View Personality

Robe Funky (Robe_Funky.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Funky" ShortName="Funky" Company="Robe">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>4445612b-b4fb-4e58-8e84-9190bd7fd560</Thumbnail>
  <History Date="08-09-04" Author="Phil" Comment="Created" />
  <History Date="08-09-04" Author="Tom Peck" Comment="Checked" />
  <History Date="21-07-05" Author="D Trounce" Comment="Error 1: Gobo pulse not correct" />
  <History Date="26-07-05" Author="Phil" Comment="Fixed" />
  <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo ID to Gobo1" />
  <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" />
  <History Date="19-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" />
  <History Date="19-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" />
  <History Date="12-03-12" Author="Peter Budd" Comment="Edited for version 6." />
  <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information." />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="27-08-18" Author="Nic Morris" Comment="Changed shutter to dimmer.  Added missing channel to mode.  Added missing Atlabase mode ID." />
  <History Date="27-08-18" Author="Nic Morris" Comment="Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="21075" ModelID="0" />
  </RDM>
  <AtlaBase TypeID="ecfd8e4c-b58e-4837-b416-8d21733b4194" />
  <Control>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Random" Display="'Random'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Pulse" Display="'Pulse'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13" If="'Gobo1Func'==1" />
      <Condition Name="Scroll" ID="14,15,16,17" If="'Gobo1Func'==2" />
      <Condition Name="Random" ID="18,19,20" If="'Gobo1Func'==3" />
      <Condition Name="Shake" ID="21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44" If="'Gobo1Func'==4" />
      <Condition Name="Pulse" ID="21,22,23,24,25,26,27,28,29,30,31" If="'Gobo1Func'==5" />
      <Else ID="45" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Beam Reducer 1" Display="'Beam Reducer 1'" Dmx="4~9" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Beam Reducer 2" Display="'Beam Reducer 2'" Dmx="10~13" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Beam Reducer 3" Display="'Beam Reducer 3'" Dmx="14~19" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Effect 1" Display="'Effect 1'" Dmx="20~23" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Effect 2" Display="'Effect 2'" Dmx="24~29" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Gobo 1" Display="'Gobo 1'" Dmx="30~33" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="8" Name="Gobo 2" Display="'Gobo 2'" Dmx="34~39" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="9" Name="Gobo 3" Display="'Gobo 3'" Dmx="40~43" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="10" Name="Gobo 4" Display="'Gobo 4'" Dmx="44~49" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="11" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~53" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="12" Name="Gobo 6" Display="'Gobo 6'" Dmx="54~59" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="13" Name="Gobo 7" Display="'Gobo 7'" Dmx="60~63" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="14" Name="No Scroll" Display="'No Scroll'" Dmx="230~231" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="15" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="218~229" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="230~231" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="17" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="232~243" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="18" Name="Open" Display="'Open'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="19" Name="Audio Sel" Display="'Audio Sel'" Dmx="244~249" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="20" Name="Rnd Sel" Display="'Rnd Sel %.f%%',0~100" Dmx="250~255" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="BlkO/Opn" Display="'BlkO/Opn %.f%%',0~100" Dmx="154~157" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="22" Name="Open/BR1" Display="'Open/BR1 %.f%%',0~100" Dmx="158~163" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="23" Name="BR 1/BR 2" Display="'BR 1/BR 2 %.f%%',0~100" Dmx="164~169" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="24" Name="BR 2/BR 3" Display="'BR 2/BR 3 %.f%%',0~100" Dmx="170~175" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="25" Name="Gb 1/Gb 2" Display="'Gb 1/Gb 2 %.f%%',0~100" Dmx="176~181" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="26" Name="Gb 2/Gb 3" Display="'Gb 2/Gb 3 %.f%%',0~100" Dmx="182~187" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="27" Name="Gb 3/Gb 4" Display="'Gb 3/Gb 4 %.f%%',0~100" Dmx="188~193" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="28" Name="Gb 4/Gb 5" Display="'Gb 4/Gb 5 %.f%%',0~100" Dmx="194~199" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="29" Name="Gb 5/Gb 6" Display="'Gb 5/Gb 6 %.f%%',0~100" Dmx="200~205" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="30" Name="Gb 6/Gb 7" Display="'Gb 6/Gb 7 %.f%%',0~100" Dmx="206~211" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="31" Name="Gb 7/BlkO" Display="'Gb 7/BlkO %.f%%',0~100" Dmx="212~217" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="32" Name="Open" Display="'Open'" Dmx="64~69" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="33" Name="Beam Reducer 1" Display="'Beam Reducer 1'" Dmx="70~75" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="34" Name="Beam Reducer 2" Display="'Beam Reducer 2'" Dmx="76~81" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="35" Name="Beam Reducer 3" Display="'Beam Reducer 3'" Dmx="82~87" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="36" Name="Effect 1" Display="'Effect 1'" Dmx="88~99" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="37" Name="Effect 2" Display="'Effect 2'" Dmx="100~111" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="38" Name="Gobo 1" Display="'Gobo 1'" Dmx="112~117" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="39" Name="Gobo 2" Display="'Gobo 2'" Dmx="118~123" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="40" Name="Gobo 3" Display="'Gobo 3'" Dmx="124~129" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="41" Name="Gobo 4" Display="'Gobo 4'" Dmx="130~135" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="42" Name="Gobo 5" Display="'Gobo 5'" Dmx="136~141" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="43" Name="Gobo 6" Display="'Gobo 6'" Dmx="142~147" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="44" Name="Gobo 7" Display="'Gobo 7'" Dmx="148~153" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="45" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Effect_Func" Name="Effect Func" Description="" Group="E" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Spin" Display="'Spin'" Dmx="0~0" Update="Effect" />
      <Function ID="2" Name="Random" Display="'Random'" Dmx="0~0" Update="Effect" />
      <Function ID="3" Name="Pulse" Display="'Pulse'" Dmx="0~0" Update="Effect" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Effect" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Spin" ID="1,2,3,4" If="'Effect_Func'==1" />
      <Condition Name="Random" ID="5,6,7" If="'Effect_Func'==2" />
      <Condition Name="Pulse" ID="8,9,10" If="'Effect_Func'==3" />
      <Else ID="11" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="63~1" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="64~64" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="127~65" />
      <Function ID="5" Name="Open" Display="'Open'" Dmx="128~128" />
      <Function ID="6" Name="Audio Sel" Display="'Audio Sel'" Dmx="244~249" />
      <Function ID="7" Name="Rnd Sel" Display="'Rnd Sel %.f%%',0~100" Dmx="255~250" />
      <Function ID="8" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="9" Name="Pulse 1" Display="'Pulse 1 %.f%%',0~100" Dmx="129~191" />
      <Function ID="10" Name="Pulse 2" Display="'Pulse 2 %.f%%',0~100" Dmx="243~193" />
