xvjUgXdDnjtNPx0PbtmJmaEl9w4HgE0sOYX5y3IZpK3BWub7KdHevmyDMpHJWzQwOm7CtmhuhVAkRxiH63R+y8izBKjOyBPBFPWTA0TRt5Qx5fuMMwlcaUTML2825xAUzHs12PRsvNcpaaV9HgmLs+7IJhmpnGG0cCQMwCpO8iziLce+eDCPvxAe/Lps/ZBhU5E7Bt7bmjRc4McvAXh0pupss1aivH5PtqtXD5fOi2xU5n8qB96WUdEVUCdFmce3x/6HtrmB2nboxGs4ozTz8F3mNPR58tcHSKP9hoIOqHCMOeTMHmLOeRYFiCjpSVGAr5wCa7WZJpwYxexw4lVFUbDUqn9D3afq/XRhyyzU6J99hljdl2MQrg8sgr9mBbIsoatJmwbfRfmS9r2bBZbENhv+N6NHs2cgRHhSpruUMxexDYvWcfZmYXLKM2Pgtl+iPtjEVdbBMw6nFmL47NhFb5rERtEzY4hEob14drX4sXCnkhkrfH1sIKHRjCMPzOwf7uyzq8qwTosrhx4nPVSvUZHa8DFZuIfs5dFm+ytiOsCHrGR0cxPTODmKeREGjPL8yjWa9jYGgIgRuI5GHcZVnesZFH3BHwpuAODFkIzLgVO0GSukgkKzqQFmgO6E/sIl8/NBNV8r5FAV1m+BxXqswipWlIYVqaSJ605xhNl4e+ik7OfmRjASkYMNTKwiRk4VLLYIGp5WU6GIUwGSRucXARbRom109yqNm9kaGwEuYjwbSdeli85+J1DsjdgGlrlzMOC+g8v4AntrDFsN/v/M1B/eLLOuyrBOiysLS0cOPo2JrrFhcXjD5q0SnvrmPm6sI4KsZGh7Gw2EK/1xPNlbXpTrdHIFMR90ajUZOfJTjfOh/EkJaYdDv2LHtuJgH+XuILUKeeD51k6KVmmrZJx8vgqSKt0zBxAu4wjQxwZjqHzUcxZgE/680uWthh2q2zgtKnxaCBFHn3ZB53pK2EYkNTVaGPEPAnVuYwi515uzZs9obpz3FXDipa2TMKVbhXqjwwVqQa4x4RDzl9FsSes8svv/wLB/3LL+uwrhKgy8LVV1+9/L+vuHp3EASbwn5kZACVFafxAibacEl2awwNDwnwMeNUtp+u1+9JQ8vsLM/yc4UVVit1AWvfD2SkFS8kspeaAc7PzFQTR7KR7eRsttfp1GrR1i8tTS2ZZcIGRB3b8ZhLF4XgLNNWDGMnLm4B/AAOe4Dr40AzhVIGYHPEVZb96wKcjUUus1NbmOnn7zufzl14rO3j7RaKRhZYkG5W62bclVgDY1RqFQT0ee2f3L/lIHzVZR1hVQJ0WaaUfne1Uruu5/cIOA2rzPIpKbZDxPiUzek9e4QlU6PXt3owzKIZgWQY8yXBErFr8TXb5gzPWvCEyKZaxk+JZsu3E4B7qWtYqqQuOcVkcTMowCkAV3Y31yvMbwdcqWJ64Yp3wmZewAI+gywdgNwCSVe8y7ksUeQu2QVC7gA0I6pS66U24M3yCP/EEoW4MXLLnW25zKwMkjlaXChBvSJSkGH6LurVmnDvVrv1sV/Ct1rWEV4lQJcl9eY3XfquN7zpLVf4nlcP865C5PP/jN6a28ZgtVgGMY70jMIICQFyZufziVMh9/zCgFpEzDiKMmn/5u2haCgxU0UY2NjNUHTp2SG0uce4CCPKF+n4P3kCnMoXAu3gAOTOirwFW2KKYJ7iWMB3rTRhtqOsLqzUSvOImdhtmXpmbHSsvcvUcvaMh2YB1RUZPJFUPBxg3YNVpvPhsvx6A42GnDFIowptr0Kf3559+5N//Id/uPpNl156EL7pso6kKgG6rKLqFe+6LK5e5kehNGek9vSfYzLFuyyNJtos5HF7Nk/eTlI76TpDnCbi8FgJUvJEEnFtkFA+v0/ndjRh3Ik8VxpT6Nq19jrp/MsZu8Vh2DZqAW9o26UIC95WdFCqAGcuaYSRPIwVPTkXSpTNwDAWORuRCpOJARtxmohKbT8Hen85e+Z9khCpfH/ofXvc4FINih3OGXoezMSSSW2gbhczIe4ODpianZ75+G233RYfvG+6rCOlSoAuq6g/+7PL3nzpm97yR74fjMVRTOwwtozW8FJmvwJSDNAM4HTNUkWSGHDNbDa0tE4LuIYGVJURGtg6Z/IvbHoF01LHprzZ3uvcBiesnZ+kjAadSyi5ZCK/io