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Stagg Tagger 60 (Stagg_Tagger 60.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Tagger 60" ShortName="Tagger 60" Company="Stagg">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>ef62ea0d-3f93-45ff-ad6f-8d77e378eaab</Thumbnail>
  <History Date="13-12-18" Author="Nic Morris" Comment="Created (poor documentation)" />
  <History Date="20-12-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="81962974-8b61-415e-80fa-f8d3901681f2" />
  <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="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="0~159" Colour="255,255,255" />
      <Function ID="2" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="160~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Gobo" Display="'Gobo %.f%%',0~100" Dmx="0~63" />
      <Function ID="2" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="64~127" />
      <Function ID="3" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" />
    </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="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="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="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="Auto 1" Display="'Auto 1'" Dmx="60~84" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="85~109" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="110~134" />
      <Function ID="5" Name="Sound 1" Display="'Sound 1'" Dmx="135~159" />
      <Function ID="6" Name="Sound 2" Display="'Sound 2'" Dmx="160~184" />
      <Function ID="7" Name="Sound 3" Display="'Sound 3'" Dmx="185~209" />
      <Function ID="8" Name="Sound 4" Display="'Sound 4'" Dmx="210~234" />
      <Function ID="9" Name="Sound 5" Display="'Sound 5'" Dmx="235~255" />
    </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="250~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11">
    <Import PearlRef="SATAGG60" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="b9ef5660-20e0-4b0e-9d0f-870828478479" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="PT_Speed" ChannelOffset="9" Wheel="25" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
      <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="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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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YU/mtobG6wTuE/CyyO0oIiw/Cw/7WjWxEUOb52S0PmNy+rqLS+TYHW+3e1wtJwTCDlxpqNRgHp4rBP4P1w3bCd6JP6d6feIv66uLiYQv/jampq/hDePuaHth0bCDtNnZXQhkTQCTkRyKxo6tSph/Xp0+er4XX8S2FdAqERcYESVjYfkGfsp5OSTwwRfe5zn8tUNNYHHrAPkVPBpDisTuf1Bfa9F+2jNpSYonYAjvMDkID2sx/7UziJfTvXdrK5r7xidZ8YZwWN4Z5KCsN/FEFFB3JG8xYUvKukFeFRSJuLLKjtAqsP5Ly8pd4KawttVXEg9oLycL3asFO49ob1QWSjvZuspLQynKc40+VcW6nnvq39+vXbJXz30pQpU74f1PR3P/IfOKFDIBF0wha49tprL+zbt+/Z99xzT7/OnTsXQHJMGwXwkyEXqV7VYvY2A4gVL/sdeOCBWWgdg4Soak++ucLqYpXsiTa2PwifE2GrTCntJHLDR4f4sqaqJ83nJ+5/0Mr33s1Whn16FASiL2q27i1lgaSbMy+6JBBuYXOrmkdOtxTYRqu1NUWN9vr6Ylv48kq7fdNiG1ocOogVS6y8ILwZtIT7C8+mNBxTQVYjHVJotkqnhmfcVgbVTcNVEDqQC88999wxV1999THb/9dP+LghEXRChosvvrjfuHHjngxKbjAFiCAR4pWZqBUiISJj1KhRGUmrgBEEBzkCn4LtCdT7w5yPwUOiOYjkUI1mzQ2Yq46GPwfw8wlqphV1GlLisjXUNh2rNmdzC4Zt3Gdm1yx405re2WDvdCm3gsKwb/NmKywutCpUNJ1EaEZ5S2EWy9xQ2JLVhF7RWGvPhev+5fUmWzp3hdWvXWovLH3Nmlcvs9KgrxtLwrElleG4JutUVpoRfUNrp0T7qA/CtX3stjqs7t27f/G888576Ic//OFnPurfPeHjjUTQCcxs8tVDDjnkpvnz55dAdoqAgET5G2KFVMGIESPaEktYUKlSsN5S8BEVPlKDc6n2Bn