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Sun Star Triton Bar (Sun Star_Triton Bar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Triton Bar" ShortName="Triton Bar" Company="Sun Star" Version="2">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>8164567f-e2dc-4851-ace1-886c9d80fa81</Thumbnail>
  <History Date="09-04-20" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="07-08-21" Author="Nic Morris" Comment="Created from Unknown 8 Moving Heads Laser array (charts have channel 10 in 10 channel mode as dimmer 1.  this makes no sense.  assumed should be control)" Version="1" />
  <History Date="10-08-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6ffc84a9-dfa4-4a62-bb82-948fcf61e055" />
  <Control>
    <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="Tilt_Speed" Name="Tilt 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="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Laser_Macro" Name="Laser Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Chase" Display="'No Chase'" Dmx="0~0" />
      <Function ID="2" Name="Chase 1" Display="'Chase 1'" Dmx="15~35" />
      <Function ID="3" Name="Chase 2" Display="'Chase 2'" Dmx="36~56" />
      <Function ID="4" Name="Chase 3" Display="'Chase 3'" Dmx="57~76" />
      <Function ID="5" Name="Chase 4" Display="'Chase 4'" Dmx="77~97" />
      <Function ID="6" Name="Chase 5" Display="'Chase 5'" Dmx="98~117" />
      <Function ID="7" Name="Chase 6" Display="'Chase 6'" Dmx="118~138" />
      <Function ID="8" Name="Chase 7" Display="'Chase 7'" Dmx="139~159" />
      <Function ID="9" Name="Chase 8" Display="'Chase 8'" Dmx="160~179" />
      <Function ID="10" Name="Chase 9" Display="'Chase 9'" Dmx="180~200" />
      <Function ID="11" Name="Chase 10" Display="'Chase 10'" Dmx="201~220" />
      <Function ID="12" Name="Chase 11" Display="'Chase 11'" Dmx="221~241" />
      <Function ID="13" Name="Chase 12" Display="'Chase 12'" Dmx="242~255" />
    </Attribute>
    <Attribute ID="Laser_Mac_Spd" Name="Laser Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt_Macro" Name="Tilt 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="Auto 1" Display="'Auto 1'" Dmx="8~22" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="23~37" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="38~52" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="53~67" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="68~82" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="83~97" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="98~112" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="113~127" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="128~142" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="143~157" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="158~172" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="173~187" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="188~202" />
      <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="203~217" />
      <Function ID="16" Name="Auto 15" Display="'Auto 15'" Dmx="218~232" />
      <Function ID="17" Name="Auto 16" Display="'Auto 16'" Dmx="233~247" />
    </Attribute>
    <Attribute ID="Tilt_Macro_Spd" Name="Tilt Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Reset" Display="'Reset'" Dmx="255~255" />
    </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="10 DMX" Channels="10">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="889560a2-c228-4092-91e2-934e19382486" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Laser_Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Laser_Mac_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Tilt_Macro" ChannelOffset="8" Wheel="52" />
      <Attribute ID="Tilt_Macro_Spd" ChannelOffset="9" Wheel="53" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="42a97007-ba4e-42e2-9dd1-10fe0d03c136" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Laser_Macro" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Laser_Mac_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Tilt_Macro" ChannelOffset="8" Wheel="52" />
        <Attribute ID="Tilt_Macro_Spd" ChannelOffset="9" Wheel="53" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="12" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="14" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="15" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="16" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="17" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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Pc0xwDymRo4oDzCIRe24GCDRm1EL+ui+ZerTxRSaWOlQs9boxqLBLa4iQYSDTqYIE/fOwWaH/t4/C5chPp6mB/t4cafQXLL3w+9GXcagBzStqaMIzL0vaZXxICKJdc7VyZUgAxT33l1k+o1Q0oHoCFHUS6v/XUZXjmmRPweTeCEfZH84W3wjb5N5HJSqRLDwdFjnTaUy3yAOOBCXlor3l2uX8ypQ3F9BD4SxQGrhLtNFNXiwh6EB9qngdLaYSaadGeAb82hFsvLsNrvvoMPHnuMTjptqB7w01w7H/4Hjh2/DgqFYdhBet05uQp2EJrgw4a6KRNcQs1AEsWlwvaXwkmdAUoK/YhCPkyMIVPEFt5kVwObBrkMDvTgSEOtPn9x+DAQQS+y2tw+PE12Hz0y/DwQhP2fftrYfraa6BAwOiurkE1M8exlbNnz8DeI4cY+MmlUKn/1msfhcCkjS0Q96I3i0j7rmKTu4rCPziARblh4GTLR4LgMJwHGustBL3iyw/A9uNPwgYqHo0br4Pi1ltRAZhC7XkRNraR1/AZig91V1egMzcjZfL7yqgRu0oDwVIPE/jWd+kYCcBHny44QaRPGLS9xlbkN/HAaNiD2246BAUqBo88+SxaTiW7ZEYIzEWBYyfr8Pt768swj4Ia9Tu0vFHxw3umOx12/RE/kVtuXGn8BsLwDBjhaj/l/b6KuGXtid6YeI64YoQYQbkGmxtbrFg0UKGjdz70yKNw8qlnhJe8jBCDApcFrSFYIiakyvEYhQsqI0cPoBWZwXd/91ve9M53vvMmBuheb/PHH3r4fqAYs/fiYzTfD5kaBBSidWiQAyviTVtU/x1buCapIGqxIchGgwXvPbDch+7pB+HLT30N3nb3d8ILv/2N0L/vNLzr8XvgNFJ7qOZkqgFDKFMblrzX6TvN58Tj0kDSJRo4npvC03/35a+Faw5l8ImP/yq8cqoFryzakKPa+jvY9rNNYCKTO4ckogW2Kta2JCPBVxkE/ZjUAjSvnW+EdqftN1AANUvN574HNe5XlnOwdOgGaJ/5Evzona+D593xBlh75H74pe0z8AyZ/K0Cxv0eFDh48kkpbloiaTgZu3OFcUxOmE9TB7rz8m4LYos/TczjVrsNtyBY/uT1d8K9f/Lz8NVqG/ZMTcGNaEmtnV+ClVtuhHVkjAFJeWTKJg4CdlvYu5y6oZjXVDehtkKl7gLxH1JdCZSpW0UjK1lo0HNj9pgKIA7Jp95oQT5eh9e2mvC6vTfC/3vmQ/BVvGsqa0D7iSdg8OkvwPX/4McRVPpw4dISbCCgtNGkN16hsr36CoUFnA5C051Ej5L+YdsOT6FAZuYPpokqI65WVoVaTg/75TiC8JGVLbj9t74EX37oo/CRch1ONlCZ+eTH4c3/2z+Fo6jpj8treAA/9vjDDHyBn03gEvCSZS5BBBacnH0C0V2llOS6lsYD3oSL8n/inmEBje0f9ofQRvBtHz4Mh5Cmx3/nC/DHf/hbcNYNUQFA8EILZd/r74Ijf/374PArXoYCrsvgu3IFtcLuFhxhj4G221wSXDOyJKSvQ1aPXmfKaSDV+FUshsq4Tq85jj+YKlPiext5AzbWN2Dv3kWYmZuDJ06dgw5q1B615O6zF2BtfR1msC2zhw5DHxXG/QcW2QXYHa5DkRVw8cJ5OHbtcRbQvjIaCZEqiJacSwFZ/4K7KGjREVCrMiZohHgX3jQcjdjCGODnVNGCEXZka2YaFg4cgCsXr0j7KxNI6p60BApTblymNHHsvtm/uAemUPg/efIRuOWZ2xCsj/508c/+2T87urx84abBoGRtRiSm9bdjYkb/swcRmsa9LkhZYzpvmRXK2AyYCHaVE0I9dOk0XECtY320Am/8ob8N0298BeRz98DhRz8Jl7Dn1yhI5aI/WzSOUrV0BWcazMzf6uP1EZS9as+cVQAWdCrEN4e/H/jQ78N93U3oNyr4R7/8f0Hn4BFY+8hn4c/u/X1YaqOA8D5mXJj2rL5vRT8BJf0kFVFkVdQkwkDUgW5uFgZtos+ohPvu+SCcGA/gRa+5C17+wV8Dt9GFzsdugus/+F5Yw05aI0DExxucTw7cBjKFpL0lg3Jp5rn51nTwM1AruFiEOw2d0Dnyn7I5jPV50fQ8DBDknhxtwFtf+lq4+TWvh4X+DGwOuvDplcfhq35MFYAKzcw2CjXVzfk9rKUyg0tfhKg3CQ9qA4JWWapFkgsv1LQTE+peNOn52TmoKIiKQPiStQIef/AzcAmf/95XvApuft5LYWq5CwMUqo+h0rCBfwWWs7Z8BQ4cOsTtLyXVXQFVg5bOBdAgc9m0+DxTgcWkKQMAmjZLgpCVhVyyVMidstnrsRmdX1yB24sZ2BhdgD8sV1Bz68B3wjQ0Bh627vkswA3Xi4aI9blycQlmUNsj8DCLL89EEcrMX8eZCYUINw2elpAK2pA4FSzY4N/VD6ojByuHkj7aHwxhDpWem0+tQP/KaZhHvnocz+11qOlDCy4/egI2X3wapm6/HZooFPsoRNZWrmAfTDPQchwjaByZWpMVmEpUSx1NxrvpLpxkoDaLnZfEu0pdMyAuKQ5olgiyS/C8598Aj568BPtaHXjhiWdh8/Ofho90l+Ac8pHHsXDj7S+G6171ari80sPu6UgMAdu8fPkygvYB6MzM6Pu9uFUdqA8ZojtJec+UOgZPdcNUoQFOMs0g0awrjQmgQKnQ2u2jgrCFlu/axgYnUCxfWoN9i0dgfu8+wS2dvyGCVGnEloQJgCzEGNaXL8Piwiz7xkscm6eeOIEW4sFXFgcO7Pvnjz/xcGs8VokSUlVUg1b/UwxdyEWX/OR+Ua2KtQKInBS0Gu7YDK5Mt6E/7MP8npugOrUO/tAZOPuJj8MW8uYQB3cfG8pRbAOBSjSxSlMqHWvxPr431MGAMTIDPUODwoJrMNWGp6ZzeGZ9G27GAd15+bXgDt8Aw8/+OQNITprHaFgD5xggiX/RnBNh4fScV8EVskvM6Fdzx+rpWi1otxfgidVTcNv8HnDL6wA3XQvVjSfgWtQkHsOmDpBGFLijP3qGaGK0CMENr55ML0wYfM8GNMoEoNo8aZaZJ3O9ECCnwBv2e//hx+Gehx5AzXkeXv7On4XO618G8MQaZPdiff7kJDyDWuZG1UNjYQwNcrmABc5oAHjpjyz1kUuIca7dhPn5eTh7/gKYtzLT5zxruUZBgR763H9wAbbWtiAboNX2+QfhI6e/ALc9/2Z49a++FxrXXwfw0AqU9y/B7OgUTKOwGBJg9gYwjQDImnNF2lgOlHJsCrO4hNSPqlq7CBHTmLzGlzyDNAcJgYKlWRi4dP90p801HeHgbFEWycc/Dr918QF4zR2vgv/+ZW/Cfj0A6ycfhXNnT8AylrtJ7hu8d+3KKuw9uI+BiYNZpBVzFoyOKyeCJFdhXobR5iBXC4AaYwG2ygZ8YhVUHNSWc5UrNbfdQQvH5eXffD/knUU42RzDP3jL22HfCtLi6AJsL12G00MHF9gtkEMXNecugs2hA/tYqKrmI0PZWYjD61gMUBaEjih0kIB6pdd0rKjmCCpALfuJNGCqL7IirKxuwOH9C/DyjTHcuf9a+LHNZ+EivriFSk2GtDvzwP1QoBBvH76GtddOa4ZjVoP+IOF5YGuds24g0ZgBgmVOfEgKBPGvN5eh1S8oqIZ1Y/UY2LgW653mdHAqHvYxtWF+cR8cuf4GaEw1QvoqWwiaBpmFMQycgUM4Q/w2QMwZolXWwudA+/fipfNw+52vOVJcvHiptYnmDbkyTJ23StDAo6h4GSeLRY3ZoLrUJ8zcYfMFaoBkErXCBp0tkNEX52HRteHRz/0JdP/oD+GT60/A03h+iyat4MByCEoui6lyJulEA40uD8kPNqCqa6/2XRhXNPIt7NBTR/dz5+y95XngUAqP7v083P+xP4BuRiBe8AQcm9wS0muY+coAjqLlKBRpJgdlUVSqK1RKCxfMOBlELDvx3EXs8Aeu2QPD+etgeQsHwieGMDj257D0oQ/DeSyni+/Y6nZRY0Pt2edRymdZ9KWKzcvBHpPK0f9NRymukDC/wKlWEPM6SXvJkdaXkTHOImY/b2EvNGansEx85kVHwJ17BqbvzTmVbxMZCJpT7H6QflBmd1IHFuKVmW/AmQDXHj3IZusAtblmXkQ/K2kX1CZK78skGC0BvwJm52dg/co6dBHAnugvwZVWE/Y8/zg0ji+ggMW6vewg+OYWtL6EINkC2F5fRkB27KoxS4Ui7GaismBgCywGR02rtoAVCYZS06nM7JTAlVOrgCSmnKO0uk6nBd3NNbh36QScqvrwI3/jLTDzd/4mjioP00+/AfacOgFfbGCfZqRlbXHa6PW33MRBWRIi1Af0vdSME8s6YCEKcs60T2+zq1QpioBo1+kSU1PiPfibhNUU0Qp/bKJldGqwBZdWzsDf+M7vhmt+9SdQcswiQrSgswYw/vJDsFKgto2qZq+7zXMA2tMd9t8SnRo5WW6iYQor+wBcXDXLKaYaWfBQhbGNFQkoi5uO3CYyJh37bTVPkLXG6Zlp9jM3llfg+q9chF9++D/BoUYTvu/I9fD66+6E1iMPw/LMAvzp2hAevpaycZrQRgthZWOZhTIF6yqQICa/12XR+ndRWQwpqCBWm7n8anhTSbCV4hdVbhkz4tphVx3VGYGV2kAB7ZlOB17z+tfB815wC/5GxSovOCjIwl2YDDz5qrNGcKtYsPrChUtw5vGH2Ro0F9bG2hr14Uyxunq5Qzn/7Ff2VfAdMUOrmQrq0zGVVSRqCAmpCWkuDzOBIACkx5Z2Zjow1XCwsbwGG3h9a9yFf3XxIZhCArf37YESTYWNrW3oYaM7jfr8meDfTUBTpJhqQeDVb+5qgiF0CH7OoDZHnXhuewALi3Pw56eehvyXPgDPPPY4XNmTw/K4CYPBmP1bTWVuz5IzYBvnyHr1w6tsVr9vpe02DTKTPFwnA4y+e4Ykj0TH9jab8CclpTtNw6fXz4H//L+BkxceBwpZXsbOHiHtexQgJK2QBl/mwiCw9DZuWqa9oUBpCVC5Aja7gLy6Iqge7GpQJi5HPCgaWPaVaw7CS7u3wbOb61BeWIfGiSXwM2tw5d7PwVPjHmwiHQbdPmoGU8yMLBRAhLcrsuCiMD8etZdA+etPnuU8avJbc529gTFZFGUIipnxNYPAQAHC9bV1GCMPfP3Vd0D/k+cRG1HQLG0A7Ge9HAb4fTiqYHVrDXpbXc5DpnqxJlwKACYsqPSKbitLC2MNppJ7OTuBgVz4iVIRZZZlxWlZRM/FvXthfmEOLjy7BNXePbB9YAEaSz2YumYRR+smwOF5LLQP3SsVjFTr3lzHtgyHMN3uUHIC09xya3OtD7s+Mh2wIG4PxlrNYTQRmycAYoCdGQ+oqU+NPX7tcWhSKiQpXEj7s02HtKrg4PfehRVYAUANlB/cHEK/jeWj6trEuqysXOF+IXeHL0Wp4PkAVHwe0gcECipzNyqgebMZbRR4DeKb51nu95oLy/5djhB77L8m9Ht9HBuSq11in37h5Bfh0UEf3vFPfhJufdv3gnsCLaozQ1h81fVw7dOX4NnP/D6Mi5yBcLRN2mchFg/Nn6C+BBWsCiBpBhTXMQgWrxlQMnZMw6gU4ziU4q19VbBEKWBHVm5ZjZkWW1sejhw9BouLe1iQE0jnuuwFjTmw7DIHkgjhJbZAgfpur8suU1Z6WFko2SpotZrNAgfErM2sMReH96ZFg2gWiQNd8EfA2uug8yZV04BFwkricyoR/EoYO2msmMdoJuAAp6neXQSMTTSxuHibKZAAbd2tkPgxgjniavemHUKAu//APIIMgg1aC5cQQFZmpuD0k4/A3L45uO7IPDTQrN48c4md/6SNgUb7FdtUU6kHQVlzyZQBDAxAp08TXXJQF4SYzXv3LsCeaTQltwawQUEyBOAz2EsfvPJ1QFkJTddkMKIg1BA7f2ZhIZSdRpGZSRgINWfXGI26PFOrRhzxUZjx5BATcNgP5ZCZZIzK5nn8nLrhMGxfLOCRe47ke2cAACAASURBVD4Lxx++Ar2LD8PXn3kSHs9KWEFNYAO1q+aeRdXmBbgYNCw2EGgeTdic81gz1sB5cDupr+Xqis9XBRuZ+GgxPEt9MOixw2P1Bc+DztKdcH51C5Y/9RDMHDwCg2IIS0+eg3Mbq7BBGjQyMrldAGKufOj5EIfIgq8yAIpKuSxkAkHg/yyZoZqrr7qFPDSH4Ezn5vfMQvOOWyHf3oTtD34IBggQ7dUlgL1NKLc3YG0GaYTCngbi+QsXgh9bsiGESxiUzbWRF0wvW6Ilyyb63DjRyafNULUh6cAC6jKrs0GpDU4yWtr79sL27bdBde9nofHSl+CAu4IFozXkkMcub8CVcR+GlEmAz6ytrnM5bLk5yYYgIcx1LeXdlbrMpMLqnvEGwNHi9CFrW8cAp8dKBggJdTpIIHLgWiU8nSVhu42/P9coYbbVhuMvvRncPJb1HTdDdglvGE5BtgfBensbPI5TUgCI/rRcQ56JhcZ55sqL7NpSLMggptiV2gbhA3V9qUID7L+WEWU4JxJTYm1UJs+ixAuUajndnoaZ+QU4ePgwC+DKVWqhkfVGLr2K4xajcshFDHDQ5Vnsv+Url1HQOAHxXE4OKUukHGfF5tb6TMhnDH4YboEE5pRpnE10MIbJ8rBMTmbRCzcJltLoEssiYOSu8hFe6TFK4aMZWBTtpgkyNN06K3J9VzTbzelem8WokBjGow1QHwcrHaPBAJ4+/SxIaM+xgBlpW4eUW3m6B+sIQBeRUMQwqRsljnbQjtR3Z1UY5DGPxAa5pRFpObn4kJfRerh0aSiggHSdaqL5iGg6wvv6Y1ZLsGP6sHRllYnaaDWD76wmGMCZZSiamFoubJJ7p+alTuVVt3XQcukD30n0nGoVsH9xEa48exGezFGz3zsPn1g6CftWnoFpfOjS1AguIMNtuxzWe9tw+NCRYIJxFJo1FnX52FohTsDIQI4HRSZBRHYCIUgVlc1Oc+z75QAclYHWE/6Dpt4YzexpaMzPQPuFt0F2+CA8goAytXoWVs5cgJW1ZVgvxijkFpFWy9DEezk4iDQgv6TZMqZhWkoX6xXJVHRxjcUMhRA8sk8TPAQcNJEIvzyDwqHX24LjN14LC3e9Dg5cvASnT/XghVMZjK5/Fq6sduGJ1TW43N3EerVRGG8wT0sQMAspVRwIz1XrBVuXRPmJxo1lxGgqm80AZegwqw3kXtNSM5sdig1fRx6qhmM4fOQgHPz+N0OjN4Lle++Hg294JeLzBgywzo9fOQNn8f3k+mvMzcA61pvMchKsnPpIE29o3Kmmy+xcGU5YrKmKtOKqxAk4MmM1ChtwkY+p/TRxh/OXsS0DHKOkSZNrbDg3B+X+vdDeXIX2QbRKRmihoAEFxRb5FeDcA1+GVbRKShQkUxTTQk2702kzSHEWFk/RTsDZQ/Dtm6uGkGDsLV4kqY+WLixWnbp1nAlw08Icx20IZOfQorr9JS+CO178Cp4QRILqIvIDL1vBsS/PsRBWaAi4qW40BsZlGJTUz+fOnQc/oBzvFiqHLX4NZa30+9sI0BurM+YnFuCBwJQ0aGgNBgsAmc+LWZrjBHWXgg8Dw2sHyboOEqARbcm09RRoeYEaBIi5eZmSyrN8rDd9BCabCCJ0Sr7r+jchQGZgqcKFOp8DGNU4ALmB/hAZdwU7e2trizt2ZrYtGkPyTmfMGZDSxe+WSmPau/qqKGVJPnPWNkkToXrSVGpyL7CvtCwlWKaLCtG6Chtbm3z+0JFrWJMpyxADD3U2G8x7M83NcpCZgVUyw0x8cSqsZESxRkhtHaCUOn9hiX3R5HvMUCBcamZwCaU9PVti/247SmG6AH3yI89MS7DXiXmaqV+RGE9IoYPQyww8ClbJuiZe6yXrSvBMUCd56TSgSCCWVcZ+dwLmrN2BPj535pnz0MDv2wgYZ6kcZOIuds3lwRZsrAygbA/g0rmzcOsrX8V0GmH/svYCPuSms+Jh/j6wDB+NXQCEoJvk4Rbio1Y+klxlccuMxkPobndhupPDxfPLsIbadH5gAe78H98KV1oduK+5DtV6BqdPn4HliyvQms1h/uBeOHf6LIJHR4RDZZnAEPzfUMmEIcvBFi9VYHqezar+o2CNURtKww5vi2jJkXMwqoAzp05DgS8Zo6C44Zab4dCP/QA8+PQZmP3k/VA2ZfbuFx55jHwXUMy04OB117Im12q2ZGIs804iuBTsMogpdGGMgLkN4uQb4ntpmzYqsTK5LHbF5bomBzCg7UELs9ulYF8GR1/7OlhFLfnSV5+Co2+9USZhXO7Cyc/+IfzRfQ8iTxQspKZogheOmxniTfXGUmCWs5xkmjOYU9Rcak5xKPPieBTyek55ND5mHzMbyWOwVEsTiKRQUokd5NU9s7NQIG88/4Yb4FOf/QLyyBbPo2AXxliCwXTQ0hUcmCSrVflKXMMVCvwuKjolXEIF7tprD/JMZlp/hhamK/btPzTVRa3E/IBepQQoqBTQCKleliTPfjEvAK000LxIwwA1gXzdRTF5mBuF1uioXc7Mp2CHsIAutaVuBznnVJvk1yWLsThvPvKdh9WFBrXVjwIrtmaH3aNdUtcYkkCcBRo82GCBoPl4zWaRadeG5yIkBKRL6KFWmBCDAYECZXMLC6xxj0cDZex61ohMJDJLIZKoqvJaoMNsKO+yAOAkOGhyDtWz2xfBRVpwgwOIQ14Xg9OTCPBQs9rAAX5h6RLsP3aMJfaoGgTrhjSSotQBq1o0aXFVVgrDV9L2LI+NZItKU+E4SMblIEhQ/yJtLl++DPtQM1nbWmf/7TxqU5u9ATI4vgv5ZECzsfYeRJBfhS995tPQmZ+D6YU9PGisXOsfcDpgCcSIngSEIL5bm3CQTlMWsDGflWYaUJY2Xtze6nJ8gtYXnd2/CEWniUJkBJ2pNvQyJ+FhiuNgHZudKRijGf/oQ4/A+TNn4AW3v4g1NHL12MxESMdMJf3CA9ayJlQRKtkyEQbKbKq8t+wdKadUTVDWvkPtDunV7EzDFAG0b7ILo0Lt9AIqQYOVJVg4dBDaeP+AFCGalFW1YBuFz+lTT8M1x66ROlaJ1psMRRsLYOMiMTGdapoC1uNIQxmcoIAgGSHkNdHsMPLV0mzZzfVNOIJWXF40YenSCBbvfiN86b5z8IqF0zDKL8NTX/4yfPGZE3ABXzQzOwUbQw89BHGq+z7UuMskYGmasPl65b3iHszKUgecmZQWjDX3mOTpBx+ELSrIZeQS3GY+KuHBBx6GL/3pl+AVr3glPH3qKbaOgkKqPnBRsizbplRcyHjtFZIKrRZaAu0CVlZXEaAPSRxlLIpbgZK7KcpqDHEZANLAW99c53n9JFm54l79hlwJA7sIQtxFBq4Tyx4baBgRRJNRBvDRTDZHkfitxHNUOWOQJMWs8uG8gQbYYOObNehT5SGBfvIIfsY8jyYuRIA2hjIXgZk9HkTC8qBSKR151Sf1kEnwRhtZMzvmAu928IJKBM5jMKwIGkgWGmcVypLvWhcVXrbCnQ+pWqBuBxlG1Jckpck/RmRq6Epd0neoYQ8HDG6z+1BgtBuwsbGqEewsCCtZr0BzjW1VMlvaU+koq+nJvbygEpuJkiVABZVkDpLWwb77Ep5+4uto7vXQmh2zcnAKzd5WYwrmF2bZylheugLnnnoKtesW3HLL7fyO4XisWQLiM7VUR7YwqM0aS7E+Z2Gp/RqEnwl5rTcJKpqYRA0pszE8ceJJuO0FN0Nn5pBqfpJCRe0cepngtHjkAMwfWoSnnjgJH/i19yOQzMLhw4dkzGRijZHLJzPGDyvZiasst0r5hAdD6irxuGYKUU5ursIExNohYUI0Pnf2LNxy2y046Fs8O5WX+cV6FjMd8FOobE1P8cSj47c8Hza7PaRpFz78u78L26jJ7Tm4T1dxE3CJrBNBtlJBG/L9TBo609ZsargP8SmFS26/0N+zIOfbyO+KwmIP1u/805fgmhuPQA/7efHAfngC77zv85+DrbV15ME2bKGV5yq0eJfW4dDzjyMvXIb19RVs9/WSWukhKAEESqUpJqwSl6pUmSViGra01CaS8dgxRVRvsPGNIo+zVQpaWO3CsywcyIJ8BC9uoQC3CdU8CasyrBBrRNyfkQd1Sibs3bsH2q05OIdKgFNNnupDgqsYjfo5d7zRGOI8dKogrTpHa1Ps339AsCD4dgDM/yQMUwXGMonLHxwhBTARYNHeVENOJbTyYQAmp+gdb/HxIsQk/nDKByWXmdmc/mZTqpIdABdq73JBa6hddrKuxCScmtsgmKumtft0goGJo4n6+ihsUuuCXR+6JvEkTehMOfEs67EumuoW1GfSK12kXAgVTZ0mhJHNqSKAt1PtnHzZLTTdKy/raFOsIK2juMOUeKGqRswYjANXRVqFAV1pfrY96kJ/ONXE2boBWXd8Y9Rj7lleNf6sYM/h/VC0WrB0+VlwVy5q6p61N1PrXAWHuXg0Z9vxGmH6ZhVKmfqmLVcb1CTmyTUWtcNzpx//OlxeWgpuMzLN2+0OWmDzPC2fVvy7eO4cPHP2JGcYPP/W53NQrD/Y1mUPNHXP1HaAIPCEnWK/52b5KPeMA+OACLMyk5XuVEEqdVnSZQSNz5y5CLOz05C3chj2tjlfnMCh0Spgz8I8gneHrbUTXz8B93/5Prh86Rzc9uKXwsLiomT4eNEEeX1rDUKGFd/IUoEYUJMsoegClZt9cA1W1rmK6Tm7NaNyReUUqACef3aJA+lPn73AOectFG5LFy/Ban8IZGtOE/1aaLFsj6E1PwWbWz146KGv8Xih+QKlziDlqfSVBMOdjeJK+ELuEf