      <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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="'Dimmer %.f%%',0~100" Dmx="0~95" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~50" Dmx="96~127" Intensity="0~0" />
      <Function ID="3" Name="Reset" Display="'Reset'" Dmx="128~139" Intensity="0~0" />
      <Function ID="4" Name="Prog Time Trig" Display="'Prog Time Trig'" Dmx="140~191" Intensity="0~0" />
      <Function ID="5" Name="Audio Time Trig" Display="'Audio Time Trig'" Dmx="192~223" Intensity="0~0" />
      <Function ID="6" Name="Rnd Audio trig" Display="'Rnd Audio trig'" Dmx="224~255" Intensity="0~0" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="RO_FUNKY" 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="b0ec1150-f698-4389-b678-0d2412092bf5" />
    <Include>
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="1" Wheel="14" />
      <Attribute ID="Effect_Func" Wheel="22" />
      <Attribute ID="Effect" ChannelOffset="2" Wheel="23" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Dimmer:3" Delay="6000" />
      <Set Channel="Dimmer:1:0" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch id="4445612b-b4fb-4e58-8e84-9190bd7fd560">iVBORw0KGgoAAAANSUhEUgAAAWgAAACYCAYAAADJAHN4AAAACXBIWXMAABdgAAAXYAE8fGXsAAAgAElEQVR4nOy9CYBlVXUu/J3hzlPNQ88zTQMigigIMoggqGiMEY0miiN5YhzjEwHblhbUKATROEWJcXodNcYpRkVEQQSZmu6Gnrurh5qHO8/3nPPWWnuf2/3/773QUauaLs/SoqrucM4+p25/+9trf+tbtud5CCKI+R7veMc7uru7ezZYsehV6UxHT7NRL1VLpd8awG9qlcp3N27cuO14jzGIIP7/YR/vAQQRxGzFe9/73lhXV9e7as3WG1LdvWu2HzyIYqkE13WQy+eTcL0X9vZ0v3DJ4kUfvnHjRicRiU7ZlvkkveBX5XJ50/r163cc72sI4k87AoAOYt7F9ddf//JYInFz38JFa3O5vFFr1NFwPMxkc0gkE6iUq7CsMBz63+TkDCYmpmFYttXR2dHf09XVH41ELsqkkx/+4Ic31EKWNWqZxlbT835aqVS+dfPNN2eP9/UF8acTAUAHMW/iuuuuy0Ti8YfseHz1TKmMWKMBy7aRCIVRmpxCvU5ATY+1Wi6RZw+mYcK0TXCSzzAthKJJDCxZg2gshenJMWze/kTUcVrLF/f3LjfgXZlOJz77gfUfrnSlU8O2ZT1Wr1b/hc754+N93UHM3wgAOoh5E/FE4quuZa/mFEY0EkOjVYfTaMEgIC5WyrBtC7znYlsEt7L1YoDR2aUvgx4oTE1i62MPIRyPI93RR1/daDZqiKU60SRQPzA2hVZ9LF4r51fbtrl6YHDgVTds+IjbkU4Phy3zoVqt9t3h4eHv3n777fXjfS+CmB8RAHQQ8ybKtfp5rtmEQ4jbarUIVB14DjFl00Cr1sDVr3k1spMTP80WCiuKlerSiemZ8NR0FlVi1q7rwqJjNGtlNOtVGK0GXvGylyFqGrnRkYM/dTxz3UR35rQtTzyJcDSBFgH3nt37sWXzZrPluIujidjiFcuWv+Lkk076xqc/+9npsG1vq9dqP52cnPznjRs3jh7vexPEiRkBQAcxb8IwzUy1xmDrwXGaIHyWDUGPwLdGgJpMJjExMvy59Tfc8H1+/VVXXRU7+/RTLwmZ5kV2KHRFtdFcNTo5bR0eHeM3olrMwQuZscmpqcvi8ZjXmUwhbFkolugcYOC3EE2k6GeDGDhw8MAh7N65C6VKqTsWi10wOLjgglXLl99826fvaHV1ZPaNjoxc94EPfODfjvd9CuLEiQCgg5g3YYdDdrNYIPbsCIt2HIdA2oXTJDbdaHBCg5my4b9+06ZNVfr2Q/31Hn5s/fr1Z6xevOC1hmlfOD4+vnamWEqMjE5E7FAYVTqG02wiGo6g3mzAJbC2Gao5TaIgm74MlHI5ZMfGMDq0H5sffohTL/bCJUvXvPhFL/runXfeec/VV1990fG5Q0GcaBEAdBDzIt785jenehYuRqXSQIvYb4sYdLPVkg1BTnc0CFihoNn8r46zYcOGx+jbY/7vH/zgBzufe9qa1xHDfkmt3jplJp/vKpUqsWyhiFwhh1qdQNkxaDJooElfHk0KDOJOqyn5bqNB46hUUCTQLmSz+Lv3vPvCT3/60x/827/925tn944EMR8iAOgg5kUMDg525esN5EtluJ6DJrNm+moRYLrEojll8fuUZGlZ3R36qx0E5M8NR5a/gY75ksmZbP/o2KR9aHiYztmEZVpo+puQhiGblBZ9z89k8c1N38FbX/+6d/Oh//CrDmK+RwDQQcyLcBzHYgldpVpCvdEiBqvSG8ykDbgIm7YoNizL+i8Z9LHG+vXrH6BvDxz1++mLB3u//7O7f7nUcR2Ytk3nspFMptDZ2YNly1di4YIFKFdKCIcjPQTwK+g9+/4YYwli/kYA0EHMiyDgbTYaTVTqLdTrNbSajtogdFryvBHB/5GD/mMGAe7jpmmuuObaaw/f9Yt7BhPxFJYuW47B/kHOQRMoh9CksXBaZGp6GgMDA8yi3zEbYwli/kQA0EHMi/A8r1EngK5Va2jUq7Ix6HkuHNeFYRiIEKM1jiEH/YcEgb974/r1t1588Qv/PhKOIRqPixyPJ4xcMY8af89lCaTz6OnoWDVb4whi/kQA0EHMi8hms40aATODMys2WgzQ9D9m0ZwTZqkdh2EYs8Kg2+G63168aOHfj05OI5fPoSrjqcmGIW9Wcp6FNy9pGKFZHUcQ8yICgA5iXsTQ0FDFznSh2awTIDZFYsdYLCXdBIqO52IunBtvuummA+tvugXFQgEtp0UMniYKLlVkAZ5pwrasORlHEPMjAoAOYl7Ej3/84/oVf3GVyNw4tQHPIFB25DmXIdqDLu+evRSHHy5L7lyuaHSkQtGAUnF4XkuKW3hsQQRxLBEAdBDzJlzWOnvCVQkDCZYFCAkgGbChWKxJMdvjYFWfJwoSx39E/D74PzIKnW4JIoinigCgg5g3wWkNrrlmWDb5PwZjsSHfPUl3yGbirNNXznK7nGKhU3kmJMXhJzV4HN7vpcgO4k8xAoAOYt6EJ4BsarUG/+xJvteyQlIswhuGmIMUB88OniEmppJWMaF/d2mScFpotpl1EEH81xEAdBDzJrgwhJ3r+LvruWKaZFkG7BA9PsvijaPDcTzxAvEkB26p/LfpqTHRz+wVEkQQxxIBQAcxb4I34Cw7CsN0Jc/Lyg0x5afHDdmk82ZfZgfRQ0slI52YzkfAzA9KDlrnn4MMRxDHGAFABzFvgoE4ZIdEPeE4rqQWGI6ZVUvawZUc9BxsEnpKMeIZWlLHeWdXUiwM3jrVEkQQTxkBQAcxb8IK2bDCYRiOA9tWTJYRmoUbpsHgKGXfsw7QwtYBLfeDqEhcOBqgA3AO4tgjAOgg5k2EQ2FEwhE4nqfA2fNEMSFZjZYY2s1JCDCLFJvLzQ3hz9Jaix92XJWLnpuhBHGCRwDQQcybCFk2opEoGoSEJiGg40lJtSg4GmxB6rhzkoNmfHbAFYRaUsdnpPNzXpo3LgMddBDHGgFABzFvIhyNIBKLIiyYaIgWWYpF2AfDMBVyzkUlofhtuDIxCHtmDTYrOwikWYUdVHoHcawRAHQQ8yZi4TDiOsUhdSpGWIpX2I+jXq9I6mEuGDRjsl/FqOizSWNoiRa6Dc4BiQ7iGCIA6CDmTYRCIUSJRRsCiBoBmT03myiahspLzwGD5hSGIeJnQwySpMTcY220KX4ckqMOEDqIY4gAoIOYNxGJRpFo6ZJvNktyWwqU6f82F6+4s59bYK+Pt7/3fwpbVk56hlJxeEqb7bVl0LNf0BjEiR8BQAcxb4JTHI1QE65ti+7Ycyyp5msQezYtldmYgxQHm3/ANW2YjjJJ4ipv1kZzTlxppD1pVTjL4whiHkQA0EHMm7AImCME0sp+mQDRYg9oW3TQ7MOsE8CzSl3PPPNMOb7NncV5muBybyk7908fpDaCOPYIADqIeRMR7vvXcqWSUAiq6+nCEE85zGFuSr1Z++wq/Yb6XR5TJd+u6KE9BPXeQRxLBAAdxLwJ3iQM25zvtVRhiHRRsaTU2zYVg57tUu++vj7T8w1F2eaUpXW65FwpOvzcRpDhCOKpIwDoIOZNWASIoVAYyrXfQEtvEooJqWVhLtK+yWTSNDwF0D4Qt7XQIv9TbH4OzfWCOIEjAOgg5k1YdghWy9NdVRiwQ8SeXdFFcx7anSM3OzHlZ0xmDxD+HcoTBOLRoZ4LEhxBHEsEAB3EvAneJLTDnvLcYObMhSGGJc+xzE5nhWc1xRGNRvm0UjEo3JmrCYU5K0c9tMygaWwQxxwBQAcxbyJshdBiOR1hctNpwnRUSsGzTElxqFzw7DLoUCjENiCif+YmAQLW7FNtOAjR95al2nIFFDqIY4kAoIOYN+GpjlfCVm3D1lzZg62axfrMddYrRJgoW2zWb6n2Wy77cpjc5aUJzzUDcA7imCMA6CDmTbCbXVODssEFhIYyLOLUh3KUm31ktG3bZJLOhTHcbksKVSyz7c9hHCW/CyKIp4oAoIOYP8EpBYuZMm/OsTm/SjNwFtoyWdXhzHqKw7Isk9mzyPpMleLg5AqskIzHcXwvjgCmg3jqCAA6iHkThmERMLKtJzNXA6rTlQVXWLU5JzpoNQ5ObxiqR6JQZ86Pm2g0AadpC2gHEcSxRADQQcybYG7MWmhJcbB7HRes8Kahc0QBPdsMms2S+BTEo4VFu1BlK2yUZNuWSnfogpUggniqCAA6iHkTnPflTThThMauqCVYucFMFu1KvtmNdDptNogy27YtG4WWp6oIuaLQITYfthsBNgdxzBEAdBDzJqT/n6Fr+NiH2Tniu2yYll/dN/spDkuZM7G0r11PKGNzRY+tdyxnexhBzIMIADqIeRWm7qjN/huuqVQTrm/CPAeVhHR4k8HZtsPwPUVFckf/1FzTQTNs60kkiCCeOgKADmLehNEmph4BtSlf4mbntBim0Wo1Gbhnm0HLKXiCULloVSRjiP2pgVAzPMunD2I+RQDQQcyrMI5qyso6ZDFNUm4Y+vnZ9+KwJcVhSjLFFB22qqAxXEv8QnSWJchEB/GUEQB0EPMmfJdl5fvMJYUWRMjhsi7ZV0/MbhiisZNGV9IbkXPfvEkp5F6YtRkgcxDHHAFAB3FCxE033fQC27bXhsPhkOd5Jdd1xxuNxuGtW7du2bRpk6NexdCswFGVdasvFxZcQ0nbPG/WGbSUDQpnNoy2tahtiH+TTBQBQAdxrBEAdBBP67jl4x/f6MB+f7bSCmWLM8hOT8IyPZazobOjE2eec473pS9/eWd2evofBxatllyzqq825Uus5dBUj0HEHXNQqAJpGmtILtxAiNMc7AUCR3mCBAgdxDFGANBBPG3j5ls+/jkrlr4mny8gGo0jTdh7eHgE2ZlJzMxsQavR5BIQg8B67bVvfdunmxqYVSl1Cx793mw5qFVrqNXroo02DHv2GbSn8uA+WWdeb+uWVwzYap8y6OodxFNHANBBHHNcf/313alM5k2xSGR5s9ncX6vVfn7DDTc8Nhvn+uhHP/r2ZPfANWMT0wjZIVFEpFMhnLR6DR59tADLCsELEQg6LZSKBXzs1k/h8he9DM8649lwHeV14bRaKFcrmMkS885ldQus2S31dhzHYPc87t5taVdR/4Q+aKs+iUHz2CCeOgKADuKY4pOf+tR3yq73ikcfesRoua40aF3QP/Dx6z/yES8WDheSicSw57o7GrXa/ZVK5WcbNmzY+vueyzRN61N3fO72sclpKT5pOY6YHXGkU2mcdPIpyD2YU/I1SfLK5hy2bN2MpUtWIBFPSruraqWEsYkJHBwZxsj4mLS/movgxrVKe83n42KVI9uXfBmBCjqIY40AoIP4L4O9JW6/445Hd4+Mnr59x040Gk1ZsjMoTs1kicmahm1ZmUgknEmnUusG+/tfsWLxYvzTnV/x6rVawXPcYcs0d5fK5e8+/PDD3zyyoff/jvUbbtowPpWzGFB5s8/iijxPjJ4lbdHd0YGe7l5MTI4hlkjK7huDXqVWwdCBvVi9ajXKlSqmpqex79AhjI6OoJjPSTftOZDZma40ivXEPY8VJDzJ6N7iOj1uqkrHIIJ4iggAOoj/Mm7/9Kcffnzn3tN37NkteVzXbbUVEgw8ppb0lqsmcsUKxon1bt+1m42BjJBlZsKWnYnY5rqQabysq7vrX67/4Afrg4MDlY6OziId4HCuULhrenr6zvXr1w/554wmU+/IThL4iwrCFHmaZ/leyg7sUAj9ff0YHx9Fq9kQVYTkdWkwBwmQFwwswHQ+iwPDYxgbm0AuN4NatSK5ac+b9S06XQsjihEBZE53EGwr06S2uiSIIJ46AoAO4v8Zn7rttp9u3bPvjJ2796DRJObsOH4eV5bq0J5E4nPccuCYLTTrBNZiWG+K70QoHEI4EpV2T85MEbXduyPlQoG+8p2GhyWdHR3nEnB/6LWv/Usvk8nUu3v7Gy0rlq43GpK2KBaLeOzRB8FK4mc/53no7ukRx7quzi5uL0UA3VQNYTl9QOebmp7ATDaLCWLPE5PjyOWnUSsV4NDrOHhFMNv3jZk658E5Fe7oziq8GpCZIegYG8R/IwKADuL/Grd8/OMfHiuULt2xey8atZqwT0k5uJ787Pj99rTxj2QOGLVZXuaZ4sHsGE3UalVYdgUWgSd7VMQSGcQ7e9DLXJieyxOQPr51K7LTM3yg6HkXXRpddtI6uKy+IFB9fOvjKBNIrznpFLToMS7+YGYajkQQDkdRbVSlIIXTCVyjxyx/hhjzdD6PfDGHaqWIVkONX+PirHtxNFstKSv3rBBMOq8pG4YuOHfPE0qx0EAkGjv3c1/4wtCCgYHGE0888bpKpXJg48aN47M5tiBOvAgAOoj/IzZs2HCpF45+6LEtW9AgwHMEmF1hhZ7Or/rWcMr/QoO0Y6hu1tLJWhWGGLIr1hKG3SQgrddr6nlilqFQGKm+QfQtXSa2zbnJSQwsXCxMnTcGJwm8WwRui1esRf+CxQLKooAwlIWoaYdQLxXpXE0ao4MGajJR7N0/hGwhj6mRAwTOVRq7o8yL5oa5CkA7vLRwWX9NE0rLkEIZvn91p4X77r8PW3bsiNC9XMoKlf6+vgfPOvNMfPt7/86Fj2Mjw4e/dO21166fk9EG8bSOAKD/hOP9739/oqOj4zTbtvtp5R91HGkJFeru7//yA49uNiIEgs0QgSoBXOuoyjwGa98xU4QRR/X6Y+BltzZTITU9T6Btubrs2YHjGKLI4O4nDPyNRgPFkurhl0xmEI7GhSlzSqVQzAuId3Z1Elu25bXNZks2Dfn0YdtCJByhx+qgAbJtnOSnRwmYcxMjaNaqitHTuZnBl8olDPZ2r6QJaMX69ev3zdJtNWW14ai90DqNlycZmac45UHXVimVsGtqUjUYsG0cOnwIO3buxJKlS41kIjF47nOf86Ef/vCHf33XXXetvf322+uzNM4gToAIAPpPMDZs+OgrBhf0/eNzzzmnf3xqCmPj45ig77lcHqVSmYCsIFIxywojnelERyouBR9lArxqtUFAWUezUSN23SDAbUrag0Pgm9m2tvyUnnzgIj5TKvwkDUIg2uKegUZLpUIs5VnBTFPy2Jqp1+gcU5MToiGOhiLyGJ+mKc50kNfFE0kB5MnJKRhEkEORKDo7ugQcS/mspDZcRylOQpEEfvf4FtDk82ennfXsP/vJz3/eOHzgwC+qlcr99Xp9Rzab/cXNN9+c/WPc34ajJpiQJ/ODUo/o6hUef4u+asT8oe8ar1J4VXLo8GGapJL49x/9CM8/97xl55xz7i/pBef+McYUxIkZAUD/CcX1119/gRUK3dk0jOV7DhzE4ZFR1fWDgHRBXx8GuruFDLOUrk6slNmqwxVwxPwYMHmzLx6r0zK9iRYzQwIhZrtNeq5Wq9H3BtxWU6VEgHaO2jDlvypH7bhSTecy9FqeMrKHowz1GcBaLQJiT45dzk8jHk8RoLk0HpcAnI7tROCY3HzVQTKVxnR2BuFEgqhqCCFi08zV6/RcJJVBU5QbNURo3N29vQSAw9h38DAmp7PEvO1wyA5dnkqlLh8YGMSpzzoT//nzu5q56em9U1OTPxwbG7tt48aNo//de2wYYbNWL6IuVY5Ko62XGaoFFk8YvInYagHa1KlF965eqaJi2ojSWHkyvPtX9+D8c597Dk0a533wgx+874/9WQjixIgAoP8Egpbzp4Uj8W+UW+5p2clR2HZINuxKtlJaML/lFANUIgJKIibfZHnuOZJ1ltRCOBQWUGlyQ1RiwyECz3AkjHgyIWDdIpCuVauSa24x2LJ6wVFHFvk0vdeR7AeDsyNsWzi05bYBX5Vrsz6NmGitgkq9qv0r1NhEHcHPcXqkWJSxsmrEsFQeIZXsQKubmH4xT6DeQFd3Lzp7+nBwaB8ODY9g1bJlwrIbVgusFslm89h/4DArPEKRSGRtb3ff2gtOecbffe0b33xyamLyS+9+9zv/4VjvtWW5BlcwMoNmplyuuHK/47E4jbMluXJpXqu3V61wWJg/j6dO15kv5Oh+xug+NPCdH/wAl55//j/Sy54xCx+LIE6ACAB6nseGj3xkw/6RiQ/t3rubGGYYCWKbsWgMYZa/cRNTbYWpDH64LFmp0JgDO6oLtpjNN123vVnIBkQ2AysBD3cJsSTfakk+NUzniCXi8j7JtxIzrJaLAljMHFnHLOlrs+3QrAo3KBrNhgATg7hNE0Eyk8H08GFUyhV5LJNKqmIPvVGYTCQRiyXlfazg4Kas/PzChQsx2N+LqeFDNFYbiXQnJqemUC0VMDk2RgC9HE2WwTlKleLQ5CDG+sxmCVx5zAcPj9DxzHXLlyy97ac/veumRx753WXEZO9/qvtNIJ9Ip+MY+90+FEsl9PYNigY7092DjkwXrUqaakLh+65N/XkSatEqhBWAzKYZtJ1aE7976GH89atffRqdt/OPlX4J4sSKAKDncRBzfvauQ2M3PvbYowRyBWFpDKLM5pLpFDo7u5CIJwgMbQUWDM6GksxxGsLxaTTL6hisBWBVLtjVDFD4L/fZY220uLd5yvKT89C2R5NBFI10UgyLKuUSagR+ArCuTnsIWrM6xESj1USNGG2YxsPSuQWLliE/OYHD+7Zj2ep1iPX2SJrDNdnf2RAwFSvPUEiatPLk0KDHhgmExwicq8WcXM9kdgb1SgktYqhTU5MoMwjqY/AlWo6FlsUpCK5adGXSYrOlZsvErr370JFOJ896zjn33Xrrre99z3vec9v/636/853vjLz4ypf9YPGKNTjvvOfjC//yNYwcPogw3eMSsfliNiuboOx0Z9Oqw2k0ZSNTvEMMlUOv870sK1liDXU8sX0HBgcH30KH/8QcfWyCeBpFANDzOAYWLvmPXcPTxsCCJSgW8sQMi+JPUSwWkMtlMTE2ihiBRyqVQiqdQTQWE5BjsFZpU1fJ5sQq09MpCuW1fETTAbVkZ6c4rbuTvoC+4yf9J6IldYlkAnUCx0qlQqy6IikNORYzSpo8nGYdpVKRxpMGY2RnVw+e8eznEbhWCCQ7Jf3hmVxC3ZS8eaFchk3j5S7elmlLuobZ6t49O1GeHqPj1+X5Kl2vUyvLPanSJFEhUORUjUeM2xHxhwPbMeGY3EuQJXyO6mnocM67hakZBw9v2WasXbP21s9/4QsXXvO2t73s/3q/Fy399qJlK3v3Do/BSvXguedehEcfeRC7tm+R8cXCEdRoomQ05hWCoHKDb19TViZ8Li4E4klIpkYaz8HDh7FmyeLnzskHJoinXQQAPU/jox/96IsGl6/t6e/tFdAVdQaBX57AqkzfK6U8GtUy8sTqcjMz8pp4Oo2Ojk4C65RUALblziKdg/5FLct9nd2Rqg/1k6cF0gLkmiGb0mGEeDUBIjPHGE0IzVod5UIBxVJRbENdoyW2zTyRRIhlhhi4LQuJdIcoSRjgWQ3hEDhnC0U0mw1U63VtpKRN+mEhThNOJBYFw7FJrJqWDGgROLPrHc8YnEqo0Lml37dLrJsYs2uZUvFnszxOFCZ6zLxxyROHqTYvH92yDYsGB6/c9K/fHtry+OYz6R5PH33PZ3LFmGyscsrHDGHd2nXI5wrYtuVxGhtdXCiKTGc3jKlRaSIbtkNoiLhDp49UU1vZJDUlBc9OfUX+23TOzacmiKdbBAA9TyPT1fW2SqVGgBWXDcFUIoFKJo1MuRMVYp55XnIzqyYAqFQKaNZryE5MoEhgLUDd1UWMNynACChNLzNrUzNkVzf/E7Zs6qpCQ20yehpk5D0etFEQ9zWxNON2CZxshLo6EUsnUc4XCagLUj1YLhcRr3UgTiBr8fE5V835Yd06KkeAPj45QWxU6aKrxMh5jKFwTJQnjpSI02sjUWKnNalW9CRHrmzkuMKvTsBu2bp5IYG+7VowLBqh4eq8sO4laLZkBWBqiR8dGnsPDGGwr2/pec+/8NDHPvaxyz7wgQ/c699zC63Rb/7b9zFRaeKNf34l0osWIEsT4GNrTkOO/ha8cTqdG5WxiAEU67NpInRaSups8rhNG35enlPzZfpbzYF/SBBP0wgAep5GOJp4bq6kqvZYHsd52mg0hiQBda2eRrraQUy6hAKx2Hw+i1IhJ5toDQKR/NQUSrkcosR0O7u7JTXBSgST2GXLZ5cCxkR6uQjD0mkNKNc2/g+DtOrZaum8NP/iyHOWrTbIOI8dJ+aeSqTQUe0S3XOlUkYxN0OTSj+TX+meYtqmmDSVa00cpiW/0Wog1bUIOfq5JXuNrI6oiEc052SYUYftsJSZsz+HxxtyrK9mVs5qCWLsrDzxiI27xKBtYtK2awiblW7cBJ7s9yGWR5ahFBeeTu3UOEV8kCaJmdiFz3vOr+64444PvOMd75D8cKNZH39yx3bU6Fi/fHgbYpEYvve9TRg+NCRpGoeuwaiX6boiUgXJUjuL5XYaf8PRCLH/mDB9Q5rN2hhcsJAnlInj9DEK4jhHANDzMK677rrMqWc9b2B8+lA7X8zsMxQyRenA1XcJAoJ6KomuzgyKxS4xtC/kmVXPoEzsul6toDAzjSoBeIxel8p0SGFImIBesUylevCkebUvy1OpDfnSxsd+Tz7DZ4y2799silOyq+w7BJgGFy1CiRhjbprHkkU6nRFFQ8NrEcOuYGxkhMZVFr3z0IH9BFwNPilazOxDtqRNook0TGLTsa5eeARwjWoRLheCeEqLzBulnAO3iYGHaEwO3Y+m0dJ6cNUmyyKWzQZHFrN2VwMzV27rPHGDGPXo9BSGRg4br3rJFR//+te/fuHevXtfMjI8fNkjv/oVvTeM3Q/dD7dZQ5Xu5ZFKS2LrNHabxsj3w+CcM4G2VB1yQ4KObnT29tO1hKR4JZGIo49+LxaLm4/TRymI4xwBQM/D6OzsfkepXJWKP4WbngZQpZywbM6vRsSfglleMp4U+V2RADFXSCGfnSGAzAm4NIiFsvqgUiojQYw63dUlxRS8ROfUhiVnNEQTTf9RDJQR2DUV+BJPtp0fcyIAACAASURBVHm3ULyYFUOVVlCi3FDjbboOMVtXQCoRjyFCTHJqbAITY0WEmAk368Tui7ICCBH7ZJ21nJVTIBZrpi24XCxD4F0lgA+x5phYtsfs1KHzKmxWRnIEsmUCaFZMeATSrk7TmKLqsIi5mypVw/lgdsljVQeNnYtleJNS9NcErFU