9jObCIpAUd720MTVnFghKVzSJ/Wfvo+roX2S5+EBGCpB144+VdK+3ZWQ9ZybGH25rA6V3Ly2xNY731LS4LDQnXs6LM9uDIpnCeNUFBryqosHWbS2z5skXWuXGj1axcZJvXLreWzRutvrDAyrt0Deq5yaqbN3E373YKJaVtz5br+igUf7+0LbT3kHPOOefpa665Zt/t868g4eOIRNB5jqDSzho9evT1zJANIDMIE9Ij/RqVp/n9iG2GEPGV2SbyZR9Pnt6TjgcC2Y/9ISXOoWmoIHmpS0/KslDYzv6+ML/vAHR8nOgSF1TiXtiX9tBJ8IZgLc02r+UJ22fEIOt70N5W2dRANQ6rb6ozKyq1upZG2xT2WdtYZIO698z86dEt1TaoqsA+3be/rf7seFu8oc5eePZFu/Pa68JFNltp585WtmG19a8usSbSxasCobf63rST+1BBJ2/nCBB42LbPGWecMemGG26Yup3/WSR8TJAIOo8xY8aMA4466qjr7r333i1C3SBFbAyRrnxdyISBPpQnRKdqc2zXd4rSkGrmO79mO/4vJKnjWQjL4zvnx7apYvbDchFi0hUxa4JZkZ7qemhfCFHKlX1R/0RzbFq7yWr719gLv7nLuvfuZit2G2D9g0JeW/BupMnKxhZbVtdgq5sqbFxps/UpL8pC6IrD5XsFKh/QxWxM93Jb91yNFTQ3WFN9jbVsWm/disJ9hXttamjEtrA1q9dkg41qF3VC9FxjDx+0dpSXXnDBBb+bOXPm89v5n0fCxwCJoPMURGn88Y9//MP9999f4Ofyg7ggRAhaU0uJvGVrYC8oplmELtUrIpZiZn/W7O+/w+oAiovmGmQcSlVyTo6Rbwz84KEPv9MgIsdKcfuEFtkeIkN1Im0T0xYW2xtvLLTRw4bbY3f+0sYcdZS9PmKoVXaqtMaGYltV22IV5T3t9bdWWvHmtdZjRE9raCm0EoLwiouCog7qPdzDH357Tzaw2FLYYt3C7Q2sKreWhqYsI3HDho3WTER10//eC+1RJAzt0gJ4S8GvX7VqVeEbb7zxy/DVLtvtH0fCxwaJoPMU119//dTVq1d3wjbwVoFIWTaFFCjQ3wyu6bPUHxmCmvSV432xfRGiamJoYE/EKjuCtHBIFqxxdoDa531a71kreqOidYop4Os/++QX2TcskCOKGhXdsrkhI+lhgUBfvetOa/7s5219/z1t6bp6KwnfrVn2urXUm+1W3SWQc/gPh+iOcN2ylubsP6KX5y+wue+stPqWIuvTtbMNrK60ysJw73WbM7LV7DE+PFBJNL7uB+3j+8wbLy+3gQMHMvP4iIsvvvjr06ZNu/mj/VeR8HFDIug8xeDBg0+gOL7sC5/oATH46AtfuAgygYSlRPnMqzr1npVO7VO4fayzH0AEEKOPm2Y7hEWnAXnKYgEiZl9e1NeGlr3BZ0hOn6XEWXNuWSdS1iArdVrZaJUtTbZs5QprLgyq+L77rLbfW7auuI/VVXSzhtIqq2Swj2xD3hoKINqWrOzdqk01dsud/5MdV9hYa7v0H2hdi0LnVBs6jcpKK8HOaajfgojlm8tK0uLvTZ0jbxuh0xu4ff5lJHyckAg6T1FVVTUYlSr/VmSqATQVuJctAUSsTFkFqRHZQcSBSNkTbZyGHcdGsy++NRAh0R5UMITkB/lAnMatDsLbHFLFLL4NnI82asBTKlWx2LQPZc/3RK5sDPe2y4ihVlW7wcZ372cLCqttWXE3K+ra37pm9TQKrQWCLi60hcvesR9e9R/23ItzrKJmtU0YNsBKGsIz2USnUJLZFPPmzWtrt7do1FZ1Jt5X13PTfYW29tt+/zoSPi5IBJ2HmDhxYrcTTjghCxJWhAYkAIFBGBAapUAVVww80UJizMYdl/yMq9C9nwVighxpg4hZHYR85Nhv9h602qZ74By+gJJIXZmFslCylO9WK0edADYNqr62dqP95dV5tsvIkeE/kLdsUFmVDajobLWrVlvJ26NtY0Fvs9Jie/jhP9lvfvc7W/LmQhvZt5cNGjDQmmrrrL4pEG5RifXs1Tt7TiDXvfg2yl6S7aP70j2GjjMRdB4iEXQeokePHp9SHLIWEfPs2bMzJUu8MzOfAIXLiWDwU7169UT4fsmZ/Xi9V9icSMpbKt6DBn7WlDguWtEehOz58Dzgk0OU6i1LQYOgWngzKCoqts6di+y1OXOscyDs4UOHWknoRCoLV9vD//lDe6qywhqYZTycr2c4X7+Rg62luck2B3I2Ek169shm837jzTetLLyRqJ16W4k7GV8MSt659+5bn2vP7fYPJOFjg0TQeYhAxHuhFiEnABmgYolzxr6AUPCUGdyCQGOlyr6CzxoEcbGkrUEV5vwrvnzqOHHF+7ciNfaRh67jaS8krWgIHStyxzNXBp+Okz8u9cp5IPMs9jrsP+eVV7IIE+YzLCgssHW170a4FEP84fwcz7Fdu1bbgAEDMk9+6dKlVt76RuA7ILVTnYZCCX00io+akQUS0OUD/MQJOwkSQechAoENxqYQEbCGUFi89ykPGniLw6tpD/9KvjX1rO1ehXubRIN/cbSGhyIyfMQJ+xP9gLftQ+p0DvxtRU74cD7FZMf3pXaIsKnKxzGDBw9uax/nhPCJ7aZmiaI1fISLri91DLg+x2oGc91TrnVre6r+vl89oSMiEXQeIijoXhC07AHUNAN+inZQNMawYcOMGbl9EoVIOy6M5FWqV9CelGPE0SExWaszUHywtziAj/TQ93zGOhFJAz/JrKbdwspAFasNilxRDHjrc2qLrWY7RM55VadE+2qORc1SzuLbJK9d98X18bqVmKNn4TskH1bIupgRx4S8QyLoPEQgnc4+ZRqygmx84SKIhxhcQvFE0Gxj8DAmYP+5PYsjVtAgV/U7H7csMvOdQKyofeKJzg2BkpmowULZCFLLLBAv98hnn9wCKAzly6Dq3BCxlLvPXFQEiDoCPHxIWu3x9o3CACk8RSfpQweF2A5pfRtI/63mIdKPnocIBFDKq3Xr5+y13NsEGnDr0aNHRjS83ouY8KYF/wruQ+Di7bkQ7+dJ2Wf/5Tq3OgF5tN6qURr1umzewe5t5/EDdNyHijaRdKMBUhG61t7HllrX9d2zzBbFNPO8lAyjjsEfw7YJEybYkCFDMktJfnTcSSnDUFZNQewnJeQFEkHnIfiP3ZOBlBqQ7yorg9d2CFpkKWL3iIn6/Q4S+qQTfx59jtW2Jzy1WWFzInadkyJIbMNK8BaHj+xge//+/bM3CJZevXq1EbOvBSKS1HV9jLZSzHmz8JaF71gEtn/iE5+wkSNHvsd39sfomqr016qoGywh75AIOg8RyKFeA1gaHAMiIg28qV6yCIn9VLcjhicXT1LvR0VvbWDRe865OgDt5yec1XaiUrgXiFcJOL5TUKYhC5YICph9+Cy/OvbGpcI5n8qw+hoiapMvIaqBRYr00+FxzPDhw9tS5vXsfTSHU846R/2H+KkTOjgSQechAknVSO35uGPgB+4gEm81yJcVYsLMlUTyfuAVdHsRH37xBf59tESumcAhQdQtdgdEKhXtlarI0dfvUCghazxpzoEaZ431QygdRE4kRqzOvd/Mc95ll11szJgxmUqH1GUdqUKfT2dX2n0cxRI6gNw9Y8JOjUTQeYi6uroVpa0JFFKfgl7b+e6tt95qC00DPprDQ+QWJ2G0503HiInYf5/r7zjSQ52NP4/Ijc+ofvxeBu8gag0g+hA4n0yCopa1oLRwngNqHFXN+TiH7l2RL56k+Y5En7322itTyxA754ag2QY5YyPJ+/b3F3ceIPweqz/Ib5ywcyARdB4iqMK3lCUoAspFavPnz2+L+fU2QnvYms2BekU5ynZ4vwOI+jsXOctzhvggTFXAA74AkfbHP8fGwGbA9qBN/loiZX8O3YNX3t6OUKelWWHoLEjwIRMTS4NtkLM8fRau+/vf/75Nffs6I7qmJiBwSS6LPtCPnLBTIBF0HiIQ1bPEOGsgCsRZdRADERsQmeCtECEmdq/+/CAkIXsMNqJgNX1WrnO1Z3MIuewQFUnCNlB1OG8PeC+bNZ0Pg4jYF7SHaA4fRQK8963n40PupJxZOB7S5VzYIFLUXIOOUM8YQN5PPfVU22wyuid1NIKfbaW1jsic9/nzJuxESASdh1i7du1j/fr1e09iBCoPSB2SwKJXc08mHrkUsy+Qz98QKOQ8dOhQmzt37hbH+/jj9lR1Li/at0NetGKPuQ9fbMmfw9sGKGrIGiUrYlXkhFewUsdKWvGdEGqchXtUbRFNSsv3aqsSWMhGVAEl/0wVOeJtG33GBgmf//RBf+eEjo9E0HmI6dOnr3jwwQdbAtkUiED8azYkpGgOH14WR1R4iBB9XWkgokY1oyhzqfD2BgkFr15V/lSDhTpW3/lSor6EZxzC5hf2bZ0DcIv0b51L+/nJbRUBggpvneS17TnIZ/bPAO+aOidMGeYHM3X+OGpFM860JuK0XHHFFY9ffvnlH+r3Tui4SASdpwhE0BSWYh+94Ae5WvfJ1t6+8NXlBG9zxOcQfLF+T7g+tCyGSEszs/j9dJwSVTifJ2+RtD+PzyoUGUspq1PSPeRKNPHxz7q+6okortq3RWSLzfH8889nBJ3N3hK9jfhnpmNU0AmsXr16TfPWzP+EnRaJoPMUgQAaAwFkvz+kofKjPr0YaEJYZe1BaHEstPecpbi3ppRjfzdW0BoA9Irc2zFxOJ8G37SvtzNos59R3FsVnqSljhW54d8cPJF6co7ra6jN+o7z4r2/+eabdscdd2S1TXiWvrPQs8qVpCI7JTzv5D/nKRJB5ynq6+vXBQIph3iJgCBeWANfQKREOJjihyEd/FrF7+YaRPNEncu3bs/Ljrf7YkO5Sof67zWw6S0CT6zYBdpHxKcaHPpbqdxS067M5xa+tdrgOwudV+3CzkA1M5sKkTCzZs3K7B08+DhzU/cQZ1XiX+vv8Fv98f39qgk7GxJB5ynCa/OCQCJ9VPeZgSv/mh37t/obBZjL4ns6xEoAACAASURBVACaakpWhp8hRNuAoha8yha5+XKnItmY1Hx7/KzfwGff+f1EqOwvWwPihky9zyxlrfZKUSsyQx2YrBUdw3PhOA0G4mmjnP/whz/YK6+8soViVtQJ8JaMP5/3oIOCvnvb/voJHQWJoPMU69evf7F79+77ETsMufioAQ2ctaq3NrKDOFDQQMQdRyIIce0MP1DXXsKL9vOE7JNJ4gFK2qaYaq9qgaa30nW8Ioc8OU7JJ5oHMSZR72XzfPwM3Mr24zjva7MP5+c7iPnVV19tuy8fpRGH7PnnI8ulNaOxZebMmc//vb93QsdEIug8RSCRubyGi1hIIiHSwhMiUMYhUMiXCCUOkfMk7clY2z0p+2t4+MG9OJbZnxc168lZ2wDhgSJjOh9vV3gLhQgMxUWLoLWvnzLL2za5/Gj2JRyRc/C8VLj/2Wef3eLefMy5tzTiZ65QP8h+3bp1G/72r5mwsyIRdJ4ikNKr1JgQCRIXTX0JT6Jsw/7wKg+1mSvUztsInry9x+qJrr1oEO0b2xT+en6+vvgc2l9KFZLTYFusVv1AoNaewOP91XHofL40qfxr9oWcidpQ+wU/6YAfbPSdmQjfRZOs+HC/cMLOgETQeYqgPt9RRAFATUO+JFuIKNjmZx3xscdeOWsdq1zv/8YE6SM5cqnxXD64wtp8xTpdz7dFs54ABkC5B2KVfSQH8KpVyl3k6DucOOLER1rIjkA98wz5G9+Z88ge0nHx5AOe+D1pq4NpDddbum1+8YSOiETQeYqgLFf6+sUQCmndCxYsaJsEVaThB/58AgYQycTF9f1ruwhX5OQHyeJzAW+hCHEqdq5OwrcHYlYssyI4dJwfSPSRG769/tzy432bNTOLiJqBQSyT3/72t9n+kDVKOo7x9irdR7v4twf5z63PYfEH+FkTdjIkgs5TUHLU1ywG+NBMwyQipNgPMdKaCFWqUjG/wBOZHxT0StTXwYhD1nLBk5Uvdeo9Yb9frMR9VImSXHSc9pUtoXC7WOX7DsHbND4+WbHO8qsfe+yxbICQa+Ln+7Rwr8i9Mo/D67zd0bpfsjjyGImg8xixl4wnzQwjlBkF48ePzwa/Yj9Yr+/+WK8GpTZj4gQiHm+jbA2xHRJHjuic8XViT1xtj4lYnUh7KeqxRSFC9gkufKbGBgWQAMfR2Wn+Rj07dQqxxRF3Cr64UsDa9/2DJux0SASdpwhEUerJQ59Hjx6dqWZ8W8hCdgfQvp58gSdlKU4fWww8iUKGf6vkqPaVxeC9b+/jesL2CjpW9nGiiY/Rjv1wf6/+Oz9jis9GJIWbMqp+4JH78x2RnoHuI1csdK4Bz/B9zfv8SRN2QiSCzlOUlZX1ZC2PWcqOz0R0qH5xnCEYRyZ4coyTUbRfXJ9D8cJ/S0F79eyvo/PHoXu+fe0tImtfN8RbDX6gzu/vIyvkPbNgCbGoI/CWjI4XvKL34Yit5UTf0wG2DhKmGhx5jETQeYqgAHvFoWoiPZGLLxgfkxvIpVRjRS54xRoTV4zYaogHH3O1ObYL4jbHA3X++r5Nuo/Yy1YqtwYHuR+sIFK41Q6/xH64V+1xLRLfduCThsK1S9/nT5qwEyIRdJ4i/IffU1M8+QgLwZMNyBVy5uEJ3ZOcVPXWIjT89x65POEYsR+9NcS+b1ytz9swvrKdiFV+M/cEOStKw/vrW2uLVLj8bm9x+PsUWq9d/TdvLGGnRSLoPEX4D7+7bAYRn68J7ZHLQ41Vn/bz6lN+s9/uoyi8msxFzrkINRdJ5xo41Dni7+Pwvnj/XBaHyFmDd/jNFJdSZxQr5njQUr68ru2fjU+P91Eqaks4ptt7bjghb5AIOk9RVlbWn7jd2FPOpZx9eJ0nrfb84/gV3vu9fp8PEsmhtVfnaq+/jkdspfhwOnUO8ZtB7D37mtEM/FGdzvvFudoXk7WPGPFvE0Dn8s/aP6PQKSSCzmMkgs5TlJeXDyIMDOQaTNP3fu1D1/z3+pzLC44jK0RSGpiMa2TE5wVxyFvsS3vkUr+xDx2rXE/UUrvxQKIST7RPe5EX8vDjawAUuN4o2jsWaFb11rKnPXP8fAl5gkTQeYqKiop+IhxPxLGK0/d+kCsuxq/jYuL05/NzBLImnA/Sw8tVcaM4UsOff2sqOxfR+dlT/MCd4oyptyyFjNVDKjip7rGFA0keeuihWeF9BlVJRKEC4F/+8pcsvG7RokVtRBwTsrdYpMKVqh5nFPp2RhXvEkHnMRJB5ymCgu5FYkWuqAtPHFK8wA8E6u9cccM+fE1/e7XMOajDTFLM0qVLtxis25rt0d6AoL+WV87+nCJGFeOXiudY2jJkyJCMfCkYpfMwS/dhhx1mffr0aVP8EC21PkjiIb17l112yep+0NlRW1uZhP7NgTodEHycpOLfSDxhS6G33kPXD/0jJ3R4JILOUzBIiActeK8UiOh8LLQI2k/tJEiNAq8IvWcs9c161KhRmXKG5KiZPG/evC2KC+VCewo7Vsq6jpJFUMh+EgDdt0/lVqcB+UKoBx54YEbQfn+VOGVhdnLOh+rWsaTGcz4UNsf4abjGjh3bNq2Y4J91XH5Ug4ihM+n84X7hhJ0BiaDzFIEIqnN5uV7p5vKj42QUkaVIDsQ+dHTd7PsBAwZkqpLqedgdzD7y9NNPZ5YHbZDi9deOPe/4O1kbEChkqASTuLSpL+upe1I9aFK0TzjhhOwep0+fnq1p5/Dhw7OFDEvUsgb3IGLqSXuLBvtEBY/YBtFD4LQpfiZx5EZrckpbG0O7Kj7ob5uw8yARdJ4iKNcq2RW5ivj4KIe42FAc6wx8uJjUtI9i8NeA9DZt2rQokF1pv379egXiKxw0aJCNHDkyswuoqIdChawhwFyetF97aNqpXOVMPVn7SWJpDxbHiBEjMr+ZmiRLliyx8847L9tG5Aazozz55JPZ8RAw2ZYcr/N4gqZzUQdBVT3Oy9+52uwHBmOS5u/q6uqisC5s9gHSCXmDRNB5iClTphQeccQRxbkUqfd544E/r4z94J9fx+FnsWWi7wMBVp5//vm9IZ5p06aND0T0pZ49ex4UyHFMUKy9Ro0aVYiqZiAOssTfjS0V33Ytiu3GqshVntS3D/IcP378slNOOaV3OHcBapfr/OlPf8pU+D777GN77bWXHXzwwVnsMx0Gs6TMmTMnGyTUmwSEjUKmXGvrHIKZImcZM2ZMm80RZzD6Z+0jXVQeVV50eE4Dwm6Ltt2/gISOgkTQ+YlRRC3IU5Zaa28QLiZdv5+3C/zffrDPR0bICgnE2+Piiy+eFU7zubBmzr0t5t2DtPfee+8vBYI8OBDemEWLFvV87bXXCiFsBjfjATe1USQY1wShPZB26ARagmJf0qNHj98EAp267777/nfoFPowWMkAH+T80ksvZR45tZ1//vOf27Bhwyzsl5EtnvPQoUMzIpfK17OUX81AIufadddd28qdxiTs1bLvDIEP4+P40M7hlgg6L5EIOg8RiGovFKFPQvHk4Ge09lERIr2YzEX0uQbrYkLXrCVYGUGFHnHuuedefvXVV18UtzEXaYfv+hxyyCGfDG0cHq41KKz7hfN1X716daegnLFsysrLyxuCoq0L6zXhkBXh2svCfosCSS4K2+dOnz79FZ3vF7/4xcOodkLlINTbbrstsyzwoVHiGtR7+eWX7amnnsoUNyS/++67Z/eAFcK9MQchKpqOAwKHkIny0HPNlf2YK7Yb+CxDgJIPbRoaPj789/zmCR0TiaDzEEGR7QpB+hocXol6dSeSkdKDMDx5+3jheMARxNaIoiYgQpTn8uXLv3vBBRcsmTlz5nV/q91BVVOZaNa2eAY/+9nP/l9QyZ9S9Ai2xD/+4z9mA4B8x+AlxOv9d4XTYb3sv//+bQSuAUAsDUgaa8SHI8bPIi425UPu4k6ttVPsvi3uOaHjIRF0HiIQykiIRopYhBsnUHgFLTJBacYxz6C9Kaw8SflXeRE6JBiuf+3555+/6aqrrrrlo753cOutt96+1157HYcyJpsSW0LRGLSPqA1CAGk/IYBAURlKVqFAP3WzCakDEDLnwBqBqGN/Ob7vXKGC3rP3oYzhc4rkyFMkgs5DhNfwQX4iWK19xIYf1JMnSnSErBF97/f1kRNx1TavFnWsjsHPDef/zwsvvNCuuOKKj5Skb7nllp+OHTv2ZAb5RMyoXtaoYNaoZ1T1G2+8kdkatF/bVAGQYkk8C8gYW4P72nPPPTPSjmOd42ej5+2fR5zY473psG3L1M2EvEEi6DxEp06devlBvHgN5Bf7LD/ICMUbx/J6i0PwM5XE8cy+joVICMW6aNGij4ykCVW78cYbr58wYcJpDAIqicTPGKO/AeRLh0TcM2TNNv5WnDX7KWSPbahu9vWWEfD2RZwq7716/4w0M41T0GnaqzxFIug8RGlpaSdfkU0hciJO/7rtIyKwAPCN47hprXW8f32PPVU/AWtsk1D8PpDff1500UUll19++Y1buwcId/LkybtUVlbuFohzVOg8hoVlYElJSd+w9Ajnrg7rqrAuaR0ALAjbC2bPnt025ZY8ZG8nsMa+wAIibM4PFqqtmg1d+xPnTBy1J14/YKrv4k7RPyPvWXuPmkHJsJ7/IX7mhJ0AiaDzEEGhFXtyjMO/vKLTdqVOxwkqsfL2A4hxyJ1e3X1Si/bVjCXYHYF0b5g6dequ3bt3rw2kOiRs6x+WPqHZ3cO6U1jK7rnnniKIE/JFfbcOOGadiKwVX3TIe+GKOPE1qWVfMEAIOVMnRPejfbl/JZHoftgPcvYZgb56XjxA6p+pnoXv0LzKRrGHtry9dOnSJz+qfwsJH28kgs5DhNf3Z3v06PH5Vu835z65wr80EBirv9hjjaNBBO87++p2/vxsa53j75zddtutbWAOUlQZTn1WOrg++23y0kXOIlbtG7eTa0PybFdyCV60txzkpbNmO2F2FEuK48d9fLP+FtTZ+fTzuNaJ9gudxsaJEycO+nC/csLOgETQeYivfOUrR95000137bPPPl8iKw71GFeo25o/7dUiyFUkSYijE5yvusVx2kfFmIhNFgkSaSErwpMwbZY/zBpC5XssCBS5LBftG0eUxIvai88e+/GKDZflQ30NsgzjTiiOfGlvMFDbPJnzWdEifB48eHCnSZMmnRTeJu7cxv8EEjoIEkHnKQLxDaNgEQNmRCpAapCcL+Iv9RorQE+23g6J4bP6PGH5xfutgs5Pdh/bFZPs47Z9e9Qm7kGkjNURk2AcQRKfx6+lqv319AbBdfbYY48tzuujXvzz8Wv/nGJy1n4iaK3Xrl27RbJOQn4hEXSeIrzOlzBgBjmLKInS0Ou7VKdXkSI2Kd/Ye46L8rP2ac5A26RoPUlqjj61h3Nid6CiSQYh5liWhiq+tUfaIliRrDx0nzEZdwoqfqREGs0jqM9A5Ui9Nw/8DOg6XxzJEReU0jb9rQFIvgu/z+LJkycP3CY/dkKHRSLoPMX69etn9e3bd2wgmEIffQH5SMnJLkBFo0iVpCKyUR0PkWYcuRDXONa2XL609otD0NiXDL7evXtn37/zzjttxYRi/9wPxPkwQe6BVGzFNCvd3A8WSh3ru7gN/p78wKEfCI0ngPVvCd7WaE+9qw3cX+iUVv/dP3JCh0ci6DzFOeecc9Fdd931D5/+9Kf3v//++9tIRNXYfOo2ynPhwoVthe8hPCIMFLGhATpfwwOIyD0peZshVpn6HojQdByJIahXbBkI2w/0iXC9aqaNOk/cMfiOxNcj8REfseqPI1fiNnuSzjVo6PfzzyEuJKVOpVevXntceumlk8Iyddv/+gkdBYmg8xgjR47cl9rLwMcyeyUISMAg8w5/GhWN3UDGHIOLIpjWqmttytWTXxz1EatpKVLZIbH9IKhqnAYB/TkFXU/eebxNa70BePWcK/JE33uvG8iO0fZcERv+XL4uth8M9cdozsLQETasXLnysfC2cO1Wfr6EPEAi6DzGvHnz5gS1vId8T5EM5OftAojjtNNOy4oEkWGHmlXyBsfqtT8eFAPtqc84kkFWid9Hx3rC9hXgtI8fqPRqlnMqhTv2z4GInoU3Av4mbZuOxkeA+PPHZJzLX1c7fVihv2cfERLfV2sY4OMTJ0485O/9fRM6PhJB5zGOP/74Pa+99tqJ48ePn05RIJEPChm1KpUnxUkhIGKE//u//ztLKFFRIF93I47O8L5yPDDmE0l8VIM/TqpWbfMp1v54DRyq6JGmodJxmtZKClzn9G8OmhORc0LUPAfeGFREyXcgvoRoHKrnOxDOSwfga5zkmtNRKp5rhDebAyZNmjRo6tSpqQZ0niMRdJ5jxIgR/wxZEMZGHWSvPhWtAFDNP/nJT7Li9SqtKZtBEReeeGKlDOJBQ5ArvC22OHwmIms/ka0STyBmvGnNqCIS96rZR5rIY1f0hCI3WCBwJacQ78x5IWlvy3i17NfapoFJFoULxh2Yj/pQZ9fqn/Ng97dUpD/vkQg6z9GpU6eeREZAzr7uRkwg1KWgXjIziJBaDfCmiVEW+UBiKE9vQ3h1HNsTIkhP1j622of2xXaDQgEhZNqjVG2vtj0Bi4Q9GStaBciLli8togY8G5Q0RB3703E0hjoDFVmirgckrUHVeMAQcB1FhITO5rFly5b98/Tp0+duw585oYMiEXQe46STTirab7/9zh80aNAPOnfu3E1kC3FAKAwKQriKTmCWkE984hPZHIHPPPNM5klLKQLvq3qSBXE0Ray0vW0QV7+Loz+knL1qBrkKFAkiXhU68gQuctYiJc2i6BBisQGlSXMVPfLqWNt4hn369Gnr0HJFc6hN2l5dXf3CtGnTEjknZEgEnce48847kcu33Hrrrf940EEHnch8fBrAgpj93H8sWAkoaIiH7RALPi1qVj5rTL7x67//LFWsDEApTB+uFte0iJWzyoXqWrlUuhY/sa0vaOSVc0zU+o59e/bsmb0xaEDTD/KpDfoej15JP60V6d5D7L6t+q5v375nXXDBBT+aOXPmK5aQ90gEncCs1Sf+9a9/bXs91+u2ojlEcPikDz/8cPa6zyAir/F4tBoAE4EqTdmTUayguUbXrl2z/ake5wncxyQDX/BISTOoe5FzPJDo0Z7dofv0WYN0FJqNW59F1no21H0mJhzEZUrjVO+4o9Ez0j581jNW2N6KFSsaEzknCImgEyhMtDqQXneFl4l4UH4oRl/j4vTTT8+mgWJ2bVKv8Vl9zQolrMShcKoGJ885KMXMIoGgOAeqvL2BRUU+qCgSHYSvZx1n/umzru2JX5aGJ2elePtEF7+f/Go+40dz37It/HW9zSHkChFUe2WhqJ0gPO97t/HPm9CBkQg6AbK9e+TIkf9MtIEAsWBj4PNKUSs6gamddt11V3vssceyBBaIXINtsiB8pTqtfdgbnzkHZO9D7UBMrvKcRc4Kh4sVa67Qt/h8/jsNGvrkEe9Le/UtAuczKlqT7sbXia/plb2PRvGqXGGK4VmvDL/Bidvul03o6EgEnWBz5849O5Dlid27d+/klWE8yKfvrr/+ehs0aFBGLJA4g4SKT5bSjWcIiUmX4vpSjyh3n2knUvYDgpp5m3WuSI2Y3PXZL0oB9xPcylsXgcqWUMy0t0Z0HAOGemuIB0XjgULvmdO58B01QcjEZB2eX0vYd03Yb9Zzzz33tdmzZzd8VL9zQsdDIugE+/73v7/pnHPO6Tl69Ogf9e/f/9SuXbuW8Rrva2z47DeK1LOd2Ggldfi5/fjsU7FzRW3IrvB2gLc2gMLpVPcZggZ+sE/n99cCcb2N2FPOVRtEbVfcMwWaIFE/mMga/503C2Udhr8bNm7cuDKcq768vLw4HFMW1jXhmqvCc1gejns77LcgnOe10PbVYb+14XNtIO2lM2bMWLPNf9CEnQaJoBMyXHPNNcSqfS0QxzeuvvrqyUEhnx+IuhPbCKtjQE+K8POf/3y2Jn6ama+DAn9PajOKUbNdS12CeO0VZy71LJJWqdDY1vhbgJixYESu6mS8rSH4twWu2TpHYjatFceh+mlfeNOYPWrUqG8/+OCDzwcSL5w1a1bdtvkVEhK2RCLohC3Q/C5zTmYJRH3xmDFjJgVFWapkC81aIi8WS0Ses6/9LKsjHkDLhVwDbJ6o/ezbcdherphnfUbFi5wVLue9Z6/Y1WZFiujtgQgTvHkyLfnMOQcMGLDPkCFD7j/mmGOeCcfd9K//+q+/vvLKK2s/op8kIY+RCDohJ6ZMmTJ07NixR44ePbp08ODBGUFpnj7iozUrNhOmMiuLL6AvgmSfmAxjghUp+kkCvK2hQkciUs1D6Mnah/IBDfLh87KvsgylwCFq3giIa5YnzT4k38TFkXz9EClrCkaFe+4Svv5MUNef4TpnnXVWzdChQ+8Lz+bbU6dOXbw9f6uEnReJoBO2wDnnnFM2fvz420499dQTA0kVaD5AAKn169cvI2iUM14t5EYRJchN9SREcBrQA56MNfAXzzGo7SS/oNYhvt13390OPPDA7BqQM6nT9913X5Yw4+tC++xDkbDORZr6iBEjbL/99