+6ZOnIeQ+mKI7B9GhJbY2C3lzBxJtDHA+ry5fRchuxEtFbXYYtiqFAI1hlYVQnLigtWWfYyrUx9hOl69E65uWoVCXQc/C7wErk3kaGT4AEIuKT7y1fWYYZmqWj5kOaZxxBJoKnJXNzGWNIgNS0X4B6K6wFPgB0RBcBdRffUDucljvpRuE20EigCmjaYDivgoS1Gqt2UrD5k0PZ4c3BTohArlq10+82l5KvMSBoUEAZxYacMX6EKVA3EV6r7PlAmDB4nf1SwUpFl6ZJ6Q0hj1avy+zLOGsvbaez1eX4OdPmFD2TtMkdGr/OKg1Z8S5AbY1a1pXmr2R6ljIb0no1lJ3WLbOVA70VHgcUa4Vj/qtVKUvLSKS3aQ7e6qT19EbbOodx32Q+PJo+Q+BUtPQ5WtRquMV/waWENDtwcJHrf/78M/Dss2fBMi0ss0SEtc1ydJqnrUIkLAWrq/EF95aTLB2ecx5zyo22ofpeLJQejlvKpx3rpBMSJnTeeJVoSWtKkHA6ft1xFDIdWL58Uftfs240A8aW7YyuMhdyxqMSkAUFhXvJ6TkO8EftySyr4KJDQUNLxw5RwJy/dInzoTtz07CJGj35dAdoTZKlQvGZKVpqIG+g5j+Ahx99GGl7Dg4eOMhplpVq0FWlARrO5oi8wWmzAIpflbj+KsmjE0Mg8oGszw8iCJPp/+ZuJG2929vmzyIfwXmkM7lmZEEuCPgWlDCtg/gDIg/wCgfsgtNRHTAYYKpJa3QXhUuDhDJgfZhuaoNkfWMDLOhnA9FHDo/AG/tHiVJTaaM0CYE9CFI4xesESnd1BcQBk4Bj7Vmr21XKiPgTJgCY/895qLUjaNy7HYEWPlQgneYNCkJ12LKOVu0yMLVTJtj5Pg8TJ50hh0vomNwShIpVxd6V1mfyDVonb2CSdm98IgiNVOhaFZKOcIH2ofiwOA6DLSnhPn0J1Go2mV5ZF8D03RYc8qFsyxJKAStqppa1YX1eF+hWPmOGc6r879L5gfZKWXU7MG2rSF/WM8NaDpEw0Xeb9EQiiK2Xwmy9moUF8bqPQbnYUB8AlM5NdUija4ILZip95km5cj+BxoXzZ0IcKfUnBxoYQPFvV+NzTv/zLixpWdvIAsz/Gwd5cKXpddJKKeeaszuKHJ5+QkCS8oFTXqCFp0hj3lhfh253kzeTmJmfg7W1ZQB1rVlA0If+9qEulkSQ6SqP5nxJA61M+cpwRfO1tf4Sayk50CdrpYulQfGIli5PDEo/SEjOAi+wjCq5fM3ppC+hTanuGTZQafMHni8O5hdKOdGDJL9Lz1BFNjY3odmQ6Yhirpk/GIKUSIFSIsxZLA5AA3mqJXoXNMaropJLACg56pDnoO5XsUddrXPDc7Vmakck73dKxFj+xLsTwLCBYC2PgwMi4HhNuZssKKujcRwQCVC5lKJXPwx4A5BruZnSMDIrhLU0Us2/DoLlrkKRrxt2pICd0ihpyw7ieR/9117SMCsrL2EBZ4XuqBfUADsdcKpqigsOILiy2NTOzUUR0LqucaZ4q19c0jchA8YFDKzRXZuTnBN+5ACps8lFLpjIxifaCEjYpd7TFu+oaTwRpOsCWPlvolMyW5XP6eJLfkKwpe8M/eXC+ytz26UN3tGvsWIuPZXULR3jCY6LBaaWqilKfhSHc9IxfNhCWJ3pNrQ6ku/d62/Ddr+X1C8QN9Zt8kjq4pN7zO9vsZ4wI5Kap/1BMRta/Ep327SaATuhvKwtYgFoK1Mbm5BYiEC/ZSMNx9lUEtMQLwKl/Baj8dhntUbYUBcWiL5UMZsGtqavmTdJRczE0+ETK+NjyYE+E+O/3qG7H36364n2FmbZ+eSuBCTtflnm0AKUdQacrFfUWCZOTjzn7NnEYhCtIi0zAenE120aibQxEXr2WJKXnYiCupBK6JAOoujWcYZNMLkxnmU1PNcRwDDBXRfWtK07gIKwcPVyzWcugy6hUUKeGh88h1yqafQAcVZbJL/Jd5mkM4mstcMHAyaUn2jPO+2NJJYAaXN80DyNKhYc87WOscwXF6cCQ6TdLrULSo0pQ5HYsd+ZDhOxEp6JqvdFPPFJ2TuaBultAfKDhVyvoU//cfUREXKiUx7QRlbJea8rRe6GE+mLTFdh3uKOFn9WWY3AJ9k3IVBubUncK1bWpPUk1YmCZOzj7AbhKy2jcjwNntNmwUcFlJ9LJh34wNXi9uR88rjglQtrt8uEoswbplZhNdH19TVPWRzepHG9q+W7gTGtRSFVrDjfkFbosCjoDi3PQ9BgspqmYERzoaeiDI+yd1dNUhnarsudk5AtvzOflOXcDoEalG2T5Dp9W2KJqrXYe1TD4ZWsriY6DExdWm+lSwp+NTnmk/VLoEYXW4nOWbphOiiuhqMKJMmYDe2y+sUgqPb0xIAIvjK7x0XwTn1pkTYTVZgYvHaPMWTsZWEOl95n9LKBFPxLE4IwNa3BQClZ+jIpMWr7yc0ANS08lmMqlQ/+4Fobg0CNtAvtSiypwF/1jgAbjeZ3TWVFOTF8rA3SXinTdk+x1tm2VAFUKqj1R91kT2mf1GgXjScKKhMKENoWGCIZX2Z9clGZizGMcLJOAnmHD3WMtHUp2wWht0NIe0MoG6cVaOI2BJXUWEjbFuMMSRshnnMAMMnP0Rcs1q+4fUXgVMEtUvBUb8mukVJ4n1CIPFrjVxVM0v+xwwqbuZrFhahopm13a9MXeZZVsTMkym2FycanWVxHOCGsTcemiQeWbG73MNNWEgjUSKXPi1xj44n09/aRBGicmQei1WQeokasktE0uVpB1s9KQKGGl8XaIUpGroGZy6DWnwFQjfe8amWRGeMMapdwkFUhEY9KwDDuEqZLNdEaQOqATr3pIWSR4Lu8W2EuS857YVZbqMmArcZ8kQTxuQmUrfnrU+EC9e+hhva+VJZYW1IkymKgJICujY4JGZTWNba27opJ3VZReMgTQiIDJVfzmdf8uVCrQjhni2tNykZ9MWRlEjNJwMslwUyjXaV5V27yZRMsFGiayAEf0TK5Qx60gZ+a50aXFDAtLhSEj85S5K5xblcapDStIWudDGnYRL5USUsSEJQsiSrytk/7x+7ykd9SHrLitFG28mEV7jfVkh6QdQCD/zwF3B11gvD2iAa7t5eDeAnQU+ovzwLl/S0V+HntHcngsN3lU8VmB9/qOV6nvZCp/oKpMhuS1m5pd2aqYlz6uNwTRE1S+lQmbpDfuWrYLCuJ6hZF3ImaZ1yFldbi9Gwq9fbb77zym7/2a/u/7/u//2/2h/3nNRvNqVG/P7W93aMFFFpI0qntwaDV3+42O+1OazQeNQejYQNKX4yrqjEej/Dl+EnZJlWpS0gWmZdpjMRk1Pu8v2fuZHFZZEBeCdjTBnQSH82kNVR9zq9xrJ9m6hrOXGCCEOQyGqjg4i2TbIEYbaiY+xZx145yZQxAuciQXisgEWZhjpAJk7CEiwnlepv6Ab32i7o7ZIKDVwvF6K0SwszahNdCs+x3KhzC4N05EGtMZQ9M2vc8SkXi8C/Vjm0dXhY0mi3j9N062TCVTvUKg0xhnxQgO/3/kwCtJLfdK0yNzmyyQRyeYnq6BDMMSKM7SMZBoFKsh/XPJIAmfW7vEPJkSctMdOxC39jQKNwgWrjpQLfXez9hdQYhXrc2XTAZXS2f3028A3apTy3LptbkKFEireqxGMqesDZaKqi1xWsZsaUT7qO0Dvg3pou2PnNopQKe97o8yO5lBIEOkeapFVFzjSTSpzZRB2JQtTHVhL0zi9BoCJ/ROtw2xyEqsyqgfNxf0upiQE2bB1dqiY2HtHvMGBZo0aW8qIrKQ1j6K/S5k64FnYJKUVXe0c52I86yABScC1rIyk0EhfROyumTFKAcXvtt3zb/nve857s//Hu/99u7k/2v/sD2ZMeOHWsdPXp0br3Xm59uNKaxTdP9/qhTlmWn2Wx2qqrsoJBoo8Bq4+1tFEpTCJBTaEE0ev1Bo9frNYpm0chcMx+NRhkCbcZTWVGwlEj+hssRm32/Gpc9pO3+menZN3M4gPPKZVtl/I78gR9lRXLHacACyV7k5u3gDVchMXfVXxXOELh423FF2ldZuhaYAPKBB1MGT4VTZOX4IRd8OjL4C9cpoI0wNP2NdWKGF1YKAUsuqYxaUXiupkva2sIRuAXL9eWJywtCdeJo8tUEqBq+pDumaKkpENeFVByZO4PL4SGoNSIVyInMMW14N6U0Bde0nKjBp+Nz8n27HzHon4JSfHfNkrXCdb1xP1HBQBstKRUvYjHHFQ0TqRMJVZe7nCGTtDLWM6W9r4OoacTm66+RKz5Sp0rCH6lboxZzCu1L+C/0lwoZH1stwsTzan+0x+rl7cucr76wsMA4SEcEYh/baJaz97U16uk/8lDQjjKEtZS6x5tJ5Dybtywouz3UPZFozha8ziDmo6qkEy1QKksJ+7S0ISXlu1I36dGdPyg3cYja8I/+6Nv/05kzz0haNaJUWaHaPh5Xo9EYIcl7BLQS/8Yj2uoWD6wX/o1HqOrTd9r1dmyfuvst7YY7pE88PcDPAX3i9W387I/H4208R38U2u3h7y38W8HiV/H6crfbvYRCo2vNrmQKUU//Lu3s+r/641WvetVe59ov7A8HLx4ORwfa7anmaNAf4PcBdvg6Um55MC43EZopL6mFZN5TZNnzEZxvRPLup3PE40QyTxPfwPdKX/U9EponbmR+FvsO35EfQIG/J3P5DGqXTeEtg1/qrcqQlTkC3+ORwVpRAfY8BTYMpKw+3EXIgOaJOrBla+OimhDvDhJEB0kYZfHTXEVySTJMtXoBfOVSkEZWTSuhVmJNRthPG5t2y4R6lloXdY01lhPNbRKeYrQGIZkAb8hfz+qAEV9Wr0NNi9xV2O3yfNIhri5FEoCuHyGTZbLdzlxPidKZuIfqmvgEcSPTBBq4sJ2agqGWY++vOKrqgsCrS8NYjyAnlN9SqyBYwADBHZGeD4Ki5uOKdfY6K5UVLLyHJslkYRZt+h6QmdCJ1SO7rIxDefi0ehwE+LvbPdi7uMAbACBmjQsErBEbxhPSVMxpIbCtnVp5Sw+KRKdvNNtw5EaBsLy8IjVkagrOP/00PPrQ/dBotVyBtoAl1wdLAv8pGgLmWdbSznJhO5hMU/