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Evolite IPAR740RGBW-Z (Evolite_IPAR740RGBW-Z.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="IPAR740RGBW-Z" ShortName="IP740RGBWZ" Company="Evolite" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>31394f15-b7c1-4f14-b9f4-10455afc5fec</Thumbnail>
  <History Date="19-03-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="25-03-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a52063c2-ea9d-4742-944a-04849c2de3fb" />
  <Control>
    <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="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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Jump" Display="'Jump'" Dmx="6~60" />
      <Function ID="3" Name="Fade" Display="'Fade'" Dmx="61~120" />
      <Function ID="4" Name="Skip w/auto zoom" Display="'Skip w/auto zoom'" Dmx="121~180" />
      <Function ID="5" Name="Fade w/auto zoom" Display="'Fade w/auto zoom'" Dmx="181~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="194~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11" Id="b454e325-d875-4dc6-9c9b-e68b640816cc">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2fed81ab-b033-4e1e-9873-64ae571c4814" />
    <Include>
      <Attribute ID="Zoom" ChannelOffset="1" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="11" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <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="Shutter">
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </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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QtKi1K0WFM0i++3qyiORB+J0kssDrmzZv300ceeeT7w/1buxheuATt4hPjggsuiFRXV99fW1t7JCbnpLKcXvYT0MlZL26kE7LuT+sErdsc8h4kJc1b5TNYHvj88DlxlYYNkgThBQsMChXamYBQp6GIqdQxJusChWQnoVA2qsKUV+qdCodD5mAqto4Kyw+jWOdrlIpnVOQFIjawfjpjr5uMWyrkLhDIZiry8WF3gHgR2oeoj6oaPn63PVi0tfNdQIzfB23fGg0A8CwlTQv5fKc2ZGjDljg1NTUpkpa08I6ODnzf75x88sn/7/777+8bzt/cxfDCJWgXnwhXXHHFuVOnTr0imUz6YWWAIPGsZ/kBUnlO95b1yT99ua6YhcSdChwQBQ17Q/YN0q6pSNPMiUmlnGE9gJgzaQ8Vl5nKqwgiDM7vIcNKk2H6eFGGQgi7S9u1n6GsveF9yGNUM6s+SoGMRfEee3IxnVhFwUgDE/RqMtNE/qBB1VUWE36Geps91LjOoHCJSeFii3o7bOsDkSNFEVbS/UzgTMbFZUSjqyw1UCRTtmKOxmyCxveBbQI7BuSOeGrEUB86J0NLHu5W2ZJQ0BLVwd/Xx9f7z3w55o7Qn4CLYYBL0C4+FpCiXV5e/tdIJDIVfih8X6lzLGQLiLqVsDr9oRNwLj/amYziTPmWMp2yD6nvvOeUpPKJC4vsCA34vZkMJgJZRYcz5MFfO7aBgqaMUsgGEkfA+2bWs/YdxuzLBE2nUab7q4Q11SRk/BUmzWnKDgHpFzLZFpRMYZJnwizvo4klWygdAxFbVDvepNiAh/p7UVAJ52NRX7dB8T6Liis8VFJiR3/YiS72AAByRrQJEldQJwR1PWB1mLz8kH0z9OIbLapLCx6I7shmSh4/f/788nvvvbdjJP8mXAwdXIJ28ZHBqvmb48aN+0VXV5dHrAaQM6wNEDVqSEgTVd3SkGc9/hnQ1bSsB7LFfoWopaef1NfQbRMhbih3PO+/V5KqxniUim1rMmhUBbxlJrwA/6EXEHl9rJADpPoIer2JQTvDw8xtoUqS4aVM/DqyYoiLK6V00rRbXGHM8XnIZ7xDXT2GmsyrbOABJGHXnfZDLgeKyRcqIW+ogzKJKBWycp44k4k6StTB54JBIx4zKLbRouoGVtKjcT62kk6lLWWlwNE2LXtQ8flsq8TPjwn1GXrrvQFldcDikHod/L2NgYGBX/Ap/Nfw/iW4GC64BO3iQ4Hi+b/4xS8eHjVq1AlQzVBvULDyDG9UfGe9RChIVw+z0z/Xq9NlO16rdXELL91G8AAR4ZZeiBjryEAgFe+wD4SoHTM3rZRnKpvG4Q1Yyoowlc/MijqYgcfBSpXJ2WMXNzL8/0eW+RpZiRf5mQcKSQExeinWY3vZmZRFAV+CvIiXjnsoUGTHNtvKl49jJMkwU3zuXeSLFJNZVEjJaJKSA2kVf107ns89alHzJq+Kf+5lvVs86gNyhpXR15/t4oIdW3YWIsqVqt6HcZP23ZPo2X/2qCgO/h3UNcdAxgS9gK/Xl91WWfkJl6BdbBeIa/7lL3/5NpPpWJTulJ56UMzwRJubm7dSxDo55/Kc9VoZ2B/UNz7DvnDrLqFzIGEsAxGBnBEdgm2lwL3EPkuiy7xjk1RaZqoYZR8TekXD4ZSKvsuEu0Ep5Y5GouqJmFhMsSI2yIPQCt8k3lE7k/Bs3teLauKQspaDx2v3GEwOGErNIpYaUR3BAovKa0gV51cJKJgEzNiRH4b6r095yAUlHvIW1FOyP0rpgU4qZFU/dnKG1q0wlCJHHDWyEbFdPI4iTHZVPGXH+Mjuhhj/YOKyoTZFxYWkvGjYHBjEECPNJB048cQTf8irXDoifyAuhhQuQbvYJi6++OIxFRUV7zCZloKUodikz5+Ey+GWWw+dcxKzvJfXIGUksKCjNsgWmXIgYWmkCtIBOYOs8RrxziBxsUdkPUCvfDeuBirWDq8zKEaBwncpGDmTou2PU/vG5ylSRhTrMyg8CnHPdg0NsjaTmVytYqFVpEXGx4Rue9Nev5UlXTuSA+nh0XYm3ghRYZE52DAW4Xioaod4aSSyWBmbUD2YgCxcR77gyZQuWEXRzpWs5k2qn0jU1W6owv4gdkR9FDN5Q1lDUYORkaWIGtOGYRdf8mZswv7Unhn6+7Iedbch1w1dZJi0v04uQeclXIJ2kRPf//73pzH5vspKuRBqFcQKMgaxghhAoPBEoXJBpDoZO5NPQOxbtmxRzVyhnEHAZWVlyrrAtiBdKXgkac3SwspZuN9UJGwHE4vNASLbf/8khYqRrcfHHDDJ8G4mf/h3VDT6dErF2yje+55KVklHEMXBhJjwMrnG1CQfYuUs08NknVFZhSppxWMrZo/fThVHUgtTKhO9PemoyBjNXyHomURRBc+OxrBLmppMuN4gBpSnyFP8I152E8W716p4a/jRnW2kmLys0o6JRtYhbI540iZvhN8hHM+TzZ5Bvem6KouC/qj6LYp5A7GD+DrUf+UrX6n5wx/+0DRifzAuhgQuQbv4N5x33nkHMBkvZbL0gxDhNYM4kYAC/1M6Y1dXVyvCFQWtWxkgZtgg69evVw+sBzIHMYNc8FqIWaIyJHQOhC5dUfSIDgCkLMvwGscGQe+5Bx+vC7HNHlvNZlJM1BvJCNxOpXVnULTlN6yO11Oim8kO8W/Uq8qIgmgxx5cesFSdDLSmAmK9vF5RNRWWHkbJgbuZrH0ULo5TARM0CNhW0CBH0y60QZj0Q3+sDPrPKtVtpKGw+5i8nyFfeCFR95UUKoHFwcTebqgOLZhMLK+wJwdra4maWgyVZYjkl6DfnigEk3vVOGLS2JoMbWjq4HVrB60g/D6sohfximcN59+Ji6GHS9AutsI555wzl0n4Qf4H7wUJgIgxOQfVLNXicHsNRYxbbRCx+MG6jbFmzRplZWBbEC+2QXU2ELMUOAJEEUstZ4ml1uOgdftEtgMklA/dSjxMlEgMATkHCuy6GBZIPbWGj/8IFZTPo3jXfayQG1mQ9qqElYCPVXKC958Gw9oxyEheScXtMDizv5mV911UXBNg8k9RCROpFxmHxj587H0pFb1ZFVdS7bOUD5FRmYXM+WrQgIWhkhPpH0zUM3jbQn4dJW/AoKISUjWnO1stKhtNPNiZqgsLX1Lq6eVHv138P9ujUO0PrbOmTzBpxZoBZf1IISX8JjygzSeXoPMOLkG7GAST89fKy8tvYSI2oI5BtCAA9MsD2YKwYTvA5pA6zDqJYv3333+f1q5dOxjhARsDrZywD+xL/GNs57RH9NA5JzkDoprlveynvi5FyZhtTXg8UOSmUqmwGBCXnI7+gwIlY8hfeBQT7R8VmWeCNimbJpM7Cu6HIbpZ+ScMGmD1nGbSTsaZxAugeH1UUJgkjw+Ti/CZX+fHClbMGbuzt2HX5YC3DavD8J2HAGvyWL8iM9HN54iCG8Xk9fP1gu/MxwqziEfxf7s3IpJY7EEBKrq31y7ehJsILaOdQkG7U3hxOK7uZnA3AqsJdyd8/Sq+/OUvj7vjjjs2DOOfjIshhkvQLhS+853vnF9ZWXkVVLL09QN5wkIAEaPLBzxkEIKe0YcHCALEvG7dOqXsAJAv7BBEHEhYnMQz45EruiNXAov+EIjdIaReUsTrowQoEx+YDcoZ0RwQ28FCU0VtZOJ/IX/4W1RUsSev+zoN9BAVFHtUQSPEI6tdmnZNZxBnfCBDhUWsdMuDlBqIE2xnX+hgJtNVrNKbmWijStaqSUGf3bPQroaHZ7QPLOZz+wzv90EV1WFYjTxg7EWZ2MvkC9ZTsGCNyixEAksU51Jkb1sUQbcX44N+hj47sxDnh4JKMeb6qRMsWrWhR/02GPBwXWEJ8e92Oh/44uH8u3ExtHAJ2gU6nlxTVVV1LggP6hiFeVDqEgQLcgZhg7hhc4A4EeoFNQ0VDX959erViqSFhLEebr+hnkHUmFzEMz7PlU2YK51boCe26OoZr7MTZKr2BiIpEgMWFRbbZOsPsIL1jWNSW8Wky2QeT5Pf9yCFShZQb9Nmft9G6YA6AA0wSSYTdh9C2A5QrX7eZ7jUS/5ginxeHB/HhWkdyDY3tJW1QRF+g6LQCd5VER8bB7tJDQoq6iRglzAlaw15+FqyYOfzGs8L16jEGdQCCYXt0Dt0fUFZUpQuVWxv2d1fDKmwxw+MBQ21Fr2+IqpIWSZss53A3TrReQaXoHdz/PjHP76D1fGXoMakQwnsCRAwFDMIGqSLCT0Jl4MCBpE/++yz6hnLQJQgClgZIGb4zbgFx7YgKimo7yRmvZASnmXiUE/5BnKpaZlgRDJKuBwkbKnOJl7FZP9FRuHlrHC/zYRXSpmu3zNRr2cVvIEKy2ZQqv9ZJkovFUTSKtvQl/AoW6GY9xkK221OPAafQ9qkRMyjivwTLSMlla1sKB0sDf8AGaH3+DhfJiP1GhNtWkVDg3BB0hgtECvt9Tfx/iN8jknyFS7FHKZqo4VHtNekMKt1RIQgvrqYOb+nxyZpTAzi+6g0IMMuTYqJTC8PCJiExbWW0EO+VlOH/Q/IxZDCJejdGFdfffWTrG6PxsScRE6MGTNGeclQ0PjHL6oV5IwqaiAFeMogc5AwSBmThVDZWLeurm4wwkAsCGc1Or0wkpQJBclAZQO65SHvBaKahaRV9Idh2wDhCkRjoMmrQd7EH5gYN5OR+SsZzJAqphgNXK17yBf5IaVjz1IymlHEi7C5cKmpojrgJ0NBe3hgSSdrKd6/SXnW2Cf8Z1/IDqNDn0PTCvL3rGcS/xI/3uIP7BrVJr6v4nFJX4HFkWQyP5AV86t8Hqlsh3FYGxZ5YnaHFRbDKgSvbJRBLa1ol2WqyU6pzKd6GDKJ96NvYklK2Uni6WcjWkYN6x+QiyGHS9C7IRYvXuxhIv4Xk8m+EokBkgZQaF8SRYRMoZIlOQLrQhWDXOfPn09//etfacqUKeo91LMiKHPr9lbOST8QMo4nxIyBwDnhKAQs9ThyLZO6Hwhv84d85PNXkhVsUlEYJrI+QlGVhIKAZnT1zqTsyA6P7x5K9BuqdRVinf3o6O2363QYg5NyafIgYSR8A0Xbf8ZEv4oJnVTcNKreZZRCRojfSuWJoG40uoajuBJO0zKzSS4oIeoDRffyccfwc4jXjZPhRay0pUV78F1GzFbHiLg2jGwquSkp4HYGOMLvkHU4vs6k1Vvig5Et2cp+nnnz5k155JFHVg3vX5SLoYJL0LshqqqqEKmhyFlimOEng3iFfCX+WRJT4EtLpAY+R+r1yy+/TNOmTVNECTWXq/O2bkuATLAeVLOUzcREJFSgU2UD+vaAfK5Xs1NqGt534T5kBB8hr3U0E+2brHzByy+osDlEToAEM6xSVecqz1pVX0PVOEKdaD+fa9JWu8q6CGTjrK11rK6vpKLKqynW9X+UiTdToo9sX9mD80qrUqUgeixT8dHIREnHlRNieJHIUkEGimrQAG9TwGRdwANITK2P1VQQBwYFZHYPGGqbbCcvO5sQiTcJez07wNBSnnsFa+V31sS3qu4H8PU4gZ9cgs4TuAS9m+HSSy/du6am5iubN29WRClFiCTSAkQJGwOWBVQ0ojd0BSulPceNG6cmEcWicKpl/SEFkUSli0KXmGZ93VwRHc7PxOYAFEGzSs7El5GV2J/ivU2sdA2lOkHKXq+HkgMoqA/Ct2wbw5dWCjiYjZwAsYIYTVXQLsjP5fyiUSWPeAiTe+dSKPJFShq/YZJPUKzbogJ0abFsz9ij0rLt2h1mXGW/wCRW5+DzRfizbh5EJvHyRgqG49TfYaiwaWWleOy2XEj/xr5A3PGEpfxtO5bbyHre8NezhM6fjS4z+NrHBkMP5Q6EB9X9RuhPy8UQwCXo3Qy1tbWPNjU1GSBW8YjtdGlDESjinAEQc3biaStyRhYgliN8TtKwnZN5so0oZhC+DAIgZskidCrkXKQscO5fBwt9ivWj4P56u94z8lOSdgEjy7Q9ZqhUKFYkiaDrNjxfJLTYk35GlqSxLitzzwlkJm5SkSGWlwnQXEde/4WdTRgAACAASURBVB3kDx/E662mRHQzefpMChVnVNy0KklKNpEiS8U+LiYK+RrE1sH4Jm9hN6v2Qt42ptLJk/EsqWdwPna4HTIIkZVo+DwqwiOTthQZo651OhvNIeF2qiBT8IOSrLieeGaCdicK8wguQe9G+BmD/0HXwLoQa0O8YlgXWIbIC/nHLiFvEloHosUEoFgZgJCx3n4KkCJHUM4qVrmkZDAGWtSewKmYdehkLb6zqoGhpYdvbvQr9Yv4CdgYILHEgLKeVasrhN6Vjb+Mejf/kryhdor3ZChcwgQdRhSGPYmnvF6ExpkxVuQ3kscPmpUYN0jYVib3AQpEqvj4fUy0/aqcqSdoV52ThJJ0wlb2iajdMdwX+OC7JLqfV161SkKJ24OIlwcAn99jdwgn2+7AHQEGEBTi8KomApbKMsxko/2Q8TigCv5/0CEdAx+uN1/Hqh3+h+NixOAS9G6CxYsXT6irqzsHoXNQs5KiDSsDPjMIFKpYJ0GQJhQ1CB3K2UmiuucsyyTRBcSM2GjEQIvXjIeeqp3LwpDl+