ssiR6gpjf0C8JOZ//CPf/xjFuPNMbwtxDU71NH4uQ7ZRgfCTOBhqQzbjxk5cuQxF1100Yuh/f82efLkB3bAT5iwEyERdEIbrrnmmnMDMX8vEFoZxAxZQcYksUBSVLKDkBRWx5r9PvvZz2ZEiMoGIlyORZlqtuw4ZE5WQpxFKK+Yba+88m7OBtfhfERCQK6yWzQYqaL9sjMgdwiVQb7hw4dnCTUKGcSyePbZZ7N5Be+55562e5SNw+KTX3xyS+yTUzyKdsqfJoPwkUceGReuc/+KgHDOHwfyn5KiMxI+DBJBJ9iMGTMOCqr550ceeeRgyJQFsoHQHn300YzciNgA2B1sh8wgKAgT0mOGa/aHSImAgLTYj4FEebl8L5XsCTmuY0EnwPGQIedgkPKpp57aIiMPQKyQKeAYyJjvCIPj/BxHLQwy/1D4EDvnoe1se/HFF7NoFK5Bh4HK9qFxsR/OWm8FdAC8TXAuZUJ6+4b9w/l7hWP+PTyzCy+77LJbLr300jPD902WkPA+kQg6j3H55ZcfMmrUqO+fdNJJn4SkUMDK7IPofvvb32YDgcy6AhFCXJAdhI1SlCfLvqhSyJpFRfIVGoeqhRy9xSHEnjTwYXkatNNsKsDHTKu8KJ9R1FxLYXB8psOYP39+Rqh0JLSbNqL+fUy1LBllKfqoFKVkt8YtZ8+Cfel8NGjqq+WpnbJJ1q5dW/zwww9/8+yzzz51ypQp35w8efIvtvNPndBBkQg6T3HVVVd9/fTTT7+JV3PNlg25QIYowgceeMCGDh2afUY9k5iCCsXPBRCP6mJIMUOKnMsPIrLwvZJXVGjJe9AxcUuNxtNSKfklJvjYiog9YxXol03BNdVu2qp2qmNQLQ5dl/1VnIn9dV3fvrjWR5yGzj5z586tCh3DzydNmvTv4fuTA1n/ZXv+5gkdD4mg8xS77777JU888UQWyQBpSqny6v+rX/0qG5iDkFHLeLgMpOHZPv7449k+++yzzxY2BUSGKgUQE8QPMbMoZE1E7C2NOMLD16NWerUghe3rV/jIDR9bLRUMCUOOkGsckRHHXvuYaJSx7kVkTOIK90MdEu4Je4N7VmahEmBUqjT2rnWv8+bN261v374vTp8+/SeBrL+RbI+E9pAIOk/RtWvX3tgSEBEFgCBpiGf27Nl20EEH2XPPPZdFPGB7EFbGIOBDDz2U1YNGVVOHgwEyjlMKtV7zUaDYAahpIi1UUF/zGAKRexwb7WcTB57glF6dK0klrv2hz3QwXIs2sw+EqnP5abq8KtfbhKrciWxpP/dLZAlWCPfF+blXqWhfEdB/9inhfA7HFoRn/0+XXHLJadOmTftNIO2v3HbbbZu21e+bsHMgEXSeIpBOgarXYWFAIpDNF7/4RfvpT39qBxxwQGZzkNYNmUFIhxxyiN199902bty4jGzmzJmTDQ4SZkY8tKbIEsFCZlgidAJ4wZA1a4XWiRz9BK1C7OOCON7Zk7HSvz3ZSrUqkgTFC8mK6AUpX0HFi7gf3xZvpUDKInv/NuDhSb+ltcSqbz9YtmxZcfgtjguK+ugpU6ZcH5Z/bfYHJuQ1EkHnKQJRNUnxKTVbIXTM4E1M8NFHH52tqV739NNPZ4qYWGJsjsMPP9xefvnlLNUbvxlFjfKGhCFCVb5TvLFqYWCpyLv2ax8HDUR8cc2MWO3GFomO8Z46HYU6Gg1aymrxSS/ecqHdIlRfilSq2vvNUsveQhHizkT2i7x0jmktplQc1udedtllZ/zgBz+4K7y5nJ3qdCQkgs5TBFJt9kpORKgwO1QypHrEEUfY7373u8zuUA1o4p7vvfde23fffQ0fG2KGdIhZ5jxEN2B/oKxR2JQUhSAZYCNJBGuA8DeuQ4dAOxSBAdnLr1aKty9fCqmp0pyfFCBW1yAuhCSfWWt52epIdA0VhuJ4+ere31YHILL1M8mIrLW/1LqP8OCcWEZ0ZH5iXpR+eEbloZP7P+H7L19yySU3TJs27ZzkUecvEkHnKeK0a5GOvlO4HARy1FFHZYN+EyZMsNtvvz0jGwruk9XHYCIq+7DDDsvsD6wRiBmlCekqHI0oEIW7obyJOVZYHqqawkSE9MUREFKtIkRvecSWgi+k5CNCdA5fzU7X0IQDQJ2B94s1T6O3Xzzh6hrarvR2IKXuVbrOT2fFdtoEYdNBsOZZtHZURUHtn3XzzTefMXXq1C9OmjRp1kfyDyHhY41E0HmKQCKFnsiAJ2p5ulgCfA+xsj755JMzRTx69OiMcCFfqr098sgjGVlT2Q6SJgnkk5/8ZJYYgoomc49oEFQ2BEQ8MoOPJL7wHUQlgvSKGHWrKbW8Oo4VrfesWSA8X7PZ+8eyGFTXw0ehcD1S2vHjUflEaKB2dX5Ur6I3cF+N5AAAFqNJREFUOIZz8FZBB0aM+OLFizOrSCGF7CvCZz8WDZbKgtFbC89Eg5Mc1zphQlF41r/+6le/Wp0GEfMPiaDzFIEICuJQM19LObYPtEAeu+22W6auIa4///nPmdWBL80xkBtTWbENIoe8sUYgPKV8Q8oUWOI87MPchuznS4yKoFVrw/vMnpxlK9AuCNHP2i3Cl2UCoUJ8dBQoelQ8oXNcnw7IlyRlMJMIFkiTEENsGTojDXTymfuBbPnbt0eetZ+PUMrdx1pzTRaiaDStloo7ocS5Jm8WgaCLhg0bdlS4xJ075B9Lwg5DIug8RSCLIm8jgHgwLlcpT/0tEjr00EMzIsOHRkUTzYF6Hjt2bBblARlCNBAhGYlsx+KAnBlghLixS4AfLFT50lyxzmqz1KaiLVqnjWorZIQC1ULHQVu4lgoeoXppM+3jM6F4qtbHeXSvfo5FP5CZKwuSToJ7hbQhbx8L7W0SrB3eTgh15Hy0icQg2qf70bXoJELH02eb/fgJHQaJoPMUgXQK4tjcmIi9io7D3mQV8BkFCLkShofa/PSnP51ZGySzUCVu7733tueff95GjhyZzWFILDXb+Rv16omZc6KCvXIWuDYKmO1AFgVEJ4LkHMoQlNeLGgUaXFTiTHsx1Z54YxvIF/zXNf0zogNSaCFvB3GiTS5SVweJp0/8OQOzmqhXz5kZWD7UD53QoZEIOk8RFFuhCMhbHT6TT35wXCdD231EBOAzURoQIH40ZI0fjf8MSVMxDnKGpFHYSvlWDDTH+emzPDmiTL0vrrZoH75DaaKGPRH6DkjH+fvwJJtr7c/hY53j2Ge1Dc9abfQk7s/lj/MEriSf+++/3z73uc9lxKwB0oDlH+6XTujISASdpwiE10bQwJO0lLMPJwOe+GQ1+GJCImwIFqKhhjPqFUWNksXzJSkGq4FBNu8RsxDBoIlVfUcANLAnRcl2LAmVNRWpx2317RVyqWaPmKT9oGV7xyuyA7+dTobBQClgtUtt8FmPvs3sy3NrDbdrm0yX78NzfPv9/7oJOwsSQecpNF+gr2HhIx2EOHVaax+HHBc5kmerFHCIBisDTxaPFXWpKnDqAFCeymhU5IbKkvoCSBA4xIxS9uFr/j5yeeZqd64kEm2LE01yxVaDXDO66Pq0F7XPICRRID6sj3tWajzRLvKfvZrWgCeeOOfQdQJpr/pQP3RCh0Yi6DzEd77znapzzz13C5L1A3CyOXyGnf6O1aRHXIRI5xZJQTx0DKhqohc0KQDhdgwgaiYTX4+ZRRmHqEqOibMJY5si19/eJ95a+31ES3y+uCCTf0Z0QnjwdDJEeLAvfrLinbkvBiq5NzoZ/Hn285aHDwmEzPVGwvlD57bu7/zZEzogEkHnIaqqqnrl8kZBTMoiJZ/EEpNdfB6/xCSp2GbFCUO8hOUp7leWB+CahLURJeKntmqPXD1i5etJMG6Tvye/+P392wGQshdho5aJSqGjwV/nb0IJJ0+ebDfddFM2eHjWWWfZL37xi2wWl9hykZfvO0d9x+dw3pr38dMm7GRIBJ2HCEq2tzzT2J6QleBDwkCsHtt7zRe5Cp7gcu2jSVpzAR+Xgb/2Qv/iAbdYIfv2KSkkvmchjhbxtoqiVZR0gleOkkctx74024877ji79dZb7dhjj7Xf//732RuCfHLuyWdGAh8tk+uZsYTzpCmz8hCJoPMQQcH2jIk5TlaJidfPdh0PLsZp4v687dkKubxuH//MKz7knCvmGEjBQnaoWhSrYp5JkuF71vjeJJSo5Cke+MtzXrZNNZusIij5Pr16WrdefaxTdYUN6DfKunfrZMOHjLCu/btb54Iia2hpsJr1dba5rt7WbtxktRtW2YbazZkinjhxYlv7Nc8iXjtlWamZzZuCfGlCCh988MGsHar14Z+FEJctdZEgWx/ZTNgpkQg6DxEIoLsPoYstjVg9xyFpuZReTN65lK2u6VV0fC797ZUzILUc5QrxStFqlhZImIFD1Cm+rorz61oKgWN/7JLSkjJrKS+0n/3iF7Zq3Vpbs2qd1Yfj3lyzytavXGp/fmte2K/BNtvGQLoltmnTRqu0DVZe0dnW19fZmuWr7eyzz95igBQ0t06y++UvfzlT2yTsfOtb38pS4gk/PPLII7PZyJUOruNpm0+GAb58Kt+fcMIJBH+nWOg8QyLoPEQgg26+HjPwkRleRbeXkCFom5RfHCkheCUcq3BB6hlfWpl8nIvayyhqklt8MSLOQ5q5ypiSLs5+ZPJB5HfccUfb7OE+Eae+nsSWZnvs0Yftwd/PstLysvAfQjhH/27WtbTSVi1dY5Xdetg+vXtZ7eYN9vLSChs3eKj17dLT7nz8ibb5Fn2nJluIa5133nlZm/ju1FNPzVQ7BaVQ1QwcMkDqJ6WV7eILRflnw7Zwb10sEXTeIRF0HiIQQrXsBPnJfnAMeNsil3UBPKnrmFxhd/48saWi82jtBwl1fkLwUJ1+8FDnIPHFWxmA8DU84vgtAWSTD9RutrKKchsZCHjopw6ylavX2RPLN9o+3QIHlhbbslXdbGDgwj+/ssGO3Xuwvbpyg729rs46F9RbcdG79oMI2nvPfMffrCnPSlnWa665JrND2P4v//IvdsYZZ7TN5qJn1PqbtD1j7027ELzOYbVs2/wLSOgoSASdhwgE0cWnLMtfbi/m2cN/317kR67jQC6vOlbxuSyW2H/2Sv3mm29uszp81INisOVNk47OuRmw27hxk3Wu6GHzFy+1h554yY7cd7T12LTW5i5fbX0HDLYNjWF7j35W0rjS1jaE8xU22H5Du1lDPRmL7xKr5iz094l6FmlTfpXEHKwN7ufiiy+2H//4x3r+W9gXuQYt1XHKww6KvHprv2nCzolE0HmI8Prfyb9i+4zBXDHCcURBTJg+Ljl+Ndf549hlHaft3j6J1TULKpmwPDIQVTeZATm8XlkgKn1KSjnf+dm7IWaUbdaGwhYrLSuy4YP6WuWnDrT1C16xxqYiK+rcPVwxPJfNJYHAi6xLUSDSuhob2bebvfT6CltX1tmaG96tH6060Z5k8Z/5m8xJ1DxRHscff3xW6Y+SqmPGjLE//OEPW0SSSCX7yQSAL8rUuk/Ztvn1EzoSEkHnIQKhVPrwNk+ucThdTNhxLHEcIhZHeORS4n7A0JO0EJ+LfbEGiIkmyYPBQMiQtGoGE7E3aAdKmYJDEDjKmeNIDoGYUbTEW//pT3+yUkp7hmu8veQdm/3Ek/bJXUfars019uiCpda7vK8V1222km6VVvPm24HIu1vXkgor2RDuuzTcT3FVIOi69/jyANLG+yb+mTokdAz4zrQN/xxFraJQPnvQd3Sxh+/sjv/1QBLyBomg8xBBqZXHiSexz+yjKrwF4pW0J+dcNTziWh65lHQ883U8NyGA9GbNmtWmmDU7N+SL18tx1E1mG4SNZ00kBwSJ8saP/tGPftQ2g3lRaGNJcSDpoIi79B+SKep1jQW2W9+gxDeut7quJaET2GAThu9iL61YGNR1sQ3qWm5rli63ZvvfSWd9aKJPe8daYe7GX//611l4HdenHZ/61KeyCnfyqXO9qfjnDxxhbzl9TEJeIBF0HiIQS6k++3jkeHAvVnLtEYr/7Mk69qn9oJ2vXeGP1doX7UcZq74yPi+hcpouCuLD7tDMJ8yFyD7si92BzcAUXIrkyNoUuK6oJNxjYYGt27DOHl1eY40NtdYQ6HdzY4NZY7Pdu2KZynxmNaubwnHVQZV/JnQIQ4cOzdS4b6fvrCgSRVYh4XZ0JKh92qyZwmknHUocI+4HNH2IYutkA4mg8xCJoPMQgexeQ8HFdY2Bj7rwdkauRJN4gC+OZdY5vN+dK4QvV5SHj2qAjPGQ2Y8ynJqhG+LD8qB8KfsTb6yaHRAjipmQNiYHIP0a60EoLCwK2zcFIq+1ik6VgeQHtE11RT1njuMz6h1yhVBR56RyP/PMM5lVonhs3ZfunTYRufGTn/wk20bIIJ0I9Tfw0Vunsmo7LraNFF0Tef2JoPMQiaDzEN/61rcumjFjxqwRI0b814ABA4YwoCWiAD68yytZENsVuULlhFgdCl4papuf1cWrXaBtTJWFcsXfJbYYJQqZMpsL3vMpp5ySheNBpihovuNYZk3RubE4qBQH4be0NNmw4UNs3bq19uprr9r6dettw/oNgZBXWVHrhK++XVgogGvuueee2d/EN8uuoM3YG5qbkH34W28LEDd1sWk/7fMDjPpMhwBk88gOCd8nDzoPkQg6TzFx4sRHw2roFVdccXggu+v79es30r+me9LIZWV4bxnkskC0f/y9t0FkcfhXez9g6K9J+U2SULAsIGEUMgOGrFGzELFC7riG5hnEkiCqQ6U8IXn2I0aZhJWWZsi3ysrKy2xwUL4