0oBSXTh8J5J7uZsHsFnC7yL+9mHxHIHni1cnTheFocaXNz029vb5eo/Y7wD0XDYNjvI+oNBj0CfP3r6+fQzpFAwL8+0sSu9/A7CYYelk0CgQTFJgkJ/CRB0cXPLp6nv62nnnpq60Mf+lB9FaS/4PjiF7+4jB+f17//Xx1/7a+9+YfX1jZesbqy0T58aH+2trY62t4ejDqz08N+rz9Gmo7a7WKAYrU1GJWL2B0LqHYcwNE2P67GDeEaUhSqIXLNqPLVmIQxb5daAVosbh75YS/+zaApUbDmwBq017lUI45Yk7KeZ2i48I65WW6pUl4kU4L7NoBU1ecp1w5s5xvLEgjezeBHB7C5Z+Fc6oYJAko/AVQSyIQIr9M8vWqEaSzEQRxbNsRqqaEqjHxEvgTe6gA9oaCHw85nVfwdMM6lvye0WYgzVEmAlGF6N4A9ogRNnvXh/iCs9ea62yqJR0DEoSA3EtCXIlU5zMIju7TTx0QBkz2TfR82Xk7rX7cMrBIuzMRKygFZS4Tcv7wYVohbpK5Ct2NdIblmOzbJLjiNIodGJjus0JIFzUaTg41j1FELL36MRAGqTy4oVRWPs3O8gjVozmmUcnWGki1hHn/8BBxYmIaZ6TZr2qTO03Ki7BZhVb6QPEDebSBnYM7D0oyE3jm7T0C8xtHFErYuMskt7heOJHNwU2si4jfRRvS33E8H7Q9bzM622w46YScXAfwU+OUZq5cJAyrWFl7PQtkqMZN1hS0dJ1M30cbGBk9jRqngiU5oMFRkzKCpUCGI8x9ZFUtLS8+urKycIEFAQkEtBRYQZCHo+R79kQWBr6Dv2yQMVJCwcMCyuviurenp6d473vGOhOX+8scnP/mH/x4//v23ssy/7IF0zl/96ruu7/fLZlWVrWazUQwG/RwNhqLZJDdU1XKuRCOD/FC8MFQvb029oWhMvb273c/w9gw7xA2HYxIDKNfzbDxGxIGS2wAAIABJREFU49xVZIEi3qJ4KPGPXVGVTCIPg9N2IInuKDE8qh2oYuMHAlgrKrkovy2rJwA3GI76YI4HJTzaDLW3hH9pzBaiqabAlPrxnaavRRskTJkBm8WVTuqxXOKwBk/iUzaACxZEFcHfygh7Bib/1sTDbs0xQ27ygbpCnfxItXZIAyC1oy46EmJXsa12UPBwhGWjGSvLpk4EBHf7Hcq2ayDYJwYlLUUqm2qQAEJ+K4uqrEIKhoBZNM28SvGCdqxoNnQtlMBCOjPGHOIiEWyTRA4W4rdTp07CmTOngd9JOwzQ7smFBB8Lkhx5g33WvNUNbRWTNSBvZPLOTMGc9gvET3qOVH/bUoYWgy/0OgN80dBF4nPePaWhgkCEAZUt/h6nCxaJgCDAFf+5rL2Q695wusC7bWDrogljYGzXLK3GItAyWFJ/pu5qDvE5CExEMiLjeCwFrJr4ftqbzOm9hw4emMOvt8R3xSwDE1oclAsb3UrBpj1arnIqQNZplw8SDiMUDqOxJ+8RAlRFn+Mxe5NIQJT6HWV0VepBJ8bqWuI/vGeE/U/WBbudUitDP/v2R1YGWi4P/szP/MxHd4yMb/FRyVzdk9/kY3+Mf//rX/bdN998c2th4dqZmZnWzGg0mM6yBv65DpKuRZ9jNC663V6nNxy3O51WezgctZH+aEQ2p6pxOTUqRzgkcGCAbyD1GygCGoPhuBiV4wZasUWBzF6J4UsrgGfYg5nnmAcDXeZpAZXc7W+3OsdlL1BduIgtYEEa59Nxa4JBc5f1dzTXk1FfA1+I4GPgbSUl1oG8LzygXyayhUBvnLDOIXnMls+NweDEFZHgrU+EAAsk3Q1mZ1bM5PryTiY2pW4Zn4CyGENB4HDOiB/DMBvWttazgOBuwGzKbsjAIQufgoRQhfrYFmjkzi2qSnNuwLRjNWcyTcfBr4sz0+zuuLK+FRzdLFQSM0hwQXepFTxT0aqvHtMzY1rEFNxgp5lDi8iLqZNDUI3DRrQmoiGA4Y5cSvOh6ddgpiZaP2u7YMAmAC0eEnG52M4XRBwWBuS8R3Oj0WhBq0l7jMnnVLvJ21aR1KS93xrNFn4vWIhN4T283U1D9iprmHBpZFxWkVgPLFgsz1w1a9H6I6hy9kiwBCwTwEe/nAExP8qh3DCvJayNkPjAAuXjiGAHoBguOVo5RRQ4EJ+zZ2ViqWzjk+mmqsFCyVyypoTsMm6mIq1BTUBB7V5bW+cpvIj2HgHJo6Aga6EaDAYkDFg4kPVAh/xkScGxCTw/UAHBwoDcShqPGOC1bbIiyFogYUCuJ/zbwmuboJYFWhEb+LmO76LPLTre9773DeBbeJw4cYLKo7/lb2W538zx8pe/vHHDDbfcsrR0CaanaWNVgG53FZCbAf+h3Y0y5MN2w2UzHsoDSOm9SPx9m93u/Ga3155tt3La0ok2cSb+p7gSLema85oXI4ddR5YJ6lDZHhyns9jlszjUm97jObJKyKpw6jfC0URWiON5W97WyyXYpMGOt5esCfE9Zolodk2VOHHIN2MxhhgoT3DExn9uabVeRJjBR8L4PIZ8MkfCeD7MJHGipdt620k1rIjCSzyONnNIszcMhCdXrQwWQ2Z7u+hsbN1dp9SAv9O6c5BwyIvUVpKC4yFOcfVyM+0ZuHdxhndQXtnYVBivA3OYsmx46o1Wag6pOWV2tVgoNnvI0ocybYSuGTGO0ldoInAR5sVDNMJiRVJJqQAXfHUiCm26jat83FDSyrKFpe2YnCjid/bSTiNJzspmtjZ7y3MSekgzcyYUcv7L1K1D4M3A3ZDccwJ2shgKszhQqWKtPwC8ZNiQULF76FqDvzfYdcSWBlscmo2D15u6vKpYF/ZMLjub5+n71A3F98jyh7ZFk7mbHJjfH8DW2wWXZkbU3Tw1gRrzwTK2oIqpSFEtKxUWwWpIBI5pKllmFo+TVeDCtmkmkLQc78PefdSPJBy3NjcZiBDYyYLwCOLsYiKBQYbBYDAanj179usbGxsncdyhJSCWAQkHEgSpi+lbHXv4zz2+8pWv0ApJD//XeNd/qeP48eNtyqzqdstplN/TnU4xPeoNW6hhtnzuW3gup8WERtUo9+Oq3cynfma7tz3XmmoV2HcZ2oEcj0C7D/UDl1elQ8FSkmeTrAxyTfFWzz7j78oTVUyT9aIkxvVJLE6gi8Vlsl4IrUKXWtepW4MO+22blcihSpg4OWTTC2/zSyod0wVPhYkGhg6skCuL/9EW8zyQeYPoaMKbCSSHglhihmgBcQ0KFxto0BbMqJodEcZV/bspx0nDAaKfKEJ2cs2HVWhjPU0HNbNo8v5EO5e1erlnIk1s2igEpX5HnWqvzNzECfle6qL5zo1khij9N9SrqoWSppB5BbZA0CQ6YpF+ontWBauBlwytonZtm4/SUalVE/NqIbhHeJfvIlfQznjzULYCEOCbTdk1md1HeE7APVNroMECgBd3oTVsGyo02M1UBIuhQVYGC4xGdD+xoJC9C83tZUIgy8W6yLPo/8/V7RTWljbXjcUEAiBHK8Q0J+v9OD3X6CeWgXdyd7ORkw8aOp0pE0DTx48few2+8zWpf9b4KUtSTjPdwiqzOtuA0evr62swGlLsAYUBaqQkCMpy7BFEqhF/J/cSOZIoGlGym4k+ymhJsGtJkp9GffzbIqug1+udRWPgS6urq/di/1z+VscZ/iqOZ555xjKrvtHjN/4y76N02zvuuKPdbu+bKYrBtHOtKST9dG9zo5O3mtNos3VGVUV7HXSQ7k3k1TYO4fZ4OMT7qn/YbDam0vImNecUJ9JzNHYEG53E25BhKFDYbLayouTNuARBbVsg8/eQRoTcAI8+eSbkPofotgtIDXFLE584/CHgYZgW6yJQqLAKaVaiKadgC2A5Mlddk8FDAPjdiGAAJQSJAmjCUglffPLdyja3D2tbieQpk0rZojz2fhcKA95lIxUegQ62trkKLwbpTPcRTN401qyCMEnRyUOcmOaSAIuL7eN+CGtdxH8t3zkVdtyMUnYSlhcmoOYs4Kr7C9r6zwZK6ioyDArarEvNvaw2ZZ3nEiXC2FeyBCTYLs8edGqt05luskM6l8/moBO/nRN3Uashm81OtRvM1AWOkempJrSnCnZB0R53tLcj/bWbBe/ew+6nQmIfDRMWDRJIBZclLq5CNiEN28G4wA88VlTByHRSiwWNgxvJ6fRfy+ZQQRAVHIFvcgeQUPP47rZr1SwGu9mZdWfnJ7QzmXuibjKdknXl8mUOQg8GFIRGYYCaFgqEiqwDOobDAYcZJL7A2D+SdNaKghFD/II3lprGyhlKlr1EWUqWwfQXuZIsQL3+XypA/a08NN22q3/f1IHA/pO2vV9NyYM6UO92Lexwzvwga5UPJYGgkjmG3tZ7TcBNfcCmIQaFEFz4r0pTagIDA9iatpLvatqmLtCtIG3Tty1P0VwXNYCMqvwObVdbp6ADCaBCrQx7d5Yw9URLQ1nWFJv1ZjP4uNrehbbWpg4rqSDbXZC4nW8KgijU0TlNG/JBiPm640w2DAj9kNCyqpep+K37qlnaj71L+rMMfnnrzzJk74T6RByPfmZvAsv6O7oRfG19RagtGqTwvav5F0igt9l06ejeyGSDYuUvFgy6Kwsx9pbln/Ki+vXgrW2PLXn8UrbQ2KuGjeDuG7quhQ9lmzglrZ6EDmn5VAYBaUPjFCxoyJ2SG0CLAMuzhritHGX3VOx7579cg985Cgu0RqawbIlfNKCFwqPVKnjjhGZrCjotiWMU+pdrfIJTR00AQLTgvPGviYLgOdLm4x9luNK72u1Cr8xqX0btJOSEh7gCBIFrCoAcopDxri5ZptP4Zczn5n6iGIWeLcJUZgfnzpwldxIFp4FnRLBtgOqB5wCDBaI5ME1CA/9HnGIrYcssB+y/isIXlFKTzIGwOREkICjxgYPWdJ6C2FSepxlh+B2fo/Olzqngeyxtlv40TZZAum/ZT+m8id2OgnKIJ3jbgoV22MbX1kd2nXf/1j0gWQkBya0m2Ym95QtZEzVLXpeAQwA97bAECHNeNyO66oOGmuJqwFzVJuyGKqbycRqq3sWgEjdnidqogWdgPcPL+LKgQaYAaIyV/K6p0YGa+qEv9MbkNhKSexVuomCIEiJYCFc9DFjT92emaalrQ+mc+