6bFU0jyO1uKBqsDfs1BmnbSJJ7mq2YkevRyjaumKeZgwiQJ7Gag1KSGrDl+YGcM82aeZYWerYrg2xdObDJOURmcrLtJmXPGo26mUnomJb2udnZbOf2bX98ML7fso68KgG6rEeV0tGzXC+43Q9CJ0pcYcka2QrLZdYswEw/E2Cx5S7meE4BbpOZwcCUZJbdyty9VGSMMLRgr4xrwmSaqgJwYe1qZvCheaxJe1NW29VWJ16RPYqwDd5LC+J5h59ZVzRyjZEtiKHrXOLQtjPR+JOtGcM+Pfc6m93g98bgbHZRWdYMVOs1hP3QhDRxnglPebESTOaY1zYuarMdbiMfCCqmIYYAeufuvYjD7sduuummzsH8jss6cqoE6LIeVVdeeeWdl11++R8S3H0ojlMB4ZXOvEw8xonODKO0C2ZskeOf2XYhbdrCotOCeRvbWZ6poW08dGL051wnthNKckYrEoRNgxNAdHOQ1ZKHkcK0hueLhoXOm+kiGKmogoHbnw01l+NAzrRz4zLvf96QIgckzuHIN5NvAkZX5wNLrVKxqXb5ezDyzEpmtnktfp1qrQG/4out7sGHHkatWd/zpje85b//wr68sn7lqgTosn6srnjrW2+85JI3Lul68xNpEjvMIBMj/hrpIbUgLAt9iQFjljoyI28wg5aAfit7CLSyb1iZDkAxONiFPcOSlY0fzYp2ca0TrEwG5GnYhlmL1c8y5cQuZIrLwo7Yyhf58nyMYpirubFo9db2Zwk1gln0NPui5UyAY1VFC88PIrC6+AELi5DMa6t75zuqnBUkR3FUELY+Oj5O4OxgbmYKjYEBnPiYx0xc+453vPsN/+t/vSbLY/bKKuuAKgG6rJ9Y11xz5ade//o33dMcGLqFmPREpMIixU3z9JQsNouELGvYlDph1KmROGDteDoz071txJtt4DCPNxqvAbA078rTumC/2sohcgBQmSW5GjluZ/ZBhURi+bowazu5xAC21aGxwoD5OsvlEG1MeTn45u3cZrHQLG6alLqVoKQDDX75z7Kv2rSi5weK/PU4fGnjMZtkUXByZh6rVq3Clp27fHi1V1922WW30kP+4Zf1XZZ15FYJ0GX91Hr729/2IF2tedWrLn6XnseremHkpjo0YJwYmYMvmQCz1aVth54B49xlYaf45Y4L23iSg6FMIMlyUqqLxUCuMOJJ4JE8msP5eU5hzoJzYMwyo02Lv4Jpd27vyy2B6oCWFRuqv9LAYgFXmHLe8GLYcmrZuVk4VDbQSdvmlAPYPox9z7Rc2kXOnKkrE/zEnudjN23Evj17Ua34cpDhz4qjWH3fP+aX+T2WdeRWCdBl/bt1/fXvuviVr3zlnw8MDnxiz96pZ8/29glbZukjlsXBRFg151pkVmeGtc1J5Ul1hdKgC19zVjgqjDyC3F4H6844gIcmBNZOxYQNFeCqUWQwG2DP3dhmLGL++lZoKFh3cRdWZgTqfC6j3bZjATmP59eFlGHbumH0bhFf7KABWfe0c7k9a9WTFDs/wNBQE3t3zWBk1Rr5/Jbm5zA7v4hTTjnpz9/17vc8e3pq/29fddVVS7+0L7KsI65KgC7rZ6r3v//9C29+85v//2c+4xkPffzmT9d27dyGpN0RDTqXNqTBJDPgK7IE8nWz3DJnWsZz9pzP8ctHsOaLivmCIV/LZG2Ph9LGIh/kC4r5ZG3+1Sn0ZNjXXGHCeaXmGCBSibSgWDDXB7aM2wOKY2WXvLMwP0QUa6V5Ol7x/uxMx+IwADt5xUA+SyVr1q5Fv70Mz68j8H0sEDg/Mj2J8VXr0OqFTd91n7tu4zF7L7vsshOuuOKKMna0LKkSoMv6mYpA48Lzzjvvqz+8677K5o1rUK86mJ6eweJiC7Ozs+hGPYnPFJ8ysOLYwIGs2bLUAyQPrfKW8jym1DyvmMQNbad5c+KbbxbmuDnmgJFZ+WvknDtn5/Jjznq1Xhnual+Dy4QuoXBg4IDtyf25iy+XRlTegGLnD65oHDa/2rSkO2L7Ez+ftLifcvLJaNEBbXh0FJ1OG/seeQTDw6sx2GiaBdJUo9eLGvWB4R9ddNFFG2644YaycaWsEqDL+vfruuuuu+iMx575Fw9t3aamZ/ZjcXoOnV5HhrYODjRQrQT0ew9hv49ur4teu4c4ZXzRNmQIBwCcXQi0LFksajYgyWCn+SnJir5D64zQiGODWXmXYDEiy76GZNvZ+0QEKSQKy2zz/I5Mr2wkfw2sWPMyq1uLUqEPYMXIbXmW99vZghLcpFB0IhZyiI0/9Wt1me1YIzDm5p/dO3Zi7759qLTaGBl6rHjBefziN77xZdpnZ/U5Z535J7SJd/3iv8myjrQqAbqsf7Pe9773XXnaGWdfeteP7sTOHTuwsDgvINwPQ/FIc0s4OxMkS4OYYqNWQ1WmfydyX0QX7kpM2E+tc13aeJmlssymyZn8Z2HUucdZJAlVgHnR0K1/0p5a1qxtNyIsu5ZIUX2AHAHk8knetZg//8DXytPqVhYfIQcKlSfXATaveiU4CfkcQrXSrch6+YknnAif3lAU9rmtG9N0xjE/N4fd9Jluf+hBPOu5z8cYMevzL3wqvvL5L2Pbti03/IK/xrKO0CoBuqyfWh/4wPvffdJJJ7/6TgISDuqX4am8/idJdBx+FEmoPwcliaODLXWJ9UVblVg0ZF9LpKZM5xabHnupE9GrmRPn+RqG3GaFNm2khgN8ygV1zolt3sZtVAYGYtcuHMpzrNUt9zEDKAA2B9ncD3KgNKLybR/ge86fk9ozAb7NzXLWnC9LHsDKGZzpX6M5iPHREZkO3l5axP79k+gtt9HvdgXhZ6em8Ym/vQnPft4LceJJp+DFL30pKjr+S9rE7/yyvteyjpwqAbqsn1jvfff/ae9Lg+w6q2v3Ge98+/asbqnlliVFAzaGGMcGbORH4AXbZHhDhh/wg6o3QCpUUiQBYkoljAdhWxJDQcpVeY8pFVLECRAnfhhDAibYoSqAn/CMhYZWz/PtvtOZ37eH79z2gwQHLKmhzy4u3brzPX29vn3Wt9baHz6y78DB3z958iloNdskI3NzBShSsp0pgfwtAlnskhOxeCciR4skAU+3rVpiZ8YCjpjoptpoK+km5ekQ/GQDX8z+E068Y9M0bOCMGTpjAXRT+l7aOEzvI3kbwiXTc0vmhrFBOqfvRzy2WL+1Q1BPQElkE1NGANBiwBnRGKdqpJ0zz+VS17ouDG8bVgtZB7yODcuLC9BqKaBut2niOcvxMCkvhoce/Fv6976D+8HMF9/yyU9/5g0TZ8+88ciRI09enL94VpuxMoDO6ofq2LET79yze/f7n3jiaWjScFePuj08XbctBwrFPA87xaGxOXVRQOS3PeioLhGjR30c8BoHoCee6E037cDTSghWSjCgmQbfDwE7tnijEfM6ypUKBEkAefUanh/Tde1Oi4wt2L1jNy6InXLR6SafdhVSV250wV9mJKauQHm0HkS70ShOSo6Us5YnF2okNvmVTJ0hIoFPqLOzC3kY6O+jJQWXA5xW01ALnd9RxwjTAgO0kEvnLUD98EMPQFV122OjI7AU+dsGRrajgaXvwv61s9rMlQF0Vi8oBc63jo5uv/P5U6cVIHYgDD0KRwp1lCgqKiyemEJdovo97xagk/egoICn3VFAjY9DoFYAGgeBAmx1wWhOYL10V3nBnS3SHnoDrjtBm+mQlXqdXmc9bpJRpVgoQKVaJrdep92iDcp22+eOFCK1QITibNwgi6OK0+434X/KZh6kIUmUwif3Trt07KoN7qo1nGumRU/2TgzhodV9cOPULeSgWCoQiV4qVyhMqrHeoE1UTx2XCCmhOBK+W4BdKJIvP/AAvO3t72DZopnrveuuu3/71lvf87kL/XfPanNWBtBZUd12221mrVb7fE9P7denpiYF9BTIKjBB8CNpm+RvaO2vg5NBADMx2DmHHTVOqC6Eedo4DLyANgjxeTz179Dn50TwCSi/I6Tgflu0yBslcVRi09ZccxhEUA8bAOtaGgfQgKZs7nG3LjEgXEJ9pG5CQ2BadNO61U6E/+5q66AL5InWacv7Mg0QXH6BnRvPLhzbVGcTFuWMIEdfGuiFfDEHrbV1WqzaeByigBc6YwP1YnC8Kv6j0WrAqdPnYM/4GM16tFznv6mnzwB6i1YG0FkhOO9XXfPXm83W8PLKCrQVMIRBQNNCKLhfrNwxj7NOQU1nViCYYUJbqJDJVpccbiKq+wf5kJ6DQpUCVnsgBRKEseqo0YXoCfBj1nLAecsJx5mmlnHQ01vEwyeZQomhtdbwAiJFj7uyBMF5089Mr4eNYCzPmc4olM1E5pI5iIk4Yj0L0TC