jRo6w4qJie/LJJ7M4a1Q7BY/oCPCRIWA6CwYtidCAQMlkZJssGCwZpvYSEWuKrlyJKPFbiO5f5N1K1pV/x8+d0EGRCDrPceGFF94XVqOmTJmybyDAGwKZjffTRAE/ABirX5BraiwfkZArvE7H+PTvXAQPGPCDbF944YVMkaKCGTCEeCFKSBHCVqIK58OTxk7g/BA4pAxZMmj3zW9+MyNXbAeU7i9/+Uvbd799M4JVJAZhcbQR4v3Zz36WqV4Im0xAlDMKXPWruR7HYXv4Z8N5mNmc6b7U+fAdnQUkLhsnjvumnaqH7WyPzn//r53Q0ZAIOiHD5MmTnw6rvYOyHj5ixIgfB4L7TCC+LRgzDgETvB8d2x5KtoiPlY3iBw2Bt060P74v/i2AzAhdg7QhUcU2s6/3rbExcrVTVgMeMPYE5I66nT17dtYB4ENDvhAkFsrnP//57Ljrr78+C+s7//zzs84CH5zQP86V6y1DtTUgcQgZ0mX6r5NOOinrTK688srML487JRVS8m8wrZ+7fqAfNGGnQCLohC0wY8aMN8Lq0H//93/v1b9//1uCSj1KxYe2NmOJ3+aJOA6588fnGiDkb+/piqgZmPP769yeyNtrn/+OgUTUNMr28MMPz9QtXjWkC+ES+cHfEPJXvvKVbD5FCjWddtppdt9992WWCjWdL7jgAttjjz3a/G0/4Mq1GKRkkBGyZ1CQtnHe6667LhtshJxV7Y7PivDo169f23fRfaVMwjxEIuiEnJg+ffqKoKa/cuyxx66mfCYEUtw6cBbDKz3/t8ja15eWneFf6+P0b6lHkZ7qOMdz/OVS80Ku0D2tBw4cmEV23HXXXVnJUEj74IMPzkiZ+7z66qszhY0NQuQH36HguTZETltYE0oHqSoUzt8Hx0LA48ePb+tcFP6nynwskDgLKeEMfJJgc+ONN2Zp4X6wNpy3/EP/mAkdFomgE9rFiy++WBNe4ZtHjRpVCBmh6jQLSi5F7EP0PEHHcb1xwX6Qq3iSzi/rIibm2PfONfAWg33wsO+9997MniA9XOeHHAHkDPESU33iiSdmkRczZ87M9qXt3/ve9+yWW27JwvloN540ZIzvDclyfgiX1G4UMeeChLE6FBXCM+TNRPMrouqxWCj0xKze2s+9JbTfGyXstEgEndAuZs2aVXf33Xe/csghh+xOBAWDcEQnMMAFOUEsqMJc8wOCXFZIPBjoY659XLSP5MhlocQkvbVr+8gIgIf9ta99LTsnlgU2xAMPPGCf+cxnskE8/GE6ottuu82OOeaYrNA+A4iaBJYokkMPPTQL64OMUcL41bImIF08cMiWc0P4GnTlGbKN5xfa2BJIfWPXrl1fDZ8X1dTULAydxYrQjgGhzQOC2i4N53subHs9HP/7D/9LJnRUJIJO2CoCQe0RFONxe+yxx8zwmj8ctcgCUTOgBsEprVrwmYKxugYiYh/B4UPQfAhf7Gd7Yo6RKwNSbfE2CwR6ww03ZBEddDAMBEKyqF2Wo48+ui1SBGWsNkn1MshH4X3C7aixwXd0WkRyqDiTjsPS0Gwrulc8aa5XXV39/aDEv7uNf7KEnQiJoBP+Jr773e/+Kqx+dfnll3926NCh08aNG7dP//79iyAwSBqyhrQ0rRTE5Etvev/ZRzz4Km4iaB8H7b1qEbrC1/S37BK+I0Yab1gJIyz4zahb1mzHemCN3aDzY3UwcMeatqBuiRzBduB7yJc1BMz9Qd4cLyh0jpA/ngfXouYGsdPaTltQ3zwzN8P5A9vrN0zomEgEnfC+cdFFFz0YVg8GYiu65pprpuy///7nDRkypBLFCGnJ04WsVfTI+8lxASWfleitDwhUqd3yYiE+vFysFpEgGX0oUdKqIUjNReitEggVwqVNqH0SSyBcwt8YyGMbKpfjvNpG5UKmWB3cG+QL+XMNzUru3w58og3buAefxu29chH1XnvtdfbEiRPfaI2cSUh4DxJBJ3xgBOJD1l4cyOeSq6++esYBBxzwf4OyrkRhEl7GQBlETXIHpO2JGGhGEpG2Yoa1EPmAHwzxMlAHCWdV6FyNCoXjqRARhK74aCwMFvxeDeQBRZRAsJA9JMz5IV3IV7WmIWVPwEIcneK/FxkrwSSeAkz3CrhfOpfjjjvuC88888ze4auBH/2vltARkQg64UOj+V3GwUP97syZM78aSPr/7rHHHnsFlVsEoaJ2IUy8WghT8b4iKy2QmUp4QmonnHBCZpGgcokdfvrpp7MBNwgX1StCR/nSAfC9VC8EizqFdPGTiazAM1eqtawPFrC1Qc34+9ie0dorZ33m7eFLX/pSdu+0j/uhHTwTSqQylyIInUzdR/TzJOwESASdsE1wwQUX3BZWt2F/XHXVVRfuvffe3xk9enQ1BIkCxl4gVA+V65MwgAhXxHbJJZdkRA7h+uxAyFzKFyKWrYHlwWeUryyRXIiVr77za/+9ty28P87CdWibOpd4UZq3Ogau2+o70/E0vvXWW2/fcccd/3PPPfdc9IUvfGEb/AIJOyMSQSdsU7TaHzMCKV1x/fXX/3Ds2LGnhqU7JMprvWJ+UcRYExCXPF3505At3jGqU+FpEBsKdK+99sqSTOIoj7+lfr3NEhNv7B/Hi0hXxZY8CfvPofNpCPe3oaamZmPoYGrCsincw9rQIS0Oy4Kg9v8aloenTZu2dNy4cVl7zjrrrI/y50jo4EgEnfCRoJWoz2YJhHRwIOkfHXDAAbtD1Ayg4Q0TDwzpYn/gAeNZ8z3qWVl3ymBEMUOi2Be+hKm3HeJ6GH7w0atfka5fi2w96epvFu1Lm1atWlUfOpeNgYyXb9iwYUH4/OS6detunzx58twd87QTdlYkgk74yHHxxRdTsGIPKubtueee/zlhwoTdNTCHT0yYHl4yySJYIYr+UBy1H9jDLolD8XJ5wCJVr4DbI1/2D4q9JXQODeH6ZE+uCyp4RfjunaB83w6kPD8oedTvi1OnTl1MREdCwvZAIuiE7YbWinl7TJo0aUgguWnjx4//0rBhwypU94JCRXPnzm2r+eFLlfKZ6BCW9rzf9uwH9g0qvSko3w3hOivCsiAQ8GuBfOeG5aXw+aUZM2as2bFPJyHhvUgEnbDdEVTowrA6LSjX02+66aafHHTQQSf36dOnmIJEWBikUpMogkeNIqaOBaF3DLqxPbYjUNzLly+vD8vaQLYrA+EvC2r3jbBG9b4Qlqe/973vbdjR952Q8EGRCDphh6HVpz6NhSzFbt26HR+I+h+OPvrooT169CjX9E+BdFvq6uqa1q5dW7t48eK1GzZsWLZ+/fp54ftnw+dHpkyZ8mzruRISdir8f/UEo5EmtZufAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>