vqzHUs1GS0jGAa6WHUTiW0Wj6VQ2uYmu1bRIvVWT9O0teCoBVSBlmG9FAdqZcEEgpQBDHZaOUpv0zZ9fI/dE3jI6AyRfqkLQyuc0MpAR2mmgyhsq+A0J99FqwCcuUtEI2Xa1vzb1g5N/1QXWOrWsG2/TOP1Wi6/NReffWZpnMk7M6+ZABlwNJ9SryiziYPXubieJCU149hBweCfsTtINow1V1Au5VHmVO51TR3ZOSZ3Ug6V4XKNd9DzhQgDthw0HkL3N4o83GMpri6ZSMNdmAhfc/WETVqzuOWbwb7CQE5HoyECb5qilyk9QuGxDywTySz6TOkry7pq71uOs54HrYNtuGx9U7uuAp++5RoAhwRwu1tbvCdlr9fzg+GQgthVv9cf9Qf94f0PPNBHYduizWJjYgLUwDkNIEarXPuYeLesQsICPdVutameJU315iQUl5jEE1sJBoLp6A3rUXhVH+PgDCM14pmLZjeTPIOwFkMcQro2NCQ+6qsAaOomSS8JVjsIS/5FZ3e4QVa+SgNVPgY4k3WEZUDFJvOF3LR9qZgAaTpt1O2s8+QR0yvqUsZbgBKCJeMVgCcXVDKXjkvcBKnrxrTrugCJ2lGlXWS7mdTSpBRpvdEyvCK2tab81iRldKGYLzyEH+x6SNGKDBr4wsfnzSypdGsgm4Js1kvwn/tQBL8orhSW0Cu85uodkwqxySBOvVNTKW/3xIkr5gM3ksRXmpCIYwycrRIZEtzA0jANGCRFMhcN2kCDtXRdxKyQ9FICUZ7NpoCcGZDy/II83M9GhTM3pay85nl7sYo3HeAJaVXMbvC65CpvE8blAgeYqcwCrYAmxQ1oklmu2UmUGciTzmRSWYPq5nIFbUpf9VrHgl1VlPba4HKanDVFLqYMvzdC8DrnshphzkQW5iSYuy1LeDjV3koV8szLVXRTStKaCqtkKy8K0tmYiwPHJi4F7if60gsLznhqZs1Wc2Z6754FznIx7Xi3zI2Ut7KwwwyoUMh4diELWXaTgAXkyyKrXHNsyMSmigsaTDqDMDeuy10EkjBAFXUVOILW7OOsLNBVtAJUGE0ZE1xcdc7A1EE97UPfF4Efahrkjh5KwdUecbZvXXKftt2b4ODyfAAJJmyuWlA6XTgEQwVUuFNsJZjatMykwrYGrA4M02oDjUKdfNQDtX0RIvxuTQsWD1NRwTGAXmbfIQF9F8twInLqq/fZ+x2jeghUOq1f+CG+MyaXT6HGBE/iOlHElEWp5JwIZojtDV3iZbsh3TwgAGiyEadXgSEBXxdnw2m7bV7IpNlZK4/PSZzABpgcJdQBOy3HtKR6QkZY/xgiONvz3keQsHJKiPfUhNik5RPKYyonv9Nltna6dq0O0RCZlK7JGAgC3QcQpCMIDBDN2QRLmNqcgZ6TBeZZI+d1eSRNVTKPRMDEiWYuZgJZPRyFQhxbENafTCGtm1k6BcoAEUwNFUAZtOldDdkhhWIIDbNk0HIgbKNd6wmAKdWXt70KuyiNWYBQwYW12YnbiuIXLBgoNkGxCxQepLRQVhu3R91fJPxOnHiUN1/m3rlK/nNYe6Om9aHAo6A49bnu8B5wJ6dV7cpxgdJxym43M9aYyUNdEQ332aAw7Y8XxVFD3wDHJFBUX1U5igLA0tjS3Is48GMupPm4jIGiNqVD2ubv2wBNtb8JnHQJX7pYtQg+td8ulGfXvZlEJkRMK84myrFAV6CAC+UwfXSCidUvWCRggT8v6w5YtaxxCj6hMx0E2ri0Td6HNqQrdvGAS1KH0s5Nd1+J5wp46Su+DV7ykjtkadnhAP7081+BF93xAr5Om8k+cP/9nAs+NzcDaPXB/J5ZGI/GfO3SpUu8Iejc7DRsbmzB6uplbjsxf6+/JZqho2mtg1DJPJNZWTIn2Rb4N+pG/sx0vZg6GIoSYKxi5ydBWvCuHk+IglKO1F8YnttFO6ofolVPXktN38kjvZaCc3ouHuVzvHtnmSlfWVt2e8dzlfmNnp8UJvbuYNUkPOvCOMp0528ZH+ayCEJFNeXgNgmb/OZhpm9ucQFyC1mWj1oWLpOlHSS8kAcBUlhAXmce8ztoRp9ZyNyGTDV1XVJC+Y+zinIRNP3hEL7+4INXobuv0SWlv30nYTOm1fVRcNCSdKRBLy0tw3Z3BDc9745xkRVFO2zgGgSqgF9mGopVLRn0iVhm6leKwEr2cD3O6olmrQR0fNBuUs0t6pEu1MUFoEreaUIg0UwD4Dghrvhmo8ZOn+SnC7pGrtDpfR34U/A3wuv7w75imVkNEbDjYSCYtsS6V8nnXVwQJ2gJ0a9MtA/MQnWpkkEFJgxVm1SGiNtqaTaNDwuQRnCm3ypU6pkhoedDg81Kuv74Mbjzjjuh3WkiGD8Kx2+4BV764ldwNsTcwhy8/NWvhFMnL8CtLziGzc7hRbffzKbr5sYm/OlnH4Rvv/ulnE1BaWW/9u8+AGefXYPve8td8K/f80tw7Npr4fobjsJHP/IHQAsrHj/+AnjTd30PjAZD2Nxch0/98T0I6hehPT0Hr/3v7oI/+7PPwcbWCg+sG657AUx39qD20oely5dhZe0CtnkItHpB7BkbIFHbTmElxFR8em/9SEGZPm3h9rSgOPDK8OYwEMFN3COHTWbY8b6k4KuB46TAmazvX3RPai3sZoZP1jW992rXJgNgUcBMWAlV+g6byCzaRxrUtkXwA3/vBnRB+9RJVOm6GarM1Ho0KDCy92bQeyw4bZlKPuWbuHaQ+dY55oCATsHO8XjIG2qnNE03034uYU2ujqdPn4P9e/cyppDgubK8DFvbA5mo0u7MtUblFlfE9k9jvMvUnIS6FmnanfmyDKCN0YwgNhBC4M6koiGUETohWoBEU9u9SlAni80Y8Qz0Q8DRcCnCcZQfEGe7WQeZF6LGwJmBr7hbBKAiSItPNZECru4HrmddiGaWO/Xn0182kX6YcExmmiEkIEo0VTp4dcHY9ejSkZmGgfHpexU1F2+MGADd1egcBG4kIJggzVSQVTCC3/u9/wAL+/ZCEwXar/6bX4e3/PXvQ0Bchn5/CHPze+DQ4Vm8VsB2bwv+5c//Mrz97/44tPIK/u0vfwD+z1/5F/D//NsPwL2f+jzsP3Qc/sW//Cn42O9/BV7+qpfBP/rH/xDu+/ITcOiaKdWGcrj+2J0wXKEZmwvwhu94JdZ5CH/w+x+D73/bD8D/9ANvhfe//yD89m99AIG5A//kZ38G5ufmOeA1M9uBd/0f74HPf+FTssWVgkLSgUHIpgM2anmZuDom8Hk3X6L57tOshzpwTWja+s8kyNiYmZyFNvm+0DPPAZjp9TAWk/snNeerBbDSsnZ79+Q9k2Wnz+7uHqrXva7lK98awfgesxhMyNF54swcgqbrZJ0ge877LDwTFl+CBLtZcSFQl9lwnDJZabuq3duT1BoO7t8Pr3rxbfDEicfhkafOQ6vV2tFmy9iY7Mf0HH2WpYflK2tAfmxbEG44HMHefQcIoEcFqtTs4jBgyHVLe65rJi8NaT4TmkCWBdSoDQDtkhgT0/NitkJg1pA/HABG832dAb8SHFTrViAzCRbdDc56taaJZ/ZyO+tDZQyyNPc70eRTTcrL8obmKzYBYO2xOtZW67JauGTfNRdem0jrhC4JE8UwWuzU4FPWC6LBu2TBGxcu1AAAz5fsBjCNTyPFwSyaGGg+1iu1lmgaPvHACDUF8gm/4tUvge56F04+tQ7f9eZvg/f/378HC8i0rE34ARsXg2EPRn4LnxnB0WNH4NDRQ3Dk2CHZSLXRgt/+jY/BnS+7FX7wh9+MAPwfubatqQ782N9/KyydxeeGFczvm4GN9T687q674U1vugve+54Pwt/622+Ehx54BC6cfxY+fc/XoCopAl7C977tLjiM7yDzt8pi4n8MjlqYZyf4OBVkUXPztU/jh8oABera4iToTj5ndATtX699E/huYhDvBqDp9fSeVBtLtfyrgeTVXCnWjknQ3e3du/1Oy0zrMfmuyWdTLEm1zjhadMd0XcbAxpkLS7Ymio2BtIuauIjLLCzkr2+lRQdCb6TbT6X0JuEgmnYU9PQxPd2AJx99FIZrq7QtCKQCeZJ3Js9ZG2P75R6ab5LpapszqHws7NlD948pxbNleoUBEQdMzDTAfxb3zODfHJw9f7mmDTBYWcpR0MqEQAZMogm62ipQwarn521mXEqEdH2rNHMgdrxIxATokg6OPnCjuGGzZV+AbuYqZdsOIOJOiW2pB60MZZOODDWaZDxnKFfT2nKlK2jdnebtBs9ElDOhXB+ICumbgh/ZmRBz0R3FZ0J2ABMnCrBg0Vj50vKYmpe8L4vM9bnPfobPV34Ef3zPn8Dpp5+Ck6eegvPnT8P87B44f+4ZuHRhABR4uXD+DAz6XQTPLnz0wx+H7/quN8JrXvMyBrhPfuIzCNwAq1cuwL/71S/C3/+pn4CtzS0um4I+rfYU5HkPtmgJ23GJ2soxeNVrXwzPnFyC/fsWodnswPe8+U3wiY98Fn7wx74bHrz/JBw4tAemZ1vwlS9+DbzOkgyCWBnPdp5JzdBJANtFQa0DHICh+Q6QsXuvBmjxMGWmDpTpu57bx61dkyyCNXnv1UB5t/o+1/u+EW06fWZSOE2Ws7Mu0X3pfbyejqOQe1/LllGN2ytWeN3mbgIcffhuu9Q7iIMm+uZNv5tsZzg4LUrqQG3c2tqEfp7BUn8Ag0GfZvztKtQn6WXfUzCnHHiasVqpkCKQPnbsKFxz5JAsluSyRpHVUs9AGVsaSEnzC7PTsIh/Z+Ei0EaJQatVpHWqcYOZ10HjDJDKCdiVj8CZZibITJp6xwVQTUzJCOsp7PlwKfcRfMwHKws3JRqjbv7K/l/KMQQJ2PGgsxxAkI9KUdPpb65T4jLkt1P5lbizLYXNgppmETAQ270groNMZRg4ERlVktWVKQCza8dHf7gBbsnpZ9EsNALE7XoS2lvWobVD+yywcLoKjBUl856TWZ4VPPLoV0Sw4bV7PvUfmRDEN5/5zMe0qqadAnyYN88RRvzUPR+GP/7kR/FaAzyvhFLyioYctUCw/1/+3glafAdo8ZVhbxP+6U+9E6Yas9CZ6UD5UQ/DQQ8uPHsGxmMPL3jRLfDVrzwIrQZNCW/Bl7/0APzv