jrO3oYg5aTdOlt55t29sCtYifZbygrwBQ0Vvub1ZeOlvRZFmy+leF+cSoo9ivBU9IYfxynnLer5+XVb+aKMqGp1wq/VAGDZ2YYqkuIFJuUzWWkji7Kb4qx6w6NJeR3K406rEiBKPXuyfQmlJB46hKdiGSZejyrcn07Znb1RRhvFm9DjsLfHsJNmUvDrSSlovPdmsiVP0cQWgxPZahsErVscAF+b0qH8O3IxvHAJejfBxIkTn1y/fr1HSoZK7DJIDxOAgG41CMmCmBGdIYrbOaGn18kAIWM7qHFAiiIJOft8H/y5bYuUnaF4zphpPYsQ+wRBm2aamloLqa6un8nTo8gQvrNkCMLSCBbEKcRKGpEYvV0GVUSyleeUfi5Qs4eWygY0VGcVtMUyDF5u9NklRTHpBxvEcw8FI2fwhnfzcdarRBOm26yy9ZClUg5JTULCw4bnjXWg7PmMlJ2BhBgVuYFi/16bbFHmGq/VQOCxJwgLCyzV5durJg7tsDt7wMmua5iD9pSW/BMcrr8pF0MPl6B3A/zsZz/7LpPsRChhZ5+/QMC+B5dlUNcgWajeysrKrepkSKSGno4tNgnioqHE8cC2UM647RZLQ58QlGedlJ1hdE6rQ6BnGkr1OxDca2/4aMyYUvKFFrIK/r2yD3q77P6E6RSrVibtinEGJfvxHYkKIqbtMZs8mJgvqZRtBcP2fdFQljwHMhP+mIl1LX+wiDKJdaygO8jje40CRZ+ldPyXyr9GGdMUk7cvaJI3bVsrlo/sokkeO4oETWPTKdumCYXthrbxKDxjexkUv99vk7GfP+uLongSb5eyZwaV6g8aquIeKV/aUsv0zMpsdqX336+ai10VLkHnOc4///zwlClTrkTUhmTsIUQOfiX8ZFHRElInkRtC2NIdBRAVDegkjQQWbAsFDbUtk4F46BEXglyRGc7lgE7aAr2inXRYwTHWr/PzcfrJTPUwCdtkCG8hgfrOTGaBAi+ToKmK7lfX24X2bWBWzu76jcatBv5JWGmbsD1NPCL8gJe18cE22pN0SDL0LeX/Vassw3TMIH8x6nRYg7U4DLOIMgNRtXe/3+4kHoyUk9ndoUL40KcQBIua0x4+ronQOUXQplL0yWyRJFSzU9szIWOSED8DYqDVtSJLedGARNlkX299sV3s0nAJOs/R0NBwT1tbW0DqM7/77ruqdsYZZ5yh6miAdCUGGooZcHbYloc+uSfECssElgb2D0LGMrE1hCtyRWnksjD0dWVSULYT6PsUYsLzqlU+lQCSHLhL2Qhe+NBMaoGQSUWj0KklQwOsqIurbJ8Zfi4m+RQ5Y3/+6UyWvbzwm8yC1/NFaOKP+kGd/OF7NvnCjgB5Wgkm8DdUDLTQPAg9w0pdhfwlo8oSgWo2wkjntqhg9ICq/m+ifsYoJlxEcTD59qy07PPl11FW1EURuyYIMgYHYvbeYW+gs4qE5dk3EYaaNJQBVnpCuvycX3AJOo+xePHi/UaNGnUcSBQZgi+99JJSykjnxjOUL0gX8cw6WYqfCegEKmF3gBC4dPSWRAkoaIkCEfLUI0K2Fdu8vUlC58Sk7BffQSYgX34jQp3NrVRUYpeVC4EUC21Fm4qZSlXD9kg3E43GnGA2OgNWhpn28tsV/JjNSxALUkqm1UJWCtbGWlbMalWViQikVEr428oiAcmnJaQvY2XD+uyKdL6AR2UuqiiRVB8VV5fwukeRGX9ELevttCMyEAcdy9ayhl2DgkilZQb1DdgZhVIwyVL62pMtvoQ7Gs+gr6+XcXWRP3AJOo9RXV19X0tLC6vLVUo5g4hBoHiAWKXanEwYOutfOIlU1JruYWOSSrpwS7EjIJcSdm6faxJwez50LnvFrmYXUN758y8EaM7ecVUnA529R9XaE3WFpV4Wr+OYpJOUjDaqEDhv0EvekKFUseHNZNOy32Eifd0+V7JjktUHlD1/stOtVREj1M9IWKpIE4jbyNaC9viD/NiPlfI/+BwzrKbtyUCE3xm+HvL40AKsmLpb+5XV4cc5eOykFlJ1qInKCizqj5EiYTRpEVvDx+slVautbMgdfUDQWqMDl6HzCC5B5ymuu+66c5m4xsB7hj9cX1+vbAzEOWMCD+pTupgAQpLOdG0gV51mWRf7gCIHMBjoIXqAXjNDjqOTcK7JQf29vp3sR9Kb5XMhqWdfKKaZExMq3A0+LsiuqJi34wXegk2sYM+k1MBr1Nf2Gg10xVnhIkXcpxq8qr6CsC5U70GxCizJY8mehCS+BCjJMhpV9FTbK4+pIkYQgeHxx3j9t1SEBeKqYV0oFQ0FjJA6eov84UNYNT9BoUIPE21GVctTuzftgaEAIYNMyiBnuwGtkbWYPhgqUkkeHNMftAyTa+1RX8ZFvsAl6DxFVVXVBcuXL1cKWaIpEOcsxCrlPwXOeGZnpIZsJ/aHRG8AOIYQqE7eOjnn8pSdBO2E0ybRbQ55DwUvjWaXr4lQdKBdhbQFmDwjJaQSUrwq2oHVc/+vKVj8AypIJygdfdWuqxFMKuVLXjsMzqBsNoglKdaGilNGGjcFv0ZG4gEY3Ey+rRQsQu/ArP+g6jxbypcms9vOTrSyvQlhTPgtu1ZHqo2Ve0SVIPWZGVVXI9pNqsFAuIhUSrqRVckIsPF47HA61UzLsCcWEcWRRGRIWsIMzcG4cL4u8R3+x+RixOASdB7iyiuvPIGVcgUIFMSMqAwp/ynkJhEZul8M6NEbeqYhgNtovcu2rqaxf6dNItALG8kx5Hl7ilm2dU4S6gkrCP1D+VMMQp09KXrlvVI69pBuChZYVDx6IhMwOriutL1oVp2x7p9TYdkPKUZINVxBqX4mwBI79thAWrfH9nfNlKEq0anJuIxNtJ7MI/xZSKVwIyElXM6K2VvPxH0iWdFfKRIG2VsqycTOArTS9uQequAZqC9t8IDgGUehSCWfSzMVoatKOyk/O1RgUqTYyKr0rNdN1mCFPbUfssuOxhM+HoQKBtWzxEPztenZoX9MLkYULkHnIZiQf4JIDRCbJIngH7BYA1BdsCVef/115UPrBflBtCBnSQcXxSwV61DZTggSkBhpPIRMhbh1MpUOKECuSUDA2TFFX1e3SWTSEc9SU8SuxOejp18opi+e2qHqb3i9W8gbGM0nadhKGAFtqTgr5xsoVPw1SvT0Urx/M4pbsBo2adDJyNh2A5gaYXXJuEfZJla6k0IlVZSIdijrAo9MahOT882DNgRY1IPegYG0SkZBo1fDN4tXriDDfJ5MKF3rHT7eGEpGW1SJU3/Iy8fIKB9ahc+B2DN2ibt0BncJ9gCB3duqnKi716JIUWTQ3pEBi7FlSP6oXIwIXILOMyxcuNC7YMGCfcUfBhA+h6xAJJM8/fTTSlWjTOjMmTPVBGJTU5NahgL8IGEkqkjSihAx/vEjWkNimyWqQ1pY6ROF0hFF4LQodDg9an25U0WLQpdsRhkIEH+NVHVYLWs2ZujdVWHaezYrZCNGmcRGu1ynRybxUCu6kYXwo+QvOpyJ9y5KxxCi5qFAoamiJCzf58mw7mGSNNUEIDq19HcbFAwHyZ+xZ+hCEXWWisgzmJH0k7ItbPlre8fkCfG58gDm+ymfexMveIU3SZLHfIkM/3n82Wt8ToUUjsTUZuBatNpKJlBhMKvqPUY2ZtpOI7er71m0pSXAartIXR8MUnLNSktL39tBf0oudgK4BJ1nOPDAA7/e2dnpwWQgJgebm5vVP1wQsBAdJvNA2OPHjx8kVaxbU1OjXoPwsI4kgUgmoJQixXJArAvxprEvkLo+QSgQRZ1r0tBZBCmXqnbaJKL08R7nBH8d5xWPe+m+R0bRPnsPZGs2M8EF/ax+U3ZBfezDh84rb5G3cDwvG08D3e+Td8D+PsgGJBrDJIjBx1R9DuNRj1KuIOj0QBv5C1Dvw1azHr8U1YcPXcbEHOHjtmSLciTVBKEVP1F54Kr7t5qERD3sElUPxFd4PpP1VZSIxVVBJJPPI1hgqML8KI9qqvlLOx1cVD0yDGPJIFXzoASI/5xV0C8N6R+Yi2GFS9B5hurq6q+88MILKksQ/2BRDwMAQQMgbqkyh24oUNkgOOCtt96iWbNmKU8