7WmekeJCHVxfLNslFSK+Ji5j6pVitwfDgMJlTcCyWh8eTZhnyZ8BhBiBvoSvRA8opefrJ78GeXTvJoZlz3QMX9q+f1WauDKC3eJ04gXzzvg/Pzs2byI16nkcdcyjB+5HwtIbeBDNZk2xKnjOaMXDTDZUbjgK1SFQNCFhIfyBnTZ1txMFJaGbR4fc6Rxr1zTFGlmK2NMryQp+ej8ZoRTyBW+d9MEjy5G2Qzh111BztaYpZG7qaZ+mKLTHE0IAASKlk5o8NYbANiS2VG1nFIXZtYIBm97bBkjujy1vj20G3Igb554sl2LFjp1poOtBRC5InahdDsko4g8Oj14wlmpToIuLKLWjU6+r4qf80E7U4JvbgJfhaZLVJKgPoLVyHDx8e660NfPQp1bEh4Fg0zJRn6uEpOwGiul8Qs6oiTXmT03ws7ih54jdSINRrYseKcwbR6mwheCugc+TxsXodTLxzEshjKnTC8aV6QgvppgPurBG4Q+nAffwdKRFKzePkvK5yZENQvnTIPLhKW7iFZDa6swlpkZGuNdGLT8LTwrXML9UzS7iGqSkXg49BAt1QJ5CAftvOwc7LxsFVXXSr5dF7xoWGqJ40njWmhYrfML8WhUtZMhcRZzMaAd3m5Bzngn8Rstq0lQH0Fq5SqXrNyaeehqmJMwSCCA+WbdFGVw4NJ4U8FHN5yJfKqhO2wc3lCDh9nCJiiixOUvMN6QYJqETxwYoKpCdisRNulL1xkjN9AY2IxkchP+tIF+qbAQ2RJbOLAmfLUaAVRrxhqcAZwQ5w1BZuXiaRzDTEVDzOAGG7ud5/YyC2IBG5nUkBHjw+S8/5Bu1sAUizOtT9LRqdyxNgALrjtvD5ZM6hISoOlAEOj+2EvloPtJpNom1i3LxU7wnHXBmuA621NckT0ZPKheYwOSvbV8fg4FVX02fFY+vkXOOaa65xspmFW7MygN7CVav1vBHBJSRHoEzZlu4UK5bIUD3t2lUgXSwWoKIAu9LTA7miAu6cQ8H6SIug6gO5ZTNiKVssmjc6lY9FZ6xAj+7X6UBFARlyuJz3z2H8NOePZhWya48S4RS4xZFJcf0Wcr449cRWoGwhXWIpfGfQNoRnILDGD6CldTq3I+12tT2FgZFv616vFxyQKS48nosfkRja1mKkUj7sph3Lgv7hEdgxNqo+W5sWDpzGgiDd8QLIKXDGjUKEZDS7hNg0G9zFJ/Q+LbBdC0YuuxKu2HsZxbniyEW/48N1111XVa+0dHG+FVltpsoAeguXZVnX6w055lx14JBBHC/Jx8RIgsH8QdCBRqcFc0sLArymqBdQdsfSsmq1BnnVddv5HJStMj0WeW1cAJBfjkwFpKEPgbp+YW4J+vtr6cxABHAEYLBlXqCFA1hZ7YGPw9s0ECcR367uSpRHjhYX7rAjzXmLfC9OtDg66obyi2ROZ2vogbWGDj2izTsiSciQwg20IQl3FudvoF6bppbbUKr0wK494xAj3xzxhijy+L763IV8HtbXmmDlrFRNYkCSgj5KBvHKct82+LU33ySbokDHrZwvQBslNVltycoAegtXb2/v7pwCUj35JBELdTfHGUAH1SN4xSJ3i0W7S1pl7Lj9GJoKTFbU6fvMzBzrjQ3kYx2a2VcoFqFcLigAL6t/V2FwaJDUHDHZwoFUHS3VVZsE5KoDJ5t0SG5D2viLLR5GGzFYE+8bMpjTAoPgbLP6Azfa3ESrnhMO89cOReBcDjPZoMDboOjA323Rb9D1aFM3klSbbUpSnWGZRHXQJiguToUi7Bq/HHLqd/xc9PbU63rqs+QLBcouKajPH6qFCSkkO+DxXYYhE85RopgrwK+86WZ1NqCOi7o+CjzeDFX3PHnyZOeSfEG8xdYGAAAaKElEQVSyuuSVAfQWLnVqXbB5PpR0sRHL1RRmoMyONglRPmbblMKGqGWitMyQqSji+IgN5lNJpQHdrpVchQp0VxVwY6eINAZSGI56Dte1CbwwXKnWV4OBnpx6vQIBtEcReDE91vNDMsvozcLIw1wPE/KRTXbywLKpcybwFY22IfGlSdIdGmAk3QUoIZu2pi20goMT5QSC6cwgEfoCKQ5LwJk+MdrULZO4+rxagIa374Cy65BxhqgS0YsjD10sliCnFqi1lVVwXFe9d/WePZbxWSBuRvUZbjj0Bugr51