73gX7Fs8AD//nn8O1994FE6febjmhwx85lTo50k0t6ZV7RxIVwMoyCbWbLF3XRWUE1C76h07AWxSq52sY/o7nQSx00LYvR3PBdTpvc/Vrkn6yW8DQNuEIdsF/CqIHbV75oModxlbcFml+206CQyDKpS8U7YqhTYc+DmI3aylKW4E1Ekspp3Wit4BOm2VFQ+zMC9dXmHFquQYgttBn3rGRupTjwKc9nGl6/Pz03D08AFYWdug3WO5drRg2eL+fVTOqHB+HCbZcYPBq2tAAICilM7NwZXlFW5Ipmk1kfFBxY/+sLaKSAzSrgq7EidOf0gYJ2VdF3RHMI0+4nAIkSWd5UUryQIlwp509QluyT30y1wzag5J55p7oi7JQU0Z087jpwqAKs5WDEFPb3sGGhqH0hT4IAosiIIoav8eJsjCp2zSig9YEwWigG/USmyhdQuC8JVadDAKCu/jNZfSKfSX0t8JaNvmvGKmRTKblRAAnueP93naOzibUCDt3e4vh7qX5RhOnLpPhRbEEfYYT4qGz37hjyKrIdDf9+A9nD96ZXkL/uef+Dv4fVSzqkBpBOkATmT9X2i2J+Mi3RyW+9UUh1TRSB7dTRsN51IhugsoX01DTc/xWJ0I9D0XkF61Lkm7n0tjv1p9rn49kYIgW+fF83Skv+3PVoCLZVbht2XnZMlQ0vFFwT5PWR3GkyYWRGmqzetIwBIMgCc0eZspGVsi9fMuLnhUcVtjjvfV3UMebP2W0KYEwGmpAYqhUKCTYk60sF2Jgm1zax3yuU6/cNo7pqlG9pbCacW3p89d5EJp/YKaZE1eG7w4iXkhM9Imy02UtgmiQe2UC58BFGK/yIBLQCbOWIQEDH1QhUXbraOduTtcUodUWEWfuzwbzSpXExwRZCFMFTYBFV07JkicgoUKMKt/AH1rn/6yzjYkUMe60SQVGHWEgAlB56zRyW0uqpjONIq6MIm0sHJdbb2m6IqqN9OeM/qEHHOlVeWNZgm8WX29cZ8FYkttp9aXb/c8GUHW5cV7USPhItXiqI3JQAdtfI0BE3CqsUcqMCGZpBR5U8kRu3ZC0biq6yN5/XO5BCbLSM9dPYgFO+672u/nemY3sK/nicfjLyrTVJL43Y46+BpI2301f3Q6pkEynpiuuj6zg6gYQFKSTxkyqY+4NUzDUdXDBniCC1Et0W4OrgwX70jomvb1zvbqmUS40mQcsQR0Eo8KsmarRdsJLheU+hRUcXCyOayBl3PB18V7DtL5TFZc4sGhq8U5H4epaaA2zjko5FxCdqhrI7vRT29UF36NqTn9jOua1zTB2H1+Z3mZLTs6KRkgtB0SIkfxlIJmov0kh9Uv1c52b5IRRKR+jdUdxJmcAUATeBCihcWq7Lfgva+9IrYpOaV0g6A1+DiD0iW+a705itOE8YxMxsA7mFBBOIsCYydgQch5TWoy2XtRAPpU+HgIs0STe0IjlbYm2IwGlWpCtpaKgE8WlAaLO0DwdUbBbW4yUCAINHUJoHvrO59k+XzzIBvIv4trZbfP9Ppu2ttu1sHkc7s9M+kjTe+fPNL3T7YvlpvtOLfz3lSbLhPBHrVlb6aQ9nV0nzhZyVGtYJ/QX0AwkaBgfZsAK5+tknqK4hfVyizJQaBzAAAa10lEQVQOXb3DFpWLoB7pcXVhpQKFYiRJQI5mWxqPCUZlzE8Ls3th6fLahWI0GsT56KYlOpFKNo3SubjuLkXz9y3Owcteegf86Z/fB2sb2zJOkv6LDQTRtpzMMmNgcomW8xyS1xtxXd3/6n194aOa9uiDmma9FEHCTQzq5BAwSa6bMpUgbWDQiSpPDghnD2p9orWhjOkSTSvVoF0CZqlfGJK6aAVkISovMxe91qFmMcYGuISz+G0KovWmmLYu5zINKnoriw52nCvbBppEzKztAWeADfW28zcdZ7mtl2BXfBKNt9dqnzl9Wa0thsdK6zDZQUE67Z/QL4m2ZFZBzdVkK9PprZVq6Lb3pdeumeTasNCY9zoBaZebkrqkwbQUsNINTCef4+sTC8DvphFfDVQn3zdZ9mQdn+veq5Ubr+tQvMr4jpqqXZ9cIttUhPGkMTdxmFC1ddfjO2O2RA4WKOTz3nzC6ftTgRR9xsJLtk3ZJPiOIaT68XgdKx3y0Ma6MKoUnFNrCnj5XSqHc+uzkteNZ4Uqd7T2x7li0BsMs2yqaa82s5o3H67iCmS26Sppz0ePHIJyuA2tVkNT6RKABJkM4msDB4J5mPl4e7r4TqrByhjPwngKWmy8KuBnU6tDR6V3+LAiEJM9vNOp1gPhGTpfWe4zJINZnwu4Gers0rdAdMNIR4QlNU0oGG2twybOW1DDal+f4BJ9nSbKU61S2uZrswVTAy1KmwTy9d4sdFkyyExjBJMTMfBqtQ4bgdKml7aGiL07vDqCcq3fAq/ou+wZEyahsNBcrYuHGtU8xOCp98EgSO+xGMH/196Zx1hy1He8+nj93puZN/Nm9vbaHKtVsANrHNsrZEQSSGyCYm8sQwjKYaLgRNigxSEg5U/k5A9HKMQRSGAlQUIgQkxMCNg4shOHBBMUWOxgfGAW7Oz63J317lw77+qjUtevqrrnvTVee3EHfz+r2Xd1V3dXd33rV7/6VZX8ISzlt3dGqqIzrqLA/eCqFpMfJm+sU6mUL55N4F/jBMaJ8zjGieUGUfbMxucS33HnULWW/f1O5dMe72IxUVCeC2nj4T0BZL4Pnd7JSkiKXO797p9byf5wLXbmKmeqzLQFnVf2rz6PdHwvusf8SgPqqHBRKF9h9zZheMy3ivX7an4WBbUmzPbymRPizGNqJehpdcNYu2+kbzrP86V4dm7zb/X6vSv6g+GWPEtn84x3Cp7PiETbRcHb/X6vKSyIJGk0RkJ4l1PO4gcefGR983x39fDjT8i1M9uikE6LI8wKAW+KjElaU+2mZwJp68d+9oWN2cJQlG6cziZXzl1BLHXcRS5Mz++5JW2yFbW7DS5lk1YzkSvGdNizS2usNxja26P0WnUR62MX3kPAvUS5KcDUseBGJ1FTijN3y/UxlZuGxEnfQZtdjMxYuye3o93skUm4rA5Q4fVyliwFkwecnt8wcF+oh5CZub/pdpmKlJHAhTZkz94XTvVxdYY9vaMWO2ZLkj6i6/izT0BVxyqmud/X4VvP9kxKI9K4J946g+zzVdnXT7f0vckTvxPYVpDmfF0HsFeBlhVjg8CdqsNwnAja/fw8mQDd4urgFF/QXbaME6rJ51R1YfhxyuOvwX/lG9LduI38zXOxqgXbqdDK+Cph/RqhDjwLxLkd3YhO25qqXJO+jmquca+htTFPrJuH8oB5pTgoa5H7i9ScXjRj3sY8dutCMhab69Vrsqr5QLhZoNsUVDMQMI2/+IUvfkVs/ZXqJZwub33rW+dEBbgsBy2ombJEIRqOMiV0rz575/rx48f+VYjqQpZmC4N+b2fSaM2r1UUCZi11/fybRRjZhAsmETQZXSp0XoY6M9HdLC3iuuZ93Z5zWZAP2ZZNHXbv9x9TwzfVtvI0QlfIIlL8StPcChEVV9IYo0SuM5CEkCorugbm9Tv7lZCLVylZtFYMmB0u7hnJZiYyrkPB3JBJcY2F9juH3oFJOs1MfX7TwQ6yYaZITLSE3D7Mi/zQee/8hvYXb1Iq9V9RvrcbO9MCZxx5h+OB+01v74W+BWWXlSva7lRPhescdmJkCyln9lnVJ+wsf9v69K5HuUlMNrh+AK/CHSPe9mTtPWFW+H2q/k/fhVLNS99FMm6fqsXsCzwJ87hh6dXz2LjfRpF2nwPmIhyoDFEfFhkaWgO4WoqKQt4K049D+7i1OpnJMjeEfHwlUTJmvH0ZfRN456KML+2ioBaldnvJuTNkhFJsJlz0npfA+fM5GXDGzcGMqaVWE1ITRplV4GniMJGujGhSAj02x18Ad91118plv3aZXCEySMVB5Uiy5dVVlokTe/fvvOvQB96//yra9u1v/40PPfDwD/5ylOWqxpAzXE1NtdmV+6488uc33LBDbiNXSL744vO6RdGeS9N0LgyL2TTl82mRdtdWlv+mP0iDnTvPkkN+0/X1tdFwOJBBtmEujWC5/phIOB2NWJob/48p5WQhPfn0UXbRBeeyg48cVBOymzuqH5nA3ULrW2N2Eye8rlw6kau4OAJjvWofvHmczD40psnhiR43kwIxfaDSRHzchQMG3pwn8tVFmGqXU8Yze5J0XFOcdVXgd+6pbdzxS9DlmfMITIKl6UmrJovXDNfmXrDRFUIVp/VVBM6qp0UfzLGsUPuYvKF6x9Y1Vly5J+zmvlQs8Cp+Ra5bumZ7z6biZg27SdCoTetuoYLLuBt6z12nqn9w/xLpl1NZwVWqgvtcbotxnGqfSW4Xej/J114mMr+TSyOkxM0L5XnszoeeWZV9hbNyA3JDMRMGp/ZwZdce2jwR3qmUQuGo9cXMPjy36Xs5owq1clWw3FwrVTgb81C/Uux3aM+JNEGvEO581Eki54MORi+6QEuKrFgUB9+mzPYsk1+o29CMk9Iqx7OzC7ftPGvn7Ek1GbZekE/G+A56vR/TNmaF5KPmz7J///5XLh07FKysrrEtC9Nsz/kX3rJ//weuHnc+cq2xd77z0k6SzHaLQbDAW42FIi06WTbqZMO8e+DAA3OjUTY93W5Pi+ybERk0k6ajdp4X7SzL2sISaIvvmuKGzDearR3yumTIITNWQhF4y7er/zx/JisZ2FaTdKcgszWAtQH8GqC0nynMxvIKTKUcknVrrWP9oEVmRznZ+u6zN7FWq8u+9+DD4lxpsnJPYY2Q6Y5H8zCRTnJvE7oeOkVqIYyBBIn6IqjSs5lgBMmPTAlKvzNnNhtBJ/F16TipdE0pW6VSzWorZV5VUq8e9Esw95Pxj2dbUcxa/xuky0+znCElxdVWuU7PVnYT3BEbDjGutXGKbcd15I37bdKxJx1vXGVRTXuyhW6PZrLdza3t4KXv7fFImMliZnSPub1f1L+h3HCBc2m4cw5NpUC3fXx+W0t4w7UFprZ3q9z4afkWdLkCc3kQxXrmPfIEyPRoTcu8yOVglv4ZEei4Gf/Vs8eOv18270ZCoIssVwVxaWnp3/3tPvOZzxwULx85nWOsrDzblTOkzc9MsWNLJ+SSMxPXOjNrja2Yv8OnczzJ9fuvvel/7j/wx2vrI/b7734P++EjB99xYnFxcabbjdbW1priJkyJDO4IS78jPkuhn+2v97tBGM2FUdTJi2xWVJLT4vcZ8dBMi1q+LW5XM4qiROSPnARcrbgXRtTUIdMtKLcCDbZTTX9gTgKd8M6K/On3hmzrtpjFiRzzH9jHmhY7tQ+V/J9GVZKAeB0ktAQYLRFlUqHDO+wDXxFlq528einuAebMtm5MvaHF2dZy3FnbvtEe6NaEC2E0VhJZy8a1Q0JvW1Le2pDqPblUCnc+zJU/Olm9r5lQrCROZKX7gsQ9AbP3ykveCGdBFa9HyUpl3rNgrsvv7KvuN0ksN+T5BMb5qf39Jol61RXiLNiKWKlrkKabtBxz8wz5gk5ugdJDryZO44EOuNV78A2LjJhNmVsImtLw5/k2JkTluOVrkqmHdjvOXYVCnYG6U9NFgVTzpFwpuEic0CzlxgvvXsnBL2K7RpzITsLeGRHoO++486Pi5aNnIm3is5/9wv1XXHHFq3q9tUsWFuYPXXfddf99Jo8neebIk6/+7XfsY48efoItnTjGtm/fft+nPvWpQy/2caTFf+mll3a2bdvWHY3YrLD05/J8OMezrCEsgjgtiiTgRSdqxBfEYfyrQig2ido27vd7XFj9vMiF9IeBnNG8dXI1C3edv5utrPXF45yoycZpfVjZtuJe01IbIVYazUYkMs61UHL3kACafdVXoV9VeJUMWbXKimeeYDNWlWw6l40dgN5+Tv+0oW0+qGU3xX4Lc3Nq8OKJlRWlvkbqjC+RMtudekBGkddscC0B5kZjetaQvVZyTlshDErZZ/Omcq994ab8rXZ2SQprJZJdSeLiCfhzCPK4zj9fNH8Sa7qaTvW7cQSB6yty6TKTv344nPyFRh3qDayl6mUnp2fKdCJye4xStVe6F2FgPNaBcy9w8wCTsIYlS7hwk4oZH7h+Rp2rhVXy038/qXXh57UapBLpBQOcuOvfpqfV9KXrZ0Sgf1rcfvvt0ho+bYv4+bLeS+/54j/duevE0jI7//UXsle84lVrZ+I4FYv/BSHFfma2NS2jazrTm1uc95pxHLdGo9FsxKKF9d6gG4WNblpkc6LQz4tncW40HHYyLiz8NGsLDU9GWd6MgrAprMVoanrqNaJ2b2oXjYs9tq4OTra4DdJ2hde3+OW70HWskSDr7cx/XK+VWQqy9KKAaFtdrFzhlD7+V5y1hb3m1WezdBiyu7/9HW8dwcA5gHjpbFyN4/1AlYPryA3stfqLI9hTNwWXrGnbQvfcJ65CYuV06D0rixoNjAjs767S8JkUieF/nvR+kihP9h2zDUJU/W0ck3za7jtnrZpfXH6XKqNxx6GY5ZC5GSO9SW7U8eXzWA7f04+wC5sMTBoqjyl0Vt00bQHv3LZdLQj8+JFjpXMY1wFbrfj8bfS6kcyLkuK6IhDnd/LkqrSg/38L9E+br33tzo+Jl4+91OfxfDBi/6JVJO973/t2TiVTr19dW+2M8lFnOEznkjCZFXb79GA4nF49uToT5MGMMOTbWZ62gjBsiiLRFo9eKx9lLfGQzuSBXKUoigs1Bl9254SBenBpXciQ6xW2uFqkNZCrTEi4spd0YdGWOVk8+qEmRZTbbdm+laXit4suOZd948C9eh4Fo8o0+EUWDDuvuSzIZu1DaxypwhqoDyF3hVmV1Q1NYWOF05daWW06tsCa4+ckDqWFGMzlkM/T/KNlwZRF6BTepMfGVGzcbT/Bmqueu/+9P5dx1cq27hgzVDm0i2+UW0CTjkffybSqU2/q86l2shUbBTAou9l8a9kZCpFp1ZhzC2hEILlM9CruRVG1fs1lFLrrnskWpslX+dv0VJNd9oYLWP/e77Fi+yb2xJHjduGFU3Wm+tEwdN5y3UV174yIc1MZyW1mOjPSBw2BBs+PT37yk0+Jl6d+mse88op3fL6ZtHb3hsM2L7JkOEiTMIiTrEgbPM/jwTCLeRDGcUOvgxSFQfjQ958M95y/O7jjrvtE4WmrwhoqeXfBWYF1ZxjLzKw+HZjmttZKEjCyzpgJFQytItMoyMATQpVyaA9iTWfdxHYuCpqxkFoRTmN12jnz0gycXviSyCsWue1E9loBErmat2y657wwLhs9C6NLx7PuoohVreOCe7HBvhgFdH2TLe5x4kWiNm5ie/2Z5uge57KhUYYh43YKAOO2Kajzman7bkYyMB39QccIKhWEN7+2yoDCtsyoMSS3bTYa7O57v8OOPbvM1vt9tQYiDVhxcdzuTgSBdqv412guUE01moj9ZSiyWt9Q1ilRzP738SfZzGxXCvRJCDSoPV+5/Uu/e7r7XvWLV3U2n71pl3ibpGkqC0vG06LJwmLX2vLJrXGzEaXpKBElKJKzxhZFKoxlvrUz1f2jRrsZDgeDIA5jluVm1FigJxArcv1eWYJmMIVn3Grk0F3jQw1YYQs7ze5j/d6cIjrIy+ISiZQlzpxFbJz3/mo+FGrJjbVIsx16QwiYHDu297V7WGPxGLv7icN2oimqVHSl4Z07Lws+Jad9pHSdgduO89K+4yIYJnVU6k5FF37mKM9sVya2Z+tcHl6mMp3n/hBbzgr/Aje4ekrnx7lxjxSuNSX+9fsDYUUnrC3yM1XPgF6mSk/s7yb+pw7GasvDt/rlaMGlpWW2sHmTsqYbjVj8JWzx6HG10vpjjz0GgQY/23z5ni9L9879Y356rk7l6+iNDtN8Z2d2dr6b59Hs+sragiiX8xnnnUYYdIZZMdOIwllR9mZ7ayenipBNDYS1HxTRdJEV7SiOW7zIm8PRKBHGUktY8YnQpIYo1HIGsjhUY35VOINycgrrNQgish4j1TpXczUoT4zxiPPCE3FmrUUakesP/Zds2TrHDi0eZmdtmmfJ0YgNRrlpRVDEkNyKagzznpJQJmThBgcVxrIszGfStIrv3pnmzpc/TrSti4mN+95Lr/LevXoe+cAbVBVQlWKvxHyiv3Lg18bOPOcPpzliZCvimaNL6jhJI1FCKltThbpcL467cq4k0CqXzMQh8qdvH7iPXXnVPhlwwBpJLCrSKbUAs1xG65Zbbskh0AA8By9mp+3zQY7KXVjYurfdnPoLIRDTw8FwanV1rR0HUXMwylRo5nAwkhMeBCrsLMyVSOjyb3zyXIewnTgxZBdeuJuFjZCNMq6WtiN/Cjf/a1ENKoJXGKM0LouucgSXhZI69Ei31XZm4FHA9RyUoXHH2OkWqHfUQGnpaXQ2jrSsCjd9Rz7xwqxdqreJmD8dQRBU99fiW9iFQ3NG04gWVu8jJcq0ZFaeBSovQjWjJ8k8N64al2/j4sBtZ7Kx8qXV3Vsfsm5njnW7XfW9tKB37Nhhwzwh0ADUFDkqV7z8m/i7+Lm2vfbaa+c6zc7OqBHtEAK1LePFJvH15nyUbxJFfUHISpfl7Yu/cc89W9ZP9tjc3Bz7hfMvYj/68Y/+mqdZNBiNlBs0K4owaTTfNtvpnHNyvc9H+YingwFnYSRNPxmqH6nFN1TMOEXq5NboVh2vjKxJM0BE9fdG1q8eGHFijKJ4NvqsVbfwmCgRK+CmBUFiP24B3skhgtVRhM4Sl2LcaiXs8kvexI4/+hj7z0OHVD+AXmSC5uiQQq391+Srr7owqu6cqm9eWuTNpMU6sx3Wnp5WHZYyrVarxX7pTW9U1rkEAg3AzwA333wzWfgPT9rmTz54/T9ccuGud60NBuzxJ46xfVf+On/Lr7z5g8/3WPv27ZtnrDUvXTTD4VCG5CR5xLbxnO/IsvQcYcLu6Pd7W0MWdnkYtHieN1S45mDYECIoKoFRKPaVQcyyFdAU4tVstZNNWjj9DkMXpE7irj9yOf2kmcXRWaNkvfriXHWZaOEMS9vqQSOhtrZFOtu2zLPFo8+wKB+oRWHz3A3qKpn7jJWiN36SjlGdgp6cX1rN0pWRJImy5JvNlvJDt9tt9Z0EAg3Ay4QnnzzE3/aWPSxoNNnxpSW2tLR4WuncdtttS+JlqfL1gy/k3K6++urfzIbr/3j4iafV6ONud57tOW/P6sEfP/a3PEt/Xmwy3x8M2qMsbRV5IdQrT4TQNrI8jcVnqWNydSjp7olMiI3yjoehF3rHvNA+zkvroNqwQSmconXR2dllh/OenGWDxRHN7cg8kXfx/X7YIVnR1UV9KYqDokRkJbF562a2a9crWdzQMhybycWWlpbW77jjX25973vfC4EG4OXCYJh995Yv/dfFK8srQgRTdvDgo72X+pyIz33uc7f+6Yf/sLj88jeE9z/4Q/bNe+5jb770l9du+sRNH34h6dKo3F6vd06aZw/Ecax9yoWZQD8vWJaaKU9NqOOjh55hPEzY2qBgrWSanNSBjdoR+8lRgDIqSLolgkCv1eqH7ZFIU0y5GzGqXSRy/7jREH9qSDdLhyk/tnriByurKzd95CM3/B2dPwQagJcJX/3q12o90Oq733341qXlk3sPPf5Mcvz4amNxcfGRF5qm38G754LXF/PzC1IxpZ2tFhweZgO2tn5STeo2GA5tJ+PRo0fZa193HnvPNX9w//XX779g7969jT179lyQDYd7l1eWdgvFnm61p48defrp9VFafEhOr6BiaHI5uorFSZJ0pKksxZybAVhyClE1uVpYKF9zu9lmi0eOH+33B39/5MiRG4ybqgQEGgBQC+7+j2+960ymP+z319k876gIDKYHtMh560fCEs6kQI8GQkj1PNJyUM/mLZvZ1q2b1aCsAwcOpPLF/FW5sfrFNddc88a5ubk3ZaMRW1tZU12mo34/ChuNaNgfsulOW1jXMVteXvnEjTfeODE6CAINAHhZUPDweJ5Lgaah11y5N6RVe/FFF7HZ2c4/P3XkqT9rMO0UbsZx9NBDDx0+nWN9+tOf/pZ4+dYLPWcINADgZcH2rTtuCvLoMukDTnsDVmQpS1grnkni5rk/d96x1dXl3/v6XV9PX+rz9IFAAwBeFnzzm1//uHj5+Et9Hs8HCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANQUCDQAANSU/wNRAdWtFTKDywAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>