XRZKguMUiETUOtSYqWSIIpPO32CTO2FzAaVnohOskbXnv9LL1/eB4Us9avGioe5D0C8tKadOmFqofm1Tk5vUXk+XNMKl6bSUab6MkkkAGnqRg6ZmssP9C8f4tyjeG9+wL/lzZE4jCAAEXltoxzmT2qM4r8EJgeaDshsqUDGYoFUPMcz8Zodt43dt5+4f4GZOOySw52ynbysIgVsz+IL+qonjXbeTzJyg2YBdZKiwxVEEk9CJMJO2OLJmMXWtaFWMyQc58zTNhZU+JpSSdafh3enCH/kG5GFG4BJ1/mAXbQibPcNsvM/2IfwYBb9myRSldqGv0EBSVivf4hy6duZESjvVE0eIzUWt6dqFEc0jYnu4/O6M4dDKWNPBcKll/r0MnfVsx20ELUgMEy2KxNN14Rw1ddF6T6srtCexN3vCfmd0u5zX7yZu5gbxp+MvMipk1FCwZxwSN+Gg75VqleZtW1nYwBpW4mSmiZLRfWQwgzkilQYEwPA6P8rwt6yAyo6eo1ypsz4Omsx4V7ofgC6SDW6q9FX9v801KpyKUjq5Wk39IOlETgykMgqTIHNmD6j8r6+Ur4jZozaYiZelI9qDW+zF1zz33NA3h35aLYYZL0HmEc845J3jwwQcXgaiQOQi1LD0C8ZCyomJ5QIGCcEHGUNQgYKR/yzpYDrtDSpM6bQd51hvEOj/TSVkr6DO4Hydp68/OOGx9G0kpl+p8mNTEueKc8X7pS8XU2NhK9Q2YlHudrOQlZCWuJ2URDNgesUr4SLzExDZF9S4cQNnSahT/N1RRfaWgWfkifC4QZiUeKqLCoi9TvPMusuId1NdpUFkI2YR2c9dM8nl+WKpnoV23w1Kp4SrUzm93frGj5BAhs4ZV/DpW3nwcA3chiG3OKA8aCh2lPFQJU1M6q9g1oQd4/Y2NGaqqLRu8DkLUPDi1DOOfm4thgEvQeYTa2trPIH0bBAvignUBhVxdXa0yCdGpG4X3oXTxjxqWgCSsSI9ATBDqCSkSRieREnoctFgdIHnpkiIqWorpCyHnIupctgagR4LIZKNzIlH2iYEGdwuAVOFT52kN0LvLx9C4cWuY7zrISj2o9ocJw2Q2MQSTeulYO6XNAupnco6UGRTvsUOgfT4eFAyPqsmsrIkUf2dqIb/vcSqq/iZF226iZF8TDXQZVDTax+o4TYk+lAL1MhFnlM8NtYyyo1a2VRVKkRoFU/jNKibfVor1mWqU6Om2eFAwVR1rj9dUE5J9/bbFgQlDU10HUkTdN+DhR4TGZWPPpQVZtkDVG8Pxd+Zi+OASdB6B/4EeDgWMTEF4yO+//z6tW7dOER6IW7xm/IMGOQMgWKhOECGIDaSHf/R6zQt5luQWIWY9jlnC3rAPEKY+kaiTtLO6nW6BiK2hTz5K5TpdwevWCQhZok1wXNwJwMohT5h+fWuCAqx6jzoixip3vZokTPdlfd3shJy/EJ5vkwqxg7rtafeoyIlQ2KTiCv4HUrAvpQdeUcvSTNKZxHpe8w4KlZ3A2/yZ3/dTnMm9oJRUFEgmkc0+zNjEjGMNxlZbXvLQZH7Zxus1q7oh8MjXr7YLHxUVYsLPoP4+i/qjfL3TdjtvlBzFchD2ynUFW90ZiQWF61BVVXX7MPyZuRhGuASdRyguLt53zZo1SsmuXbtWqVmoaRAeFC5Ulm5JSMeUqVOnqvWwjVSkw+e636y3ttJTuQGJS8YxMDhgIBDPWqJAnEpaSFYIWaJEJBEGn+nV83J507IvHBP2DYCBSCYL+6IRuv73Htp7r7WEQn0mE6XXb1CsBxXk7B6EgSIPJXrtoAt4wAif8wftNlm+IK8fmkpe31t8vAQZMVtRoy60r/BFfkwhr+dN3t5U8c/BsApkVoQMewQZjao6czZFPBmFDfQI+QuYbHu6KZ3xUkeTpSI0TMvu5t3fzyoeRZ0ydonRZMom7Tgr/2iMqKnNR3X1Feq76teLr1X61ltvve/mm28e3j86F0MKl6DzCExMdaKqENsslepAtrA5EOcMdYnJQ5DnL3/5y8GKdHiP9fWJPp0UAawLkneSsxA0toWSw/7EEskVUidEjc9BMFDmsGR0j9pZWEkndl1B4xnHhP8s+0H0CbInCwpC1NWToV/9voJ+/P1mgn4NFZtM0DwoJD3kD5iskH1kdcZVRp/K5itE7WhTVahTXbaTf1REDmL3I046YagCSJnYCn5/MmWohXzmFhpoN1S6NtY1kx4VIkfZxBJVYyNbvD+T9lCs2e6Z2NliUvMWQzW9LSo1lILHBGEibienQDHH4nZXFRD1us1+8gVGD6bWSwMGXHf+XV82c4W9uNil4RJ0HoGJbZRePwO3/PhHDPKFqoVaxjKQGJbjPdZDQSVRsEJ2EroltobzAeghbwC2k2gRWA3iI4NwxecW2wIEjn3rzV8BnXwFzm4szslG7BO3/fDXcXxpHCBK+sm/V9DsPfpp3gl9Kn65uPZAMlr7eMsNNtmacQqXGBQoLKNQyZ6U7n+eLJbUqk1VhlRoXSLqo2BhWpUSVdXnEJmRepB84c8y6ZrkTzZRP6vbSAU6sViqoh4mF82EXanOrqPBar3LUpmJfd3290F/Qtgbo0YXUE9njKJ9dgW+WNxUxI0OKqo2dJxoxdoCVs92zW5cO7F2cAfBg+7FQ/vX5WIk4BJ0HoHVbQQEBZKdPHmymhjEP2CpMqf7yULAULD4hy4kKvHOuQro669F5UostMRDg/hlGT7HMcTq0L1rLNND6LaXaYgBBQ9sCwUvZC/b4DMsl6gTHEdCCEXxX3/TGKquWE97zoJn+xL1dxKV1gUp0WeqAkXF5YZqBOvxdJAnyANCLJntyG2osDmfSqW2SVfJ4SQPhHGo45fJE5hGqXQL9XSYSiEXl9vXLpPtzI3UFC8yBKOYDPTQQJ/d8aWrE+nzROEIE3BPTIXYwcbo7jFVKyyE5/FNgPKh31/vY3Vfo74jvrcMhriOrKjbb7jhhmeH7A/LxYjBJeg8Av9DDck/WlgbsDQk8kLIWc/80y0HkDq2k8JHuchSn7gTAndO/knUhSTG6GStd/QGnLHSsj+JTkBUhiS+QBFLpxY5FynkJN8LSTnSNxGfQVHD2rFjowP00xvG0A/P3ECRQlOF2UWqPdTRmFSJKPCbA2FkHL6pLIpAoTHYnxDhbojKMPx1ZIQWkNeYRJ7kOTTQYZHfaCR/0T4UjBSTt6tHdWpJJuwu4N6g3YUbE4VxJuX4gEf1KwSQDbhxnV0BLxQC4Vp818F3Ib2wNiy7PrRBquBSY6tBqzeXUv246sEBSe5soJ75O16+g/+UXOwkcAk6j8DkZUiI2oQJExTJwWoAsYHgoL5AYiBj2BpQmUhGsQsN+beyEKT4jrPSnAwAepEkgT4h6Ix7zlUQSbYR4DOcLyb6cO4gHzlfSVXHtiAnPPQuLQCODX8dxIxlsHVA8vju2Edrp5d+dksdnb1wE02eaVD7ZpPam4nGlhhMsHxn4ed9DhjKikCSCQgWERkmIjPUoar5HA9hEr9cVSzyeu2K/pnEMxSILKSSyj+y2ubrxtcy1Z+kxICtuNH6CpOGaFwL0oelsWWjR00Ohovt2s7RASTbWGoy0LLnGgljHN4vXean8oqGQWtI7CNcD/5N+2+//fafD8kflIsRh0vQeQT9tl+y+0BYIF/8g4b9gAk8PHCLLPGz2A6kiG2qqqoGU7VzhcPJaxCoRHw4q9M5PWR9mR4Jok/6gXRgxeAcMJDYk3x241lR9KIcJaJEluuRJRiMEJEi8dyYMJSUd6jvjS1ldOtDRD/Zo406mhJ25EaBnRyiKtIhUSRtMsnO4sehfPKNFPDdr5rDGp71TMZ3UDr6erZHoZ32rXzqQJuq35GIpXifKZWkkozZXbgDoezEJkL10G2826CuTrsaXrhQmsGSSkRRoXnZy4mf4Z2VPrK8E9UgI4OO3MXge1dWVv54SP6YXOwUcAk6j5CxJaXyEUBkKCCEf9AbNmwYjJYQa0JsChAhgPXEg9ajOQA980+IUDxnXXnr6+QiYWdyCpZhsICSBzFnJ7u26giOrySTYXJbL+eoH08gk5QyEYrPMPhgG0l7X7m+jM69yE/f/K8NNHMGehdaqjhROpYhM+NlgsVk4Fu8N742RqnyklV0RqqdidcudZFR9aIt5VObKXRR2UTplJ8JOEHxPrluFvkDdnw1Gg1monarqo3r7XOtHsPqOWapus/Rfkt50Jls5EeQt1u7waDXVlbTuIaqwUFRol3wfZic22699VZXPecxXILOIzAZxZmgwjJpB8IDqYH0oE4B/OMGgemeMKI5srfLigQkXA6kva2C/lKsSMjS0XZpu0oaz1C4sCIk1Rx+OUhZuoGDXMVjlsFF4qx1D9w5eSnPiOqQbWWiFHcH2AfQ2F5E197WQOd9fRPN2Z+JHz1LUG+Dla+/MFuhLvEMLy9SGYeqrGjCjm1GGri08/Z4USQJBaQ387WKkhE0VEheol8Sb+xrkIyrRlq09n1DteMqLjUoHjVVler+qGXHO5t25xas2dLpoWUrqql+3ES1vVgbgAxCEyZMWLij/4Zc7FxwCTqPwKSGbI2w+JP4Rw2ihUoGMYEUxRaAqpQ6FniAJKVIkmwvpUgBp4rGs4TKyXrOUqGAk6iRUIIYbbEyQJo4RzkvDArSKEBCyXBeIHCsJ/vUj5VrshGvxY+WSUP47Zg0lEGls4fo//1iAv3f1zbS3JNjFAgyOReYdllPFb/M1zDRr3oX4jKgM3g6aXftTkS9TMRIz2Zlj2gOz2g+RqcqtoQwO4wfsDPsAvyGqrXx1uukfOiCMKv2EDIT7exARG4k03Yh/jSTdHefh156exxVVo8f/B0x+SkDJch57NixT1x33XVu5EaewyXoPAKT32Y0ipU6yQCISKI59E7aKEcqxflBWCAz+NGSQCKdskWtOq0EyUgUm0PPEgSE0GVbHAd+MPYJokWUidgYULmikvVnfI5zh3+sJ6/IfnNFmujnh22kdKpkR4KkpRQrvm8y5aFrb5xAaza10rfO7qCiMlN1XzGT6MSN7t+2lZFO+CkxYCo7wlKE76HRtfMpE31EdUMJFq3igYqVMKvrGIg8ZZM5/GT4yyvfNai1xaLqGoMKC0iljYOcu7rsqI0kBgBEdjQZtHxDAxWXjRuMqpFaIxJCWVpa2n3bbbfNu+WWW4biz8jFTgSXoPMIrD5fGzNmzP6ox6FHR0jYHchKSAqvUatj4sSJg2SGz+AJS1SH3jnFWZlO9ivRFHonFSFSvMf+oJhBuNK4VogZxCPkLIoZz1CIDQ0Nys7Q4UyUETjreejL8D3w3XWSlslGEL8iaVa6D/y1lt5ZVU7f+1YL7Tmrc3ASMB0jlW2YiBL1dloUi1rK1igqMVhRP0OpmI9VdFyRN6I2UNPZzBbXT6ftjMA1q5CCbtHoSoOCfrvyXZyJvLvHooEEUYrJOcGEvmKdl95vnEqRkkq+Pt7B30NsJZwrP9ITJkw4lN+73bt3A7gEnUdgEnpg3Lhx3wBBS3KIKFiBECGWgwBlwgmQ+sogVpCnHhXiJGg9/llilfXUbPilsBdkf7Az5Dj4TA+Vk6QZDBogU9gxufxr/Xlb0Mla3gtJQ8UD+G5Qojg+zgnEh++wdoOHzrlgHB12QAmd8eXNVD0mqTIGB7ozinBh2SMELxa1Cxj1dXdSZBTCG6HmPUoxW1IelI8P4bt2lR2NMXmK3bQWqdzIEuzptUPoYG2ApJctL6HuxGQqLi0eLEwlk5xSyIrP05o6dernrrvuund2wJ+Li10ALkHnEZgMn2Jys/gfuOGMVwakTocoYpBUF99jo2ehEDE+B5lKZqEUTHKqZ5mIFHKTfULxiVrV7RGJzwY5S6EmOQdYDiBQZ6U7Jxk7SVofPD7M7gDBQb3DA5fKd1ImVWqTSIz1sy+U0Qv/KqUTj+2g007eTOEiDHTwgQ3q72Vly5K3KGCpZq8mfPKUXVZUFeb32F7ypvU8YLYbVFmNGimkyDoGvzlqUG8/K/GEHdHR1O6ndzdOJNNbo9aTCVKofBn88Dvw+Vs8+J7y29/+9rEd9gfjYqeHS9B5hEWLFpmPP/54BxNjhUzySTsq6eaNmtBCRiAnEJaoY6wHewHP0ulbL1QktomE4Unol55GjvhqJhJ1XClvKiFvIEUZOBBlAWLE8Zz+MpCLdJ2fA7pi1veRS4GL1YNBBOcjE534DiDvLBEqAk8kM3T3w+X0wOOj6IzTj6WGsuuoOIh08wyFi8NUEIlSyJ+mOJP2QL/dibu/DxmBBrU08cATNqhmrKFsGtMM7QAAIABJREFUjs5ug9D4BcTc12dSiol5c1sxbWqvpI7+GvtuJ3v9pNCU2DGwg6Ccx48ff9ptt932wA7+k3Gxk8Ml6DwDE+47JSUlh+N2PvuPe3CCEOoVChmKGRAC19tUST0L6TGol/4UYgawL5AcSB4qGO9BukgSwTFB0i+99NJgQXnxUEHKWE+vdCdkLJaMQCfcDyPvXLU8cm2D9XCOOF/pho1zhB2DwUIfMBRJZiz67e+fIsucRpPq+2j/PTtp//0GqNSfod4ekDMTb69BHa2srlklFxVZNLrGUJODnd2kiiFhEhAE3tpdSBtbRlFTZyV194ez15i28sXlWklkDX7DCRMm/PeNN9541476G3Gx68Al6DwDE82f99prr8P//ve/q3/gctsuleUAIV4A6+gJJyAmsTnwLLfYeEjHb1HfUrhHiB0kg2e028LEIAgcZAd1igk5PRpD4CRnZ+icjlw2xrasjW2RsyyH/y7NBWQQkkEHn+kZjOq8yEOrN5XS+5tKaMljJtXXRKkknKTicJwKgiaVlqQpEs5QV9ykpg0+isb8TNg+SqYD1NUXpv5YIT8XqTKkdhEpY7DlmF4xUKwhnAOrfYvJ+YzrrrvOLcS/m8Il6DzD8uXLb5k5c+ZvDRuD2XhSX0M6cAixggicLawAmagTYoYiB7GDZHUyF6KXOGvsDwoZiSEIkYNaFTvEOYGnw9lsdlv4KJOF21tH/wzfA98HpCx9/cRmkJKlch0GBxXERxs+2tBU4qg1QiqVG1YF4Y7DA3I3Byda7etkDvYQlIgV+b4gavH0cV58BxKfNGnScYsXL/779n5vF/kNl6DzDDfccEPqvvvuW8HEs4fEEsuEHohIYp1FsYEMkGoN20OW6dmBom5BtHqHFFGdegILkk4wAIjNIVmI8rngw4g6Vyaic2LQ+doZrZILuRS5ZFCCLCWlXACShqqWSA+5dvq56vtFmyv9O+rXGZC7GP28ZTIQx5ABcN999327u7v7UCbnnu1+IRd5D5eg8xAbN2785YwZM377z3/+U/nDOkHjve7zSqNXQG6xpcu33vnEWVZUyBqQiTZMOMpkpH4cnWy3N4nnfL2tdfVluSYL9XW2FeHhJHZ8H0mN1+8yAGcNDCFs+TxX2vn2zgH7ksFBBlAMetOnT8/U1dVd/JOf/OSKfzthF7slXILOQ3znO9+5YenSpdcxQQf1rEJYEFKnWTxf8ZkllhmQSAbc3sOjFbLS+wdKrC4iNUA4Ei6nH0dvLAvkImodH4V0na/1icVtracfW/ejnesKAUvoIL6XVAWUwUiyHDGAycSpTKLqXWFkf2IfyXtRy6Kwca0nTZpEY8aMWc6fHcPkvGV7v62L3QsuQecp1q5de/e0adO+hCayuG2WKAFM2Ol1LECmIGI9E1BIT2owC7EIGYHUJZEFahuha4AQIDxo+LiSuajHQm/LH/4we0LH9oj4o2yXK4FHPpfvIOnuWE+yHfXt9clOmYh12jhy3WTgEwKXQlaIdMGghozO995777B777234yN/GRe7BVyCzlOsXLnyW8cee+wX+R++R1d0zsL8sD2kqBCIVghKbuV1UpFqahJP7AyVk30CIG6QOIhISFq8649Cqtsj7O2pcCd559qP7p/nir92psmLBSRZj2IFSTcX/Zy2mlDMvsf3lq7qUocEgxi8//vuu08tr6mp+QavfumHXhgXuxVcgs5TXHHFFT133HHHw/X19Z9DkSJYEboKlGeQLD7T1aPYGyAfPRRN4qr1W3uBTuSSfYj9gqD1W39nrHMu++OjqmmnTbE94tYhPrkkquSawNSJViYuZSLPGb8t68pD7A65TrrixnEx+bhs2bKtyod2dXWdRC5Bu3DAJeg8xrvvvvvlefPmdd1///1eKGWQA6BHFYBwdW8aEC8WCg9EDUtDajU7VafelRsp3vgM4WnYHyJDQEKSECP7lnPQbYYPI+VcSn1bXrJzG/21WBcSe6x3ZdHX1c9LJ1gha/nuMlkqr4Wg9TraorRh++BORbq96BX/+BrP2O4FcLFbwiXoPMaVV17Zd9NNN904YcKEs9atWzfYNkmISVKxQRzwQp0hbiBnvNYzCgVCXBLdgH2BxFFvWfYJYkfdadzWSzMA2VYIansxy07ydm7jJHV9fWfkhDTGxWeSQehUy/LeWTpVt0P0Bri6Spb3ehdzOf7kyZPNf/3rXx78BjrB61Ei/NuEFi5cOOuuu+56+2P9yC7yGi5B5zn+9re/fevMM8/8ymOPPVYoSShCMlCRULqiJlE4CcklAskM1HsAio+Mz3CrjthnxD0L8aC9ltT0AGmPGTNmkMgFTp92e8TrJF19Wa6IDFmuH0OyAsXicRKk7jkLCevXSZ8kdZKypL9DmevLMBnL17KTj3kVf9Y4a9asO1auXPlv30WOAaulsbHxbF70jY//K7vIV7gEnedgRZZBdEAsFisEaQJCbFC48IjFd5ZoA4H4x1gOcsMzSBmTilDXIF8QM6wQED1u30FMUloUxIhjgKjxOY4hkRF6JEUuJewk2Vx2xrbio+X74XwlQgWDkE7MufxznYydfrJuZ4hKFrtEknLwGteMB6yVfJ2+x1CV58466yz/vHnz/vDggw8aznOX4+H68m90zH/yW7vIP7gEvRuguLi4CsQqffqEHEBakpACv3jjxo2KYAGQCAgWNTVARBL/O3369MFC8vBSUXcD9ggU8vjx4xVRYVISE4uwNxDiJ0QvcdXYn57m7FTHTnKW5c5nWS+X/SKRFxL+pofFOe0Kp2rWH3qcszQywHcEKeuTpkjS4e/XyOt+8dvf/vZW6dnI7nz44YdbCwsLq6SWifN7Za95Ax/TY+qzqC52a7gEnec455xzggcffHBAJgh1ggNhig8NdS11OYS0QD6SVAFi3bLFzqGQQvdC2BKuB5JGTC/CyDAQgLhBZlLaEySGfUoYn4Ss5QqNk4dO4LnUtFNJi8qVGtXykO/sVMlOMpZ1RSXrFoake8PLxrXDQPT2229jEEry4PSjxYsXX7Ot34EHs5cqKipOkogZOXc5r+xdhefkk0/+LC968D/82V3kCVyCznMwSX4GNaCFGAEhPBCQ+MzwkfFAOyz40GiFBQJG0SMoRURo4HOQ9NixYwdjpqGi8QCBYV8NDQ1quUwIoruL1JjG9pIMA0ICWf1bMSINTisgl7p2+rmimHXl61TO4sXLZ0LOQu6ikiUWXAgZD/j0y5cvV7YOL7dmz579EA8Gp11yySWx7f0OvP6fjz322JNuvvnmf4sF1ycL+Y7ma+QStIssXILOczA5HgabQg9zE8ULYDm6fot/CiIGhHBBzqKqsWzq1KnIelPrCZEhckMiQ2CZgMSwHYi7rq5usAAR9gdrBIQNRQ7CFi9a77Kik7GObcU3y/rS0koUrx725iRs3b4QpSxqWX+Ij7569WpCVibOO2txmHz3sN9VV1316kf5HZYtW3bP5z//eYuPa8hdgz4xKteBB8iDP+5v7CJ/4RJ0nqO0tHTvpUuXKhUokIgNmSAEYYKI4D8j0gDECTIF8cKXFsIF+dbX19OUKVNo8+bNisAwUShtrLAeAK8bhAP/GYSGfUmrLWmnhWNjkAApglgx8SjWhJzjh0EP15P+fVChOJaTaCXpRqJRdHtDn/QThY/vAg8d54bvIJOouFaq40oiseq66677SOQMYLL2ySefbOa7kxpMpuYCBktW6aOPO+648BNPPBH9qPt2kb9wCTrPwSQ5CRNTIGjdMpDmsXiPCUKQj7R9wnqwNkC8YkHAIoElgW3E3oB1AkIHIWM5niXFG/uHcsdxQXwgYGyDfWL/ICkod5AdQvWk7KY0C9AnM3NBJ3A95VpS2aXCniwTAtbD4fRJQrkeeEi1OTm+VLqT/QI8iH3sOs3Nzc0v8gA3H951rrBBTVH/Lz9+8XH37yL/4BJ0noMJpxq+MnxjPdoBRCwFj0DQeAYJgyyhHkVJ1tTUqNhmqGooSnwG0gUZg7iwb+wHahuECBsARC/bSrw1BgmsJ6F+UOKSQg6VLgWXsF+QNCC3/dsKqQNkOYhX4pxFVetZj1LwCMjlY+vp6GKF4K4BA5QU1xfgM/5uN3/c34IHvT/NnTt3/htvvLHNmG8ch1X758klaBfkEnTeg8klrGcHassVGTCZJo4//vjgyy+/rN5jghAKD+Q7e/ZsFUYn6lEmFaVbOMhWwupAsiDTCRMmDPrJiNqQprUYEEDYclyob0lwQbSHtOXCclHychxR17nipQF8JhEnUrtZzkHWc0aCOMlZKvNJSrt0WRE1Lcgq+9SSJUuWfdzfggekB3ggU13X9SgU/ftkJ09nf9x9u8hPuASdx1i8ePHM6dOnG7r/DIiSBpkxMS3917/+9evjjjvunpdeeskHlQwFC0WKCAy8B0FDKYPIJPJCeumJ6sYxENkAbxrrYz0QrRAgyFo6uoA8QdZ4xno4hjRrleQX2CM4jrSlwqQk1hdSd0Z3yHFwHji+LBPi18lc956zleRQ+rOD1ftKHiAOevrpp9W6ucL5smS+5pP8Htmu6408EIyReGjnoJMtShU+5ZRTGu677771n+Q4LvIHLkHnMZhwjkBImDO8DtYCyBMRFbzOy+eff/6DTOYzmKRfZgVdCjWNdUBGe++9tworE2tDvF2QpwCkImoa64HMYZtIjDXWB8mK9wtCBuFKCJu02MJyUawgamyP8wDpQ9njmFgHKldS0MV/zlUrQxJWnJXlQOCIRuFtm3ifT/PAcfWFF1749q233vow4pq3pbYBLB87duxTn/Q34Wvz/GGHHbaQiZpy5aPgWNnMx2/y2+9/0uO4yA+4BJ3HYBLb87nnntuKTEEwULNSc4Ofn8Qzq7tV5557bu28efPeZwIaAwU7bdo0FVInpC5WByIb4BULIcrkGYgTihdkLREQeI0JQkwOYn2ocz1bUUpu4jP40BKFAaKHupXu2zKBJ00AoEDFH5YQQEl+kcYEQtAYBKCSef8tfMy/8jGeb29v/9PVV1+9VaQEn/8BOK5zAk9eS9cZvq6//qS/SUtLyx9nzpy58Iknnvg39SyDAr7DunXr5pJL0Ls9XILOYzA51Yny1W/RAdgNUHB//vOfX/jTn/6kll177bWxX/ziFz+fMmXKNfCCMeGH7eArI6pDkjiwLRSsJHZgv1C+Uq8DxwO5gsRB1IghxmuQLYhTev5B0SKSQ/xqKX8KoscxJAxPUsXFrpBMREkXx+eApJPjM+wXKpyP28rHe4AJ+dJzzjln07auFd9FhOvq6ipE1eoxyoBcO/6O0VtuueW9T/qb8Hd6dPbs2SbvzyOec65kHL7Okz/pMVzkD1yCzmMwmU3WiwQJQIBZRRp11n1gIv7DkUceeQ1uwUF0sAJgMUhdaBAmLAy8lwQPCWETkpZjSjo5yBKKF2SNz0HWsDywP4lLhrcs6ldIWWKbs3HHg2nnWCbFl7CdJJRgmz322AP7buPjPcSDzCUXXHDBho9yrZjM/wdp6oJcE5I4XmVl5euf+Ach24d+6qmntowbN27s2rVr/y0jUisH6/vc5z736QcffPBjh/O5yB+4BJ3H6O/vV8WZdYKWEDRYC0xkm53bXHbZZW0PPPBAFxNeGYh37bq1FLSaKOAPUHu7HRcNspUJQkA8XymEDyID+Uo0hbR8AjGDoOF9yyQg1hVPXOpPC2lJ52wsg2LH59ifJLVgGT5HtiKr9nZe/+G2trZLzz777LUf91ox8Z4K28HpPTsb0vIx//hx9+3Eli1b/nHwwQd/EfWhBc7a1XjPqv8MfusS9G4Ml6DzFIsXL/awKiyUlG5RZnJLDVJkslmea1sm2bfHjx9/WEdHO42rTND/HreWHl9WTQ+1egdVbDQaNffcc08PbBBAYnilZKnYDlLWFMQMMsYzvGbxrUHoUs9D0sxxjhJbDZLGYCKheFDe8MaZkFO8r/VMrH9lRX/tD37wg/X/yfXi4+0rk5rOFGy5bvg6/F1u/U+OAzQ3N98xe/