hmiJK8dpv2AdqtZpLxz1u3MoDeovXe9763ciVuRhk2pIFuAAQaeGq+vLwMOTdH4GwqwNChnahIQLUCAhelgEYiV0NAszlI6QUyY8ngwDKp42YaAk0bK40Wb9CdnxAPiKmA2yF3oKN+uur1bcuFoqsWBQXouAlZBnTmxWmSniMTXUiKJ/I7zSnTaC6RwcEGC7emU7RRhK+wRJoH1Dm7uDDhu0P6wRLNM0s1mNawCV6hb2AYauUS6Z0TmWaOyo1mqwm13l5wLIfMJ5VqD71W4Lf5mBpmeqZx8MpXwa6do3wGoIB/TT0XijeYs7e8i/B1yGqTVgbQW7Rs2y6S/liGpVraxad+4hxApA0wy9ik03xNEOj8CdxIZHAGmS+YSFYzC4MNohXA4E4UCIziDWF0Cegxr4aeWwhMrZDjTnWP1HHHEb82j/GmjTjbNsFWwO3aLoGkayogy+XZ4cdvB/RwW+Kjk27+tN7gMw09DNYCUQWKokOPqDKEwjAIMC0ylRgEpthNYyeMn8dy8zDY3wtes0751+oVIVQHBS3d+XwR2vU62D095LBsrTegqn43rALkOh7RJLgpO375Abj66leQpM50LFhfX+P5iLjgIE3kWvMX71uR1WarDKC3aCkQXAvDWJ1ue7QZpjfJtFKBTCiYNpcCGKsqSDucMIeq6Q3mOJidjshlqIA1ZuokSkIGxrRLT1M40ukj6aDYGFLTCGZfpLO6RaKHnK7nq99abWBc75poyBgjdAzREZZN/DCCuKG6WH09670teS/SEYvTxLQtWnhAKA5aa8g1yM5By2R7u6UWBTTbjIxso44YpYcGbVZGkGBQFB4J1UVXVHeNq5gd+hSCVC4VIfIjiNWHwNfatn0XXH/oBv6U6kA3VaeNMaz42siv9/X3Q2tt+bGL9Z3IavNVBtBbtI4fP97+2H2fUF1gjlCRuGedLKfAAcGS5ukZXTpATz1hu7Vof5n0FX6XT/spOU7d/5pXvwZGxy+HJ596FpxCGc48+R2iSNrtJpC2zoxAFNSsliAtsPC/IGH6WoGBZaTjW0Fi9HmZiBPWPyeB+p9PEj/NF/PDLAFxDHoyyN3o5NTFdhSIu5QfYquumDYIabqJTfpnAI4U1eYbdPeZCug99RlGto+qs4QA1paWIIxDeg76SOqglYp5aPvqPcQeVHqqML/oga1+t8wy5Muuer89MDa+F669/nXgGiwD9L02Bfo7NLXcpBzpWrWUTDz/g8MX8WuR1SarDKC3csVhWLBdmzb+kkiUCjoXIkntzaT1RcoBJLeCNGgxDYClphsB0pTA/DiN2IdqtUIbga/6xZfD3OQEXH7TzdBXqcDcyjJ0vBBqPX3w91+4H6q9/bA4OwUdvwWWeh++ALGh04xALNXA3S6LS8Qgk7ABReutSY2iTSaa/yYFikF8dOCHHPLZlMngwp8TlaE6a8fNEw+ey+fpkqiLq4DcwDMIBFLfh77BISiox7SRKy7kwAwsktUxlW1Cq96EXNFWL62AuhHAUF8frK61oVar0YJWKffAlVdvp2PO6pQQ/FaLPiMqWJx8DnaOb4enTn7v9uPH7zp1yb4fWV3yygB6C5c6JW8pnKlaaMcOYzKNINjaaYaFmc7Vo25SUuyoY0471CTVTuvAfD3l5NknHocbBvpgaWEaXv26N8DXv/wl2Hv5L8Pa2grs3TsOpVo/jL3z92Di1LNQ6HkjlBWgryyvwGc/+WcwvGMn1BcXKSEOlc1eq01g5stUFwRLHV6kbdlapwwbpqCkY6wMCVcC3YUbqbsRN/USItXVJ2h3UgsifiIMf7Jcm3hn1HeXa70wNrINGo01MpHgylSq9cC66qRJv2dbUK2VYWWtAaP9PaTgmJqdg/7eKh2fQqWHIkhpuSNaJ1Yg3mT6SDYg9+75BXjmiSe+cvfRO49c9C9FVpuqMoDewtXxvJU4CauuOj33Ir+rCxZ8NrQH2uAuE4Sf1WFEGJYfsecZQN810SANMD2/CH/5uc9RCP8jX/8m5UJPnjvFNMarXwO9fhsmJyag0rsNygUXbAWYP3juGeokR4f64dChG4mSWF2ahaXVFuwcG4fnz56D6XNnaMMQgR6VHU3VkVPiHplYktQ5aKZxnmbXRSgZHfGGiSxUOu9ZJ/QRmIc0fABpE6PZgjV189zcPESqC798z25YWV2EQrkK+bikzgIGoNNco/exvLYK/dUemF1ahqLnwfDIKNRX12FYLUjIi6ORBbt17JzbzWbKzxvqup2XXQZTE6enFDi/6eidt1/4L0FWm7oygN7C5Xc6E0kMl7k5lza79MgpCgyCRDho7qKpLzY1gHGinWGygQU1y5YeH0VZHJB22Ho4bIBmEtWJn52eIynfF774eegbHIHIyoFXf0yBXguuPLgfRraPkKJk6txZePVrXwPf/MbXYN/+KyCXK8C2oV56vfXpH6jbrodp1WHX+gdhenIC2q0ATj37JDQQtMk2LsYUWlQ4mMiQPFGtH0l0x28k6TVUGw0soNPvurMSUX3htVvw3W9/m/jnq676RRjfvRdKPTUIVAfeP2BDXXXQ+w/sVw+3oVAsqOsGhIZJ2N6eRNBcr/O0FouDqkZ3bIdWu9FZmJt5ZaxzVbPa0pUB9BYuz29/QkHZDbhRlsi4JpSnEXWA3ScaMijdTluU0XHI4UJJLFuGCcvBuoNTLeZ8tVoDJWOaPxZDDBae7l/3S9eQtMxXgFdXHbLX8WCplcArXnMjTE9Nwyc/+efgtxpQcnMwMzcH9aVFUoU0O20ee6U6UM8L4YnHT8J/f/vb4ftPPg68fJiprI6S9xKdage0mPA7izknWjYhCbQTNubQgiQgraXRiWx88u8xNOprdEwCP4L/+/h3SfY3On4Z2G4BessVGNg2Sk5JPEY4uMDEzGiDpXpoRGmsrzJ/LuqTwdFRXECilfnZ6z/ykY8sXOSvQlabtDKA3sJ1x223feqP33P4g45jDrMG2hI6w+KO2WAdMCsYDFJLWHqTzpTNO2yZN2wM4vNE4qWWu6SKCm5ApTVVzz09Ow9fVx0y0hVjY78AjlkDK5fA9iEbXn7FXvD93eCtN8HOmbB/eAc89ug3YX1liUDt4Ycfgr6+Adi5O4H9+/fCY1/7CvT190K73eANwo25z4aR9sEUwiQKEe6e6YNzPy2AbZKEmxeSWBaZlHFP+DkcddaBC1ixXCUJ36nz56B3ZATyrnqMj9K6kG5P0M0NMWgfYnutrrr9FiDvT5uzlgED/QPgGkk8O3v+Tffcddd3LtbfP6vNXxlAb/Eqld131mr9f7WyuEhgFMvMQeyWEZtJM2xYDC9mLCCbkNqAbN0x43pMIR4xnbKT8gPYbGGK9Rr761g297i1Va+TswkzR4ZH4C2//Ztw4xteD/VWAJ/+9P3wipftg4ce+Rf43nefhdg7DztHemH/7j3wL99eIhNNq9GGRmMCzp47RyqOJBbuIhHembr7rk5aT2VJ85s10bGBik5EUhgn+qn0NG+hQHRwPwUl2XDwiqvAV90xPg5t7MhXuwqg8TiECceRWvifmDocrcY6ATOGRpHOGVzqqvv6+sFVx3h+euZ37rn7rq9e1D9+Vpu+MoDe4vX+w4fvf8fv/UHMw0F4Iolj886gadjkojNMEzRLyyHPotwg3V1C7jmtFcZnSYQ+NUXXocOZ0ZlH3WjMAI+ds6NWgbmZabj3nqPwv/73fbDvikNQyZdgbuIs/MZ/uBLe8bY3wxf+zzfgS1/8CxjYkYAeWWWmQMouxZTsBgFkfAs6fF/ujxWLbC+R4KcUlA2deCeyPCMdkgUawVPRn7oPAi3at110MUoKH+aLoGmFbO9I08cRtNfXYGWhTfnOlBiI2SGowXYdqPTW6BgsLcy/696777r/gv+xs/qZqwygs0LQUufjhqspAaQ1DJNtzdRBW8zfWsTrsltQm1Gwm2U4FymbKCfYq8ehSthJ08gp0DMCgcCq4jj0GrSpp16n1fbgrb9zM/QPjcLTTz8LJ04cJxt1saja0qBNDj6QqSYMziL5S7rgnAh/nBrJSY4HvKho5Uaio1XF4p2wKoXjoPk9kusw7o7WEg8522qQ+263SX6I0acYtYohUJHvkZklQFlgYw2aaMhRxylPmSIWvT52+8VSCSqFIkWlLq8sHztxz9EPXby/dlY/S5UBdFbqS2DxNh51fQy8OcdmezNuFJoy6S8hczeYMYM0RXnqmXo0zgpI4UAbi9TBJnw/MY1YwONdyTqON7vqNN9xIfZQ46zWiCCB+z/7CTjwslfAtoFhqPZWYKo+B169obr0kAwkiWQ2G7HWYwOHGoGGVj32Sjj0hLtuzUWTkUV+xy6eFhRM2QMt2uAuX