bsL+px3k7gWvH1+PR/eiwXuzZcgs5T+P3+g+AjC2GKKpTkFJDC6NGjX8y1bUtLy9+mTJly2GOPraYvfmaA7nl+LI0Kg9itQYJ+7733/nfs2LFdPAjM52PMYaIZy6QZhuctNaClD6J0MpFoCj0UjpeBnTK8Xpofpk5YvG6Gj5fi5z5ebw0vf43XeYsV+HMXXnjhNv3kj4srr7zyBCbEQr2jjJM8sxX8Gh999NHEh+zuQ8GDyROvvfaaydfNI566DnnP16l2zpw5/mXLlqX+02O62DXhEnSegpXmke++++5gWrYeFywhaKw+n8i1LRP0HUccccQlTEbU1FFIB+7RRV29QSoKl1CStwfpd3d3H37++ed/jRyV1xB7HYlEDigrK5vGCrie163iB5Jl/Eyu/UzeG/ixnAeK11gZv3rppZe2DMf12B54oFn8u9/9bqsJO001DxI2f5+nd9QxWR1v4juBcW+99dbgMmfcNV83o7S09L/47W076rgudi24BJ2nYII+7J133tkqHA4QEmICsG6//fZ3cm17ySWXbHj66acTvF5wU3uQOvtGUWNnkPwBL/X19ysVzeR6aK5tFy1ahH3m3O/OiIsuuqimvLz8UxL3LX663u1brllBQcEnDq9zYtOmTX/fe++9v/Lmm29utVwnaQymfBfiEvRuDJeg8xRMMjNgL+gp0uITZ/3f7u1tzyp3XTgcntbZZ1JRcSWV19RRwmpUPjEiJpjQxvO+vUxemWH5QkOEhoaGJXfeeedg5IlzQlWiSPg5xev9a0cdt7m5+Q/HHHPMV/7whz9ss2kBnnt7e+fsqGO62PXgEnSegpXzaEQ9OEPsoA6ztS02bm/7lpaWF2fMmDHtrTdfoapRPdQeDSm7BKFh2TZPxty5c0/jVe8cyu8xlLj88ssP6erq+jRqiUitEaldDegKuqSkZN229vNJcOGFFz69bt26DF9TL8IW9U42emIM/4YlJ510UtUDDzww4laQi+GHS9B5iMWLF0+pqanxCNkISUMlIjQt2237re3to7Gx8YZDDjnkf1568UXyGnaqttTZkNhlJvFTaBcmaCbCBx577DHSr5PcYeilSPEYPXr0Du9ysmbNmg0zZ86c8Oyzz27lPevPWM4DCDp9/2RHH9/Fzg+XoPMQrJ7nokSorp6zoXGDCjoSifxje/u46KKLlj366KPpQDDoiyV81Je2u5UgAgPRIfCh+/r69h3abzJ0uPrqq5++//77y6Xqne7Ry7OeFMPf+6c7+hw2btz43DHHHDPhmWee2Wq5Hn+djSs/kVyC3i3hEnQegm/HD8QEoURrCNFAKUo/PiamRz5sP36/v4nJfmxLV5rKijuoYuJ0lfKNjEBkDjJB1w75lxkCXHvttfc8/vjjRyDhRtSzZAoKdN8+FAptuPnmm3O3QfkP0NraetsRRxzxP7BWpCUZoCd34jU/9tjRx3axa8Al6DwEK77JSCCRTDuBEBA/p/nWvunD9tPU1PRCXV3dF5a/+zZVlJWRdGZBnDMmCplYfMcdd9y0J5544hPXphhuXHXVVQ8tXbr0s7gLkDhnvVi/To7SSaa6uvq6oTiXCy644B+bNm3K8IDqFR9coE8U8rUOzp07d2++o/mP0sxd7HpwCToPwWqsVqrLya26XmyInzs/yn7QAeSwww77AuKpyTKVD439STW6bIuqhfxy8VB+nx0BJsMID1gvP/nkk9MRieJMDtFjoAF5zdcrtmTJkiEhaGDFihXrjjrqqEl8jK2W6xOU+C1jsdjZ/PbrQ3UeLnZOuASdhwgEAiVSrc5RIU1lErIq/Ei366i8xqRs8bMxEA9TrKND+dggfhTnh13Cz8fRTk7QixcvPoWJ9k6+ayjA9wecCSkyiElmn7QA4zuI3w3lubGCfmbGjBmT9OgNgahonF9bW9uRQ3keLnZOuASdh2AS8uttrvAsERyoeTF+/PjGj7IfVF67//77tzAh13X0esnraaNUxhos65ntsDJzqL/PJ8XFF188jgeXe954441PSWdu8eABXBM9WkKIWiYN+XsPPPzww+cO5TnyXcqtp5566hlXX321+m30ZgHygILmwXUcn5PHWX3QRX7DJeg8BJOQR1pIyT94JK3I7TJ/9sJH3Vd3d/eLkyZN+jxqOsPi0CfPEMnBKrPo6KOPnvK3v/1t1ZB9oY+JH/zgB59mMr5q7dq1+6N7uERqSJagrkwBXUXLA+GE06dPP/v5558fUkL84Q9/+M/169enedD0Ie07l/UCoH70kUceibDGe4byfFzsXHAJOg8h9ZFFReMBa0IrD3rvR91Xe3v7Er4F/zxqJevqTvad7f4NlXnmUH2f7eH000+PVFVVHdnf338QDyb7siqe09fXFwGxZXsuDpKcTJLqdZf1LuCyDsh5zJgxz9544423D8d3WLly5dpjjz12CtK+9bseGSyykRzoMvMVcgl6t4JL0HkIJudUOBz2y+2xlBcFceMWecmSJR+5VgZv99CsWbOsRAKlOT7wbTEAgPRBbK2trScM2ZchNRnpOfvss/dlsj2MSRckPI0X17E6LmVi9iO7US8PKv0HEb4m5Oas6+wsTCSNZXHnMW7cuLYHH3zw6KH8TjrgQ++9995TpIIeoN+piDcej8cPHK5zcrFzwCXoPEQsFmvlpzEgZCGkbGIJCLvj4+wLPvQDDzzQyIQ3Rp/Ikj6BCLtj0hyzI+pynHXWWTV8np/hfR3Ayn3Pnp6eBn49mm/tC6Eu9XA4XWnKMl1xiroHScs6slyvfaGTNJRzQ0NDZtKkSYcMZ42R5ubmm8aPH38W5gjwGwn075ZNmCkfrnNysXPAJeg8BKveZ+rr67+MSSf8w0ZEB+wN9P0rKyv7ty4qHwa+tf7nlClT5ksXFAEID0TNQF0O+KN3f9R9Mhl/lRX4QibiIj7HSayEK3t7e73SeRv7FUIWFelUwc7QOPlMV8yyP70Qku41C+CvMzGnZsyYceLll18+rH76RRdd9Oq6detSBxxwgP+pp57aagACNDvJOOWUUxruu+++9cN5fi5GDi5B5yH4H/uFn/70p7/02GOPGRJaB7WbbRe13SJJucAk+ud99913PhODsjaEPKCepaUVE+wx5CDobRWbv/HGG3/JqvFbq1at2upWHhDlq9fCwPlLeBwGCD0BR19f3stkKL67FEFyeuc6aYOcx40b18GD0L5Mzh+ph+GOxnvvvbdm1qxZ00DQgE7Ogux3m8Ev14/AKboYAbgEnYe45JJLttx5551PTJw48XhEX0hPQHQ74X/wH1tBv/LKK/fPnz/fYsVroEkrALKQ/oQgwNbW1jnf+c53LmS1Pmvz5s2zWL1PRgYcOljzupe/+eabF8v+ioqK9gSBSvKMU9kCuuKFPYPBAHcCUPFIlEFlPb1+s94FRWwOHEP2hffiSQup4xn1sqdPn/7qO++8c+BDDz00Yp1L+Jo9dcQRR0y7/vrrBwcZfZDS7gzGjtQ5uhh+uASdp3j99dfnn3TSSZ1tbW0h9PSThqxMSB+bhO66667MX/7yl+ZgMFij2wPS/grPyWRyr6VLl+7ljI5gePj5osMPP/yd55577i4s2LJly68WLFhw2E033YQEDDUBpitbQGwKEGlDQ8OvWcE/U1tb+81EInHE73//+60IXO+3qFsDeI8BQJQzFLV0CMcyVszWHnvs8evLLrvs/3bQZf/EaGlpuYkHnm/hWuL8JF5bSFoSaPi1f4RP1cUwwiXoPMW1114b+/nPf/51Juk7br31VpL0Zn6e9aUvfamMFXbXtrY988wz5zBRzGNiP4Df1jN5lLP6LoePDatB96GlXgUGAT3xQyDvm5ub75w3b94/H3nkkQ3nnXfe3YzX9mG8+OKLyht3KkUp9ASCWrNmzdd5nbKKioqXKysraydPnjxt/fr1WylN/ViAkLVeAAlhdzjHsWPHgpxf58Hqi4sWLdop6ohcdNFFb65YsSJZXl4eQJYm4FTQWbvG7U+4G8El6DzGd7/73Tvvvffes1l9HohiPAAT7JF869953HHHxYuKinqYtNDK2of2Vvy6uKOjI8TkpiSoU5nC3gDBwYcGJIwvW8B/MCFGtpXnrKL1rV69+pWDDz64/oUXXogtW7bssFNOOaWV1XShRC44069FWbPyDfA6X8QgAGLWCVmUpkwKSvfwbFiaPrGYGT9+fMvee+/9Fp/vBYsXL96619ROAB6I3h81atQM3FUAzlZlABP0DmuW62Lnh0vQeY5XXnnl+AULFrTyP/7A8uXLSYooMZHB+gjhdlqKKEnGXa5wNCFfkCSIWogXE2ziJwskpthZGY4fFTwAbDr66KP/H9/O9y5ZsuSVWCx2mK6CZV1niJkzbhnnjIckpGSLQMm5W7xue01NzYqqqqrnWPHfxVg+HNf7PwHfqfyTB48Z+t2DKGh8v+ydxXYbLbjIL7gEnee44ooren7+859/ixXz759++mmJhVZ+rEQ/iBUgxCzPgE6QSEwRL1sAsmcVrJaLt+skdseyclbB1+OF7hnr+9SbpkqdZJwfiFgm/mR7RHTU1tZ2sfJ8n/fxDx4w7rnlllv+OaQXdYgQCASqcI0xmamTM5Cd9Mz86U9/chX0bgSXoHcDfPe7373xvvvuO3O//fbb97nnnkPYHMLtBjPu9Gw1PR1a7yqC1/CfQcjOOhbZmhzqvdMzdXrSAn2500rRa2Xg/BBpAaVeV1dnTZgwoZs/38jLX+LP77/yyiuf4juDvCggxIPNJMSuS4KNPkGYTUFvHulzdDG8cAl6N8Grr7567Ny5c5tefPFF/6ZNm1RKs5Cz1KuQ1/rEmq6moWZBxkLwTpWt1/7IEc0xuK741ToRY79Q4SDiadOmmTU1Nd2smDeVlJQs589eYmX5+KJFi1Y7v9fll18+1Jdu2IBMQbnGcncDopYJ3jFjxjw10ufoYnhRvh0rAAAJVklEQVThEvRugssuu6zj+uuvP3vBggU3ojg86lewIlVWB2wDPdTNmZ2nJ5OI16vbEkiRloQViT92WhcSFof3iGGeOnUqFKPJAwWaB6xhwn+Hz+Xl7u7uJy+55JIRSRYZafAgNEosJJC0xG9LL8mqqqqfjPQ5uhheuAS9G+Gcc865iXHk/vvv/4WXX35ZRUTAPgBJ69l2Qqp6JTgAxNvb2zuYoSfqF6SCjt+wOUDg2Fe2rCnSp5FkYvFzjNVwIy+HIn6BifihnSXEbWcA3wnsx9fFKxExuIZ4oPkvrvH06dNf+c1vfrN+pM/TxfDCJejdDKeffvppTJIGq+eFSN1ubW1VhCtJJ85YYj2qQ0LXsL5eP1m84mzhJJo9e/ZGHgSaeb1n2tvbf4XMxhH8yrsE+A7ih4gJh8cPkgY5o28isj/5TiM9duzYk0b6HF0MP1yC3g1x1llnfeFnP/vZkxdddNGv/vGPfxQsXbpUpVGLL6xlrQ1uIzUtamtrFYkguQQp17KN3JKDqDdu3PjS3Xff/YUR/Iq7FM4999yCqVOnzsX1g10EgoYFhTscvq7WPvvs89lrr73WHeR2Q7gEvZvie9/73i2LFy++bdKkSd9mtfu/TMqTWAmHkCSBSIKspxxjguji5Y2RSGQNr/NOVVXVnolE4lSkaWNCTxQ3wt06OjoUufD2x43w19ulMHHixEeXL1/uQ3w57lDQWQUTg7CO5syZc+5vf/vbJ0b6HF2MDFyC3o2BWs/8dF32oQA1t3nz5iTqb+Ta5kc/+lH5fvvtd2q2zOhW6daIg4annUwmS4455piFTz755F3D8kV2Yfz0pz/9diqV+gzi0xFPDlsDgH9/0EEHffeaa64Zso7iLnZ+uATtYiughsf2Pkc0yFNPPdXISrk22yF80KdGdAasD5A3E82veXWXoB0466yzZvE1O4bvMuY0NzdPNgxjH1Tok2xMXMN99tlnA9+RfOmSSy55fqTP18XIwiVoFx8b69ate/CAAw74BmoXjx49enB51t5QPioTdjkrwItefPHFS0fwVEcE0qLL5/Md1d7evl9XV9c0vh61LS0tEUzQOmuOwLdHAae99tqrtaCg4Ad8Z3PbyH4DFzsLXIJ28bHBBP2jQw899KxHH/3/7Z1dSFtnGMeVVeec1s5pNCIuww+m1m+djo1ZdtGhMimIyAyKRebVZBWpqNENRES83ByovdidF+YmTez0onMrgq34EXRMp04mOlG7bF2iMURL3f8ffOVUurV+1LT6/uFw9OTk5Lwiv/PP8z7P897yFH03xGQhMzmYisf4KRz2V/n5+d8ZjcZTOcFFEJeVlb0LyH4M8L6H8b6zvb2tSklJeW1wcNB1zv5iHWVKI+P2zEWPiYmZw6WuNzY23nTneKRePElASx1YLS0tD/R6/RTAEs9MA1YVUgI6bKjETA9s55aWlsYzMjLCn7Syysuk4uJiDR46n9jt9veXl5fjnU5nRFpa2vmxsbHH+mWIeDwhLB5c/JuIohORQhcYGPgoKipqEO75czjmZ17EV+psSQJa6lBaXFzUlZaWGuD6PJQumgoKCnI14meWh7e3twqu0ozDF917x8+moqKiAIwnDwDOhiNOBpDfhjsO3NraekVUQlJivNzzYSRKtEVMXqzeoix/J6j9/f0dcM3dVqu1qqmpaf0ptyN1xiUBLXUoVVdX3zSZTPOpqamRZrN5LxatbEPKSURmIwBS8ZmZmfeGh4ez3Hzbe+Iq5Fqt9hLukeGJdDj9KIfDEeJNyiqk7DMiKiUZpiBsmbXCbwsivZBjFePnpB/zxCMjI1nObgPAp7Dvrqur+9ZdY5Z6+SQBLXVojY+PXwHkJqenpz2ZJrY7Oeh6jcAirAgwwgzKTExM/BlQS5+ZmXGe5H2Wl5fH4f5y1tbWPuCiqxaLJSw2NvZ1PlgoEaIQ8WFWQ3Is4jgdsihhF8fYMIrnA8CubwzYdgDk+7j+FM4dwnmj+MxBZr2c5FilTpckoKUOLcZOu7q6vi4pKfmivb3dBTLlaif8ncBmlSJ/9vHxuYjj93Nycq709fX9eNz3AxAH43PyVlZWPrTb7clWq1WD7QLAurdCjDJGrGyVSijzOAtFRCtWUVXJ8AXT3+iIsW2FhISswiFPA9B3sf8e41toaWn565GycYmU1DFIAlrqSKqoqLhmMBguFRYWJvX09LAl5t5rIu5KwLEyjkUs0Hm4z4GEhIRJjUZzzWQyHRjUeXl5r4aFhV0GPD8CgFMXFhai8VnB+N31/6yctCNolUU1DL0oIc28baYGisVaCeHo6Gh2jmOw2aZSqRbxfjPOuW2z2Xo5Qfqke4JTPugwpKSeKgloqSOrv78/o6Cg4A+AUjUyMuKhVqsfmzSkQ2WMmmEBAptghBLhdAeSk5MfwPUawsPDv9Hr9eb9166srHxzc3OToYns1dXVTIA+Dte+wO55QsqJO9FpT/SX5sNBtPBU3hOdMZ1yUlISYb0dGhp639fXdxZueBgu+hbeN7RbaSkl5TZJQEsdWR0dHds6nS5Oq9X+CgAHcdUWOE8B4j3HymOcOBRpeLsNmN6Ac706Pz9/Fa56BzB9iGvsMMcYr58TfUGUxR3KJv8iW4LgZ3iCoQq+hyEJfqZY4BYAFjBeB8SXAOgJbANw0Kbm5uY1t/3xpKT+RxLQUsciTobV1NRocnNzfwEs34KrdmU1sHBF2cKUbna3iGUvvku47oZvWfjixUIXSrkElnDBhK4Im4glu3icIRQRT87OzmYf6oeA9Z9wyXOA+AhA3Dc6OvrTf/UYkZJ6ESUBLXVsamtrs2OnASy7s7KyPu3s7PRgnwl2aVNmr4kJRNFPms5XLL9FB6zMLybkxUKxwjkTzgQ1W5/6+fntwB3/jfN+B4incHzUYrEY6+vrz+SqLFKnSxLQUseusrKy4tbW1s6qqir9xMREcG9vrytXmG5aGQ+m+DNdr1i4lu5YuZo1gU0xXgwI72g0mn8A+zkvL68huG0DQDwosyekTqskoKWei2pra+9gp5qdnf2soaHhy/X19XAus8X4tLIKj3AWqXmiAo+NgyIiIvi6Va1W/4bj9zY2Noxw0rf3T9zhc9wxPCmpE5EEtNRzFVz0Dexu6HS64JiYmOvp6emXAwICoiwWiy9ctSfDGwDxDkBtwzbvdDrvOhwO4+Tk5A8yXix11vUv/ONIyDaA6yQAAAAASUVORK5CYII=</Swatch>
  </swatchLibrary>
</Fixture>