58ppPyHzCDE8V1+4ENrYR62jahHGS7dhs8bxR4015tkhiEwx2hR7JjVZ0QKhDjrfAHUsgRra+v+crD4lk/82X1Z55zVv1oZQGcFuXzJ3HgyT5tlCDooo8P8fNuiTTWWr7GZBV1wnN7GoBUZEoGP6Ivjs0iCZxEBgTRC6AcM9pieF1HKEtmsd+67EmbOPA9+uwUt34d//KdH4ZFHvyUbdhwXGkvmM9qziQ1PO15DFg2jO2vQ0E5I6G5eMi8h7w9S6bM2tTBfbaYmG15vNEBzUTYzKV1iUmUsLMxBTp1plKpVHkSAYVGkAGFQdhwcJiCHlTJMTHIZ4nubnp180ijkb/ybT30qm5KS1b9ZGUBnBbmCY5g6LMk00/FWNF7K5IkhTOlauBumgCoiwI5k3iDN9UtMyYJOdWmq43VJ3xuurdCGmAzVphFWSH089o1/gIP7dsPrr/1P4JT7YGJmCWYnz9NU647XgsXFJVhfXaaUOARIBHSQ6Suc4sGdsJXqR/SwASOlUhL9i8GddSy2cb5B1By6pd+gNtELRPp5QGO75JGoRWNmbhaqrTY4bo6yOND1SA5HszupxRBKBjv1KAiTqdXJOx964IEsXyOrF1UZQGcFiaXgVY900p20xcFBRCeo21wJUIqtmPjlmCUZYMY8/RtpAtocw24RoRsBFXOT1el9tacG6/V1HlfFMggC+pYfwndOPgffVhfapFO35xXIDfb3wcG9u6HnhutgrYXdah2CdhPKpTyPvUr4PXDKHX0CoR8kJU9nLBkcxBQLY8GfTsZ4idKEPzWkbr5Ypsd0cZnvZ4i9kunoKL2Z7eMxL07ivMTFwzFkfqJQLasrq0tqXfplBc4nL+xfM6ufp8oAOisIOu2WYVkVwuiI5WaWHjeFedAmz82jAauJuAhV5xybPGSWJHkIyzGPziKgliknrjqtb3YicAs5AN+nbpdwVSfWSU9KcZ3q9dohwMTsorosKEB/jDr30PPAUS/7ve8QurNiRG/0JdrKLeCPVIXOqE70QFg2pWjZHQhvjlw5defAYE5TwUVKR8qVKJZOWyR6dLQMypjmPl3PF+yqSvAngbLddWC2Wt4X/+Ghv/8vmTswq39vZQCdFU4n+SfbrdwcB03tVQHXzhGfSkYVCeggA4ts+KHqQj0QXSmUf4ybYKj7NWizLCSZGRIEO8fH4UClB5557hlYWpynDTiLVB0mZVJECKwcvEzzBCFmYCUNtZhfLNflzjZmUDZ0HHXCahGGeSEVSMUhAwKk80Xul7Omu/l4pt6w1BpoojOE6ui6Utg9qckNAW89GivRckOjOyqLBwIYkknteKVS+a1/9ZefzjYCs/qJKgPorFR3Gv/W/v17365A8bV+HF9bX22PYjhR5ONkEwRIhzpkg70osuFmqNN4W3XRMgcQRCttIODaTIeo/zt7+gfQUylT54xZx7QhR9kdQKOr6vU16BvoBUc9vuNHlHGRLxa5441fqP7QaKrBlS6GdMrUDYu9XEwqWr1Bm3RgpLI6Q+eLsFg5lel1s681dy1wLkoUnOZC3X/Er8vZrDrpSOuzTbCdAgwMDj7RW8of+vjHP75ykf+cWf0cVQbQWcE999zTVD+OywUpCusP//C9L2+0O7ssA/5jqxP95tzCTF+n2YA46EA+5ygQLTGYWdJJUodLDybwTYyINg6R8lheW6cOG1Pz8CcZWdR9SrZDPC0bWBj821GDhrEiR40Jezi8FqM+LcBJ1xFRD8hB01xE2ZgMpds20/aXO+pUdscxfDyEwDS1b4ZvSySkT8qULhvDjEDyPEBAO9YbiQm8wADDhhe1YBUKMLp9LBkbHrj9+L13H7nwf7msft4rA+isfqhizO0EeFwun7/n2LEnhkf7P3b6ue9Do9mETqsFzcVl2gxU7TVt9hEt4hhQyhfIBs1CCR7LwjplmzYY7ciAUIHkjm0j8LKDr4TZxQVYXJiDdQX+9fUGSfqIqlUob6uFANtaGtiqABCnZOOoKKQ8MCOaMjNinsSCSGphqFMSUfJF6jhMWMPMMwdjSbQTJ0sMG0w2vCmKAI6SPj2GK63U4yIaa+D8a1MtMqX+QRgdGoAdO7Z7Bdt6/dGjR7MxVVm9JJUBdFY/ttZWV/+6UKp+TPgC6jibHQ9WlxfBVYD5n//rb92ytDT/aC5Xet1aY/2mpaXlQ/Pzi7ujyMO0Dcjl8mDnXeZ4RRY3NzsDiwqckZMulwqwfWgYDuzbDQMDgzB1fhL++Vv/DJfvPkgpdo2leSIuqr29PM2bxluJFdvoDrslPUUsfLFppPGiSRJy1yxArf0nqByh+wBLCy3LkUnlEaf1CeUhLEe6eZgTg83gjjG4bGQI1tRxCIM4Ljr2a+/Kwo6yegkrA+isfmzdcccdc3/yJ4f9MAxcdsxFbB5Rv28bHQUFzl+57777cKz338mF6rbbbjvoOLm31Rvr18zMzO+amZoaiPygECWhgVRHEFrU+bYU2M8vrFD+BQ5jhZiH1ZphE4pmCHGxBNdf/zoIFbLOLy/B1MwUzE6cBZ3RnCTSdWu+2gCxlRPXwgkjhkz3xjdm8qZmmq2BqhWkWmzuvCPtFdcRrBxwzTSOuku5VoNKrRdqPWU4ffoc7DlwBewc6ntPBs5ZvdSVAXRWL6pUR/pcp9O6EjOO8RKFAQH10PBQU8D5h+rIkSNPqx9//P9ff/jw4evr643PPPKNR3ZR1IV6HjS1OLkCcbpRwtzD5Pmp1FL+ta9+mYKV+vpq4CIDgnITy6T3wAyFySR2bBLNweQE89AyYLxrSReCQnPWCOhIrTiqOw6CgN6PzpBOQ5UEnLFPHxochCgKYHpyFvZfdRWUXfvZD3/4xLELePiz2qKVAXRWL66S8N2VSuVL585NEIi12y0Y2bZtfXBo6I5/71Pdfvvt33zXH/3R989PTO7C0CEsW4FtuVKA4aFB4nWDkAEyr0AbgRFHvUZBAjPzywAiqotlmC1WlHCOdUzJeqy20Il0tkLoEBLZAGS+GuVzERipxhvt2TTdPEltKanzUZtSdHZ0qVQiKeHOy8fB8Ly4f7DvTT/18c0qqx9RGUBn9aJKnb4/dOedd/7K2NjY7y4sLC7n886fq875az/p8yWU1wFCJSQQqH+vrDah3eqAm7Mgn3d5kK3qlAuFAk0HD7BBjmLigDHaE6eZhAbzwqYRb2iT+Tm1BxB/Qcej7p4T2eyjlyeAlokxqEbBAbLiFEwnLWppHgjloR5TK5RhrrUAo2Njd9x7773nfsrDm1VWP7IygM7qRdf73ve+h9WPh1+K58rn8585ePCKV33/+ef7Pa9DYIy0SYCbgAqs22gpNJiMWF1vUYddVKCdU5egldBEEgRsHDFFkagKRBHEPQ/IAGNIl0ySuTjqZiTJvEQ9qRwT5myU+yG1QuoNgFRLbZiiidZZ0Gx7t9WVGJY0MrL9zIeO35vJ6bK6YJUBdFaXpI4ePfpZ9eOzv/uud407cfw/ojg+ZJrm7tOnTvc99/zzzuLCIm9GYlerfiJ4BkEEZtMjmzmWr/5dqVTBcWzo6+1d+9U33/KBdrtdbbVa+0zbefnK8tL45PRMYWp2BmI/5JAnw5RsZwZpmm5icnxpErOeWys9bFPCl3TiqDhYOq02FKt9YbmQP3RJD2JWP/eVAXRWl7T+9MSJs+rHrRuvu+WWW3K/9uabr/O84EY37167vLSyf+L8xOjk5HSuvroKHdVxJ6pLpi5YAWe5Uo1vuumm3/jABz7wQ5QLmm7e/e53X9Nu+9c5jvnKtUbj6qnJ6TEF3OX66ooZqW7ddhyKVtXxplicowGajZZuHgjYC6UK9PaUfv/YsWPnL/gBympLVwbQWW26evDBBz314xG5pIXAvWfPnhuKxeKher1+7ez8/AEF2O7BA1e87YMf/OCP5MPFdPMtubygFHibb3nrW88+88xzY34QQBSGNACWR3bxsIKEpoAbqSYaf7fi8NGPfuhDf3oBPnpWWb2gMoDO6memBLi/KpefujBd7tZbb43PnD4DlUqFJBtO2yHKxHBtCIMQhvqHmpOTkx3btTvVaq3hB/Fiu91840vx+lll9eMqA+istnQpYG55nkcbhXnH5RwR1FGrJnrHzl3xgw98oXyp32NWW7cygM5qS1ehUJiJ4+QAD65NaFQXbkbGqnse6K3NXOr3l9XWrgygs9rStbq++tFCsfD6jt+hf0dxDL7vc1xqHL4kVEpWWf2klQF0Vlu63n/4/X/bWm/dev785HtOnTnb40cxDA5u88d2jP7j8vLy/7zU7y+rrV3/D9V/PDjhNuKdAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>