633A2j1u/8GW86qVXXL5u3SlDv33wwUWNckkYd60wJaZOavMUaCfxuZiSvTromlhSyDlxBmjOl3d2dsp7ebPTilvopElxsL8PWx898G9z/ykK4ukQAUDPwyA2+hLeEPTLsD2dLzZ05xHP1YUizDxNWzqThIiBJmJRpJIJAuyU+GJkcwTUuSnUSiXZlCsQcNfqNaTSaSQyGUTDUVVoYih2aQprtnzHDkkLMClt+yG7WhHiKjAW0Z6rXN7Y0IiBUopf2EBocAAzxOArhQrCBJzJvgFxt+M8bjQaFYbLqwI+F08iUrlHSMxSOpfAjxmq02woVDZVdkWKX1g40aih6TRgtDzVL9Bnz7bKNtgis9Myw5a/iefpqkpP6ac9VbiTL+Txxa9/HX2dnYt3PbGtXYgioR3/lCTR0/asrjBrHhsX9TTFKZCb4KrNUDZFdWhm6+/KyBhs06uuX79+x3H7MAVxXCMA6HkYVji2ulxpihrB1Trm/6/Kwjui0IDSMttWiNirhUgkIoUsnKuO0VeEfi7mpkXHy6qPOjFEh5bfLJfLdHQiEo8LuJtQ1X8MYr7GwxQANqXUm4HOkQE5bdBShJJd8FxRSTB4WQzUltQ20pK/A9FECoWZLHL5GQJVR6VqCMB5w5Hz5eIL0lJNBFxdRs4gzZOO57edMpQns6m1f6Ia4UIV0xXds+PpCUyKcJS3NE9kDlQ5tqNlhJ7v6qdt8Sy6btY1czrowOgYGmZITTzuEdYs/tlH2ejxc/VyQTW8FaBX5+rqH0SxXIFD509yoQ9df293F7JT009ZHBPE/I0AoOdZ3HDDDf3L1z2razo/LKoAm0CoxUtt129fqgXKUBWCPmArfbMpQJ1MhhCNRSTtEaevLDHmwswM8gzUhawwv2IuR4BdRSKdQYrYdCTKqgsGQlflp6GUHgyCrGkzhWZDPDxkztAs06845DSHS8/JaLR+mkHWIjDm/LcVDYl3NFcVVvW1+so/SaS46jyi+AiF4DSUAZFIArWZk5g3mab29PBkA7LVpDfZhma7nM5oiU9Is9XUJzGONH0F58yPgC2nIqLRsKwcGKz9VUo1Oy2eJJ64A6oJELoq0+VKSuPIKoKfjdAkZCeSmM5OIdnRhQzdT564XnrZC7Dl0Yc/NHufliCe7hEA9DyLTGfnu6vVmrICBaRqTTbxBGWOtFwSDx9hscYRC3vDNzgCQuxkl7SFrcbYJCkSI7ZIIEzgVynkiEFXhEWz3wSz2ExnF6Is6XNtUV+oRiuGqDYYJMWuVJLQR3LBnCpgHTPnYDm3yx4W/LOkFDwF9FxoEo0lRIXS0d0tY+R8uMONWaGuiV+nimpUCkMkamycxDakrkpxqCpJJW9rSUl5U9Ipkp9uHVGxSbcYz2sDqsCr51dXmpKrthhmeTOR3s/6cT6mHAu+RlyBNK80JL1keEfSHpJy0e27+HbQzUp19yI/MyWrBe48MzU9hf6eHrRqlUPHUl4exPyNAKDnWSSTHX9e0h1QVLGIqZf5fmGJTnXoVISnGaFi2D4fVcHv51JtpfwIC0u2QxHkInGU8tNS7MKtpMqFvAArM91YMomwERbG7IOQoVMIruu1WagANG+6MZuV4g5XXPEavLkn4O2olAcrMZJVUWdwkUsy00kgGRJZoLBxacTqtM34Pa0gEWdTg0G6qdzkTPUCLpbx0xWsyDA0m+fVg2CorU2dTKPN8uW4nOqQ9Iwjj7OEj4tLeMIKaZBmxs/3iscs/tNTY3J+VwO8D/qywRpS//TE/5pWJCGunqTJUMaEEF54/jn1xx9//JKXv/zls/p5CeLpHQFAz6MgtrXqWc85f9X0niG1WaV86pTkTcJVzNrTrNNQG2CcC1WFJwqIFG/02soHLnTJJBMC0mFiplytl43FMTNtSzVgs14lsC5I4UiyXkMynRG2LRWI0KkIOa+qlnP1ORmEXd0eilMKbFcq5d8tVY0naQsKBnBWUMQJpLmwI0Js3k26UmTD7+HwRy2Zb70ZCkmT2KLwkHQDPctsvLOrV+4BV/3518fWp9B5dNfmmkRTqTv8ikldrcjva7TqGD44JN4ikXgKHbR6yHRkkKAVRFjc6dRkxmmP/MhheI06cNTEqOR2YWW/arIHR0RA3SVmb8WjeOklF7WmxkbPWb9+/a45+/AE8bSMAKDnUXR19fyPfEXJ61gWxvkFn8kqxzhWJyhDo7bsy7O1zwanFxSQthf8emmuNv4M0U/3dJj0/QhrtO0JMcdnMyI28S/mVKqC2TSDtMjq/GyxVkLI5KEZtOvotIZzpOeh6xszaV9prnKEdn4LO5F2Dl1c3zh3zflirZgw9ESjk78SViSqKgppYliyZCm8cBxFKRxR53QJHG3PkmNxVaEr90T1UJQycl2YI3ZSfGru4sKeHtOTqOWyKM9MIU/MfgEdO5VJqdVGOCIFOZwWyQ4flApHfwvAFIVJk44fpclMbYTy8bu7OvGaP3tZa2p87OINGzY8NrefniCejhEA9DyKaCJ+STFflLywq53npPBCAE0t+5XXnHlEV8DAw/lT2cA6yrXO1dppLtHWwMK/c6FKRyqpSrUtg5hgSEqt8zMGapWysuskVs1gx0w6Go+hvZ3n+OkUDYyeo79rW1PD3zfT4GoYmn27AmjcFED0KGx8L8dwVMEHH7TVal8Tg6inQVWBNYFt3ESrXESCGPTuQwcRSaYVQ6brcFpKpcHAyZkeSwz16fjEhF2pZjRFiietvKCKfdacchqeeOQBVPJ5SXew9zTn5ZevOZmAtkvuEwM1a8b5Hk3s2SWTkWjG6blFK1crxQhXYtIYUnRPTzn5ZKxes8qLhUNvuOaaax74/Oc/35ybT04QT9cIAHqexI033rj09LPPPW3n7iFJOfuVc54Wi9mCXpoN8o++3RzQ3gxjeRu00kBawzraDMlDmwWr9k0mAV1cwJHN5RmETCuEQnYCFdZfs5FRqaRyyy0C6WRSpwogoOpou1EpTtHgrDPECnAZrLlYw3SP5MqhzINYj81g6boK6NV16kpFx2nnkyXnrDuNy6ahFYbd0Y2dQ/vEQImPxd/FlEjyL760DlqW6Il5E7wQ4btJr9GAb6p8cpJWCGc+/wXIEXvOEZMeGxpCeXIMo7EYkqmUFNyECHhZthghoOeqxPF9u9Gq1yUNsvaUUxGleyjdVaQRL1Cq1bHphz8OnbJm9Rv/8rWvfd2tt976N+95z3u+MicfoCCelhEA9DyJRUuW/tNMriCFHOK3rDIKGlRc6ULCwGMaaJdqQxeT+PlaQ4DalYpAroJjyZyru6kYardPKTD0ZmMszKCXFjZt6oathjUhFYicl66z17Fmy5z7ZU8NpSlx2xtwSu0BqUqU4m+dljBMladWT4tJhsqlc5rEV5+oF0qBilyLHVKude0Ros3CDZ2P9liFwWAuMjcFjiYX13hqo1Tt5akNQs6DM8tlnHbZK9pUckVpWkvvZcvS/oGFGFy4GIuXrsTw0F7YdJ2sC1fdZ2zFkHkMy1YKkx7Z+STirNYg4A5xf0ZD6cChNxKbjSY2b9uOnXv3h6+87NIvf+Mb33jNvffee0XApv80IwDoeRCf+MQn3nbqM599ybZd+2TDTQCag8FMcPWI7tbVvzNZ9lMB8Pz0qNpkM5kl2oYqMjGUMb4qeWlrQATYmJlGWLGQStBBe9va5Rw9zhYU3LSVq/ZKbIFMABQmdmn6OjudxRCTJUnDQNzkLH9jkSsOTS13g3Qq0Rubmk9rksyVi7okRiYYywxLblvqFBWB1hOQny5BG4y5G4zhWNqrjwHSlYnI9QxtwcdyOke9XlqCEZBbngZ39R6pZiSA5f6Ia595ps73G7oq0layPW3XaodWiI8IobBUPkYlV21Jp3MutuF5xtUSvEq1in/9/vfxjHXrLrnyyitHbrjhhmf8Pj0SgzixIwDoEzxuvPHGhZ29/Z+bmC6gKt1KdEGE67NPDlXR53mO9sOw2CpDtLuWqaoM5b9Hez0TMIm2V7NtLhtn7TEjnumzbihFCBdsZGhZLy5y3N3EsiVPXC5kiUWXpZy5SCAWJxDiBgEyUcBts2UF0oaWtinliak3KJUK0NPPqxQIfDavNCqwPdVFnCcmBl523mv46g4pXtEl7gLo6t7wZOC5ypzfcC3oEhIlgzPZi9qUN7KiJCRl6qZcq8Xdx/lYLUMjveraLR4bpqmB2RIjpmgkomV3llRmRujesAomNz0hndSBXqkaDFkheq3qai6l79KXUf0dH9m2DXuGhnrOfdaz9t98880XB7roP60IAPoEj2Q6/e4nduw0emdqStMs4GnppTq/QgGwoaViPnib8D0izHaKw98J9Iu1hf3xUwzUBnf9a6rCEo2svoRO0gQ8llhc2XT66RP9Oi6F5uKQSqkkvzOT9iV4ypZUmeZbripL9/xilnapoNdWoqj9Tqvd1NYfhWoOYLf13GwTyhK8IxWLqrDFkFWBq3opekpDbXhN9biufuRlhmX4d46bnqjiFa+luba8T43tSPMCNU5xvHOVKobB2rZNyUGnkwnEIiEkohGYPb0oFHOYyebkXqViyqTJtsKqV6PRaPdL5PMW6L7d88ADkcsvuvDev//7v3/j3/3d3311Nj5LQTz9IgDoEziefc01oetf8vK3lB0bv/jFXUhnujEwMIhMOiX5UtM020v7I9o5BZ6eKChUzlmZ4esX+To7vWkmuWhDucbZIADxGrLJ55sw+aUtgpfEPNloH+g8Yj+q+/416hVaxhNIV0oCptz1hPPBUm7OIA21Aefp8QkpZZyTNoleu2ci54KVrltNRILYniqIgeFPHC7CXgQ105ZqR+iSdj6vpfPostnJqhJOq/C94HN7ljq7zr377FimMe4jyMqVUFRYMPtNy8TFpeNSwKLuhKOb64rXR6spDW1L5Try+ZLUwCQSMWkx1pHqQLlaRalaF7YdkVZjVpuByyqjpTYPeZLhPoo/vvuX5gsveP4/f+Yznznt2muvfd9cfMaCOL4RAPQJHK9du+5zMCPp7q4BrD35NOza+QS2To1h4cJl6OvtlcIJ29IgaqhUglKeqVSCYslaDWH4baoAHMVOjSPkUICRNwKtlskW+ThSbA2txlAvZR+PTnRoTw3FxLl/a5NAmpUd9UpZcDUcjanNP09BvFJsaCDV84SnXe9U2kVPFspgWjV3JRA2/BSJHqryqqaxRiIysUijWmHKqjmtb3XariT0JxhD5eQ9fTzXsERCGIsm6F6q7jK2Bk/l/6Qc+iydAxeWLhWMhjSkZXMoBnU3EhWJXb1eJeZMX4USHS8qjRD47A1u20UgL6zdUTOTX0gkVrF6J5WdBH92zz24/OKL3/u1r33tWX/1V3918ax/yII4rhEA9AkcCxYvvoI7eOQKZQz0DSBGgHzo8AHs2/Ukxsc6sGTpMvR2d4vci5favqrD1DrjNvv188l6I/FIAuNIdZ4q1HAUIyaQhjYdaukya5VHVsdgpstM2jS6lAZbs+1y3kCDtdIsw+OmgfQcezy3JwZ97iMblt6R5/RYxH9aNhCPtMGS1I3hrwLU2A1DvTalO44zSHv+5qar0iumhSMbqqzkYLwXJQetFehednX3Ip1KE9iGJC/s68vlkiQ1Y8skJX51rBx0XBw9WpUxUtfAQG3ZKVo5JEQvzlau+UKBi4tko9UlRm7pGUZWJ6arEzu8geoozTgdr1ar4wc/+xmef845F339G9+493Wvfe35s/LhCuJpEQFAn8ARicY6OK0xPpWVTaeerm4sW7yCwDGJvbufxNbHfodlq07GQH+/bFJZlqGX8CGdA3bbaQHf8E3/1u6IwqGW+PyTRkBOC0gJeQhew2s3PFX5b/MIk46E0ZnOiEKhJdkEFwVii1xxyJV1zKRNMRyKasbo6byuypr7Om3fmtSXfqjXmm0lhYzMUPn0NrBD5bC5hJo1ywysKt2hc++e1nkbSr3huiq1EInE0d3Tj76ePtlsbLZUZ2/faImvjQE2n59BuVQgwKzI5qGknSU/7yl3OzZ6YuvWRArxeErSTZ5uDhCj39mEqlTMYmp8jN7Xg9BgSCYMf6JjFi6buQYX46grajnKQ4Qni3t+8xtc+NxzzvvqV7/649e//vUvntUPWhDHLQKAPoHDNk2bgbSbgJn/8R8eOYxMugOd9Pu6Z56Nwwf3Y+cTj2JmahEWL1sppcQxAg2pGiTQNC0tt+NNt/YGoXeUqX97G/CoLT8FwobaZZSuLGipzcN2uaGhlB4MNGyu30vnVaoER1UaFl0xCOKvarkkSgz2rmBWrGm+GoOpzimVfTKzeO1KQ0MDtQLzo1grVM9ESemYivlHubt3B5CbmhLAVXJvlX9mJYdosGlV0N0ziEULFyGVTEk7LfbqMPRxuHnr5NgwJsYPocae2HIiSwB41fIVWLd2LRYtGKT3pgnQGxgdG8FvH3oEe/fslmtOpOjv0jMgjn+cCrHCEaQ7e+n6C5icmpSJYuHCwbYrHtuhck5fgN8V8aM8x4Dd0m2y7r7/flx0zjlX3Hnnnd+6+uqrXzOnH74g5iQCgD6Bg5f1sVgUYQJdWYoTyMzMZDE+fAj9xAKXLF6OVLoLwwd24fGHf4PBxauwZNkKYrUpkZIxSBN8yafAB1/RBxs6D3o0KMMnsepx39Re8r3s6GZAgOho0yV/nR+LxgmkVa4ZjpKQlYsFOM2aSPAqWkInIK3LzsWVUwuZPaut02gXn0hhjWm03VKPZs6qclD5YHBDWx5jKmTLc9OTE8qIiVDPNm26Z2GkMp10r5bRSmNA2GmlWtObii6GDx3AyGE2Riposyd1Hoved/GFF2M53dM9Q3ux5cntuO93D0uOPWSb6EinsWzJclz5ohdjeOQgvv6tbyE/NSoA3bNgJeLJlGxyxlMZyaVPTM8IYx8c7NeWrKzgcJT+RmSJjrJg5XPzKkUrRu4mJv3yKy5/9Re/+MXcW9/61r+Z209gELMdAUCfwFGr1z3OX/JmYKvhyjK+h9gqGxkNDx9EMpFGZ0cn4okzMDUxhgO7nxCb0KUrV6OXlvAs+ZKNrZZuf2UoVYJvkuS12ax2wPPTHnoDUbFtBRgugQtDoDK61yy6rQwxxFOax8KVcmIlSi+pFB3pzcfNXitGSeVpOb9taTAH9CThCVsVFZ6nahF9JzhfViigyfloNnCybJGtycrA8IdrsiQRpXKRJoeSpBA4tbJg4TKsWL6c7lUK1WqFmLMq2JskBrx75xbu1I0jeXrVc5Hj3HPOQ4Lu7w9//hOsXLpYNvAgINpCIVfC1Mwkdu3egV/8+h5c+oJL8ZpXXYVvbfomajQxHdq9Gd39S9A1sFhYMaek2KlqamoayVSCWHhS3XPeHHR1RxZDTViOelBNolpl8u8/+Qn+6pV/cc1nPvOZsWuvvXbDnH0Ag5j1CAD6BI5UPGoUp4vyjzSRjNI/25akEbgTyooVqzExNYHJ8RF0d/ehv3+BdOXev2ub5KYXLVuDFcuIYafiyghIEp8hAa4jWmhPe11ojbTro53ZNvb3vT0ECLlAgx6Vqjg9RtnE02Ug0VgMXTSBtMSPQ/kx10qQIpgGMelaqIpo0hJghQZ3U4OwpwHKrxDkxKypNwZVf0Jbf2mZHlTDVr9qUArE6Rdpl8UrDwLXRUuWSWqCD8gpDG6pVSqVsGv7ZmSzk1LyDi19Yy1zf18/zjnrLDzw8GM45aS1+OZ3vo0XXXIZ3vHG1yOXz6O7M4VKpYod+/ajO5PGgeER7Ny9B5u+9z285a/ewM0UMDMxIeXo0yP7RR8+sHSl6swST6JJk8HoyDhiy6M0ybJPiNtWijiGsoqVjVhdGg7/ftCiZNP3f4C3vPa1H/7kJz/55Pve975vz/mHMYhZiQCgT+AgELK5uo/hp0GgKF2vuYqPQKZhNDDYN4BKpobR4cMIETNNJDNYc9rZxPBmMLTzcWQnR7Bqzano6u1FMhoGlEWSaKjbrnKegjvBZ8+XuKnNRX9DS4z1RfbGznTcM9CQknPRS3tqE9EVBYaHZDwGo6tbXQAhT46eq1VLovllf2Vmxtxmi3jwEWWHTCDuUTI4U67TCllSTq1SLioB4mgDJVefW1QXfrEKlGStu3cQa046GYsXLkC5UkO1VpXUxvatj2Bi9BBc8Ye2BOwTxGYvfN55eM2fvUImm5/f+xt0ZDowTkDL+fu/eMmlGOzvQl9Pp5RnV+stnHn6GQKiqXQPHnz4cbkGztEP0iTJ1YZqY7CFYnacVhQVLFp1qqRa4vEM8jPjsuG7YEG/ng955aDaZ0mBjP+3cHWBu2zKuqKp/ud/3YR3v/lN37rxxht/d9NNNx04Pp/KIP6YEQD0CRobN24848xznm80moqthrm8uakq57gQokKM1KJlt3TJJqY8NUlsemIUyUwX0gQwJ51xDkaGdmHL5gewaOkqLFu+AhkNjFJqbVptjbAwWKZphrKo8Jms778suWBXgTrnfhXzddrqBskXa6UHpyHiiTi6CVSaTS7kUEDecMuS+qhXKqK8iCVsATZhwVJFqPXH2u7TYrZv6Ua14jOtWLnntsUg+stsb3ZydiKV6SbWvA4LBgaQK+RRJWBjuduubY/S71ld+ALxsj7rjDPwqpe+DJPZHG794pcJFFvI0eR2xjOehZ27dmFB/yDWrlqOj3/my5ihY7304gtwwXPPJOY8IRt5a1csILAdQV9vHzHsAl5y+RV4/nPOwgc+8hE8sW2LKFlqpTzGD+3FwJLVYjsaISY9NTWFjs6MeEqbikPrFQ33FbDkZ+bWTU9Ztlp6cprJ5/D9n//cOvs5z72HHlh+XD6YQfxRIwDoEzRSmczVxVJVtLmqo7WjpFz0j5w7Rke5qIJ+Z1Me26zD7BsUR7lRYojhUASJVCcWrTwZHT0DGN6/CyUCmOUrT5JO0rFYRIsxjDZgiYSN0U+KWnypm6sr/4C2f5wGaU52cDh+6bOhWa7oiC3Jm3O6o04gpXoRsrKjKnaiNVr6c8eRUDikZHuAzo9rxmwqOV2jdVSnbddTQKZmBHiSmrC134glG6i8kbp44SD6u/sJjHMEznWMjQ5j9/YtqNV1K1pC8b6+Plx28QsJJDvxha99E709Hbj6qj/DeWefjfd9+KPopcd/ScB76QUXiX/GKP3cIEDeTyuVc1qnI5WMiaXo7v0Hse/gIZy8Zg0e3boFd9/3KxweG8cN7/s73P75z+OB+++jlUMdpZkJzHCOvn8hwpG4ND8Yo9dlOjsQMvVKwVTVlq6sWtQsJEoZvbIBVPbpsW1P4KSVK5d99rOfveXtb3/7dXP/yQzijxkBQJ+gkUikz683WioF4frl2Qou7ZAtigpTNsJCgrFxqa7LSDXc9PS4bBZGE0mkO7oROfkZGDt8EDu3b0V+cKF0HUnT0t7ynfq1fMJwfUEblIpDFV/rfn66qlCnqRkUVRspZtKt9uaeEuMpg6UUnb/Z1VJ9CVl+p+Vj3GuwQeDJLN4Ksy+0fcQilXXArqLIjs4xG542/YeSo0npONuK0qoiRGybNwPTyRSWLF6I7kwnssQ0SzS5HTy4H7t3bpXCGR4/pxnWErteu+Yk7Nq/D7XtVVx15eW48HnnokRM+399/0fYS+/p6eqSDUVm8vlSBe9+65vQ39Mp3s8szRubmkEvvWb3viGaRJoE+P2itnnxJa/DP/+vf8WXxidw1SteiVa9iYcevl+qDLMTwwjH4oinCJQjMcxMZWWFweDM6o6INACI6IIXyzdthd/+V/mhKHOnH911F9541VX/c8OGDd9Yv379tjn/cAbxR4sAoE/QIIa5qNFUlp/a7FmVBUOxXGZcLjHIVrMunaJhNeEJE4sTaC1Atc7s8bDKsxKzXrRsJYFWHqPDB5DNzmD1KmLTvaoK0dCl1W0dss+WPbUZB3HJU6oO8e6AVsKxIT79FmKfY+6krX03fM9PTsuwHM3RxRfs1dFq1HVnE+4ZyEUayq7Tc1Xuu+XnYTUce55fwq68plVu3BQgk44m0Sji8SS6iY0mYjHki3kUS2UC5m04MLSHzttoa7+XL1uBSDSOn91zN1500YX4H1e/AcMEpp++86v41W9/Lc0I+mnFMT45KWqOe+7/LR7a+iTOOOVUvPPNf42x6QLu++3vMDE9jUQ0hB/fdTe66Lw8vp6uHlx20UU4Ze1aXPPe9+EfvvhFXPP612NsYgQH9+8VNUt+cowmzYyUwFdKOeSz08L8TT3ZSL9D7gvJTQBo4uXHlAGWslpVbRaAiZlpfON73zP+/NJLf06/Dh6/T2kQf2gEAH2CBrHfjnypqcqsOQfstFXC8k2M9tkKlFghM7SQESFG3JI8tWVGlZph0RLMEJjkczOiBc6kuwQApsdG8fjmh7GUQHvpsmWIEhjYtu+OpzcKgbYRkmFou1LdTMuDD8Laj5nTDWwGxE1am45mfioiNL6OVIYlg6hUiqhLWXpYwIi1xgLWUN4Xrm+KBO3Yp6/VV2mb7Xyz2S6v5hVELBqRiYb1zY1GE7topTA8PKQqBH35IB1j6PABZAp5vOetb8Gzn3UmPvvVrwsw53PTWjMOhNhxjt7zjHWn4t1vexsqNO5kPI50ilYjKaCzI4VDYwexZ98wDhzajxe/6Ao89vhjBOoTMpZ3vuUNeMeb34INH/sYvvLNb+LSS6/Al7/8ObkvVQLlaiGHGLcKiySQy5Vk7lVVhS006Vy88jBDKv0TjkZkEuJr060P9MQJHBwexlSpNPBPFG+mmJtPZRB/7AgA+gQMWrqeetpZz7Mdp3ZU0QY72P8T6AAAIABJREFUqOnmsG0rOPpH2/Jkue9ayvCe/+CG0aJ/6Ip9sc9ElQAhOzMFr1aVknB70VIpJBkePYiJiVEsJma5oL9PWltJKsPQm4i6aEOSHZL6PdJbWzFZ5UOt0iSs7lBg3qAxNV1HVx8aAjIMcrF4mlYGcZEDdnZm5DvnePM0lkqlLIUivnxPMXZT+/erzUjX93r2mtIEVnoO8jVKBxRD0iiHDuyVjbsGgZ3nOnq8hkwEZ59xJq5+zWuw58AhvPP6GwRgPa/pz0xy/6q1Enp7uok1r8NZp58qTyn/ZuWvfdmFz8elF56PX/z6N5IHz+fy2LdnFwFtC9/Y9E3sP3AAN1//fvzVq6/CP37pSzRB2VLQsm/vTrg0gRWnxxCO09+AWDTn0JW0zlQrFTpNgw2e6DoaNe4BaUmu3mfWkv5QHQrkff/6gx+wquNNn/jEJ77//ve//4dz/TkN4g+PAKBPwEhlMm8rFCu6savXLsQwtcpCOb55ItNS5FLniznVEYoSKCvTI9b48j9oydPSsrmQz0qPPV7mp4kOhsPLkJ+ZwBOPP4zS0tVYsXIVsVFikLrLiKbvR9UZavjkVIYUtai2J57YcSrgsMThzRJvDjCwedrHg54LRULSFqqruxsnr14jpelNAqRDh0dweGQY5WpFjuVrsd12B3BHvjh/7WhHPFN3X5FctKkkc1xa3pWMieUpRIbninabW2GdRYz5mjdcjU0/+BF+ee89qFfLylhJe2vIF7222mripFWr8bN778cj27aLzzOPI5lMYtXyZejMdMmm4tDoBAb7B/Ddf9tEl9mAwUqVagn33ftLfPFrS/DW112Fu355D3Zs2yzl965eU1RLedRpJRGJxdhrRe4zg7Douz3d05EVK3RfnHoTrWYTzWoVVljlqEP092EJIl9/sVTEP3/7O3jjX/zF16666qruTZs2OXP7SQ3iD40AoE/ASKc6LqnWKsJADd2hWzaNuMSZVQ2W+t3zbfnl374rLFP6/oVC8t5ELCpgGbKaiDhNhG1LWOvY8CFUq00CnRQ6eweRTHVglNjk9PQETjntmdKB2iCQZh9jZo2mpRQWKj2tUhy+cb6/wyjn1soPTkWELXodna/heMQGGwp8Wd5GIMMbecsWL8WiBf26vJnBpqT01LobOB9fLE91o1i1xHeFyYvUT49LqgptU+w/W3SNLKuDp/TevILgNMpF51+A11/1anziM58lxjuJdatXYGx6BiN0H5h5s3f1iuUrcPlFl+Cyiy7AkoULpbz7u//+b3J+WS1YKjXDG4XPec45eMHzzsdX/uVO1Gt1YfK+mVLLa2DTd/8V605ag7e84fV4z3XXidxPSRM9kfJVinlEo0lEEgn5y/I9YemhOo4roMx7C7wK4BVGnTeEnSr93oBdJYCOcDfxkDDqoUMH8fAT2zJXXnnlD+hgganSCRYBQJ+AkensWjk6XVRNTbXHpl8SrarwDNkwYsh0tC+Gn44QcOKG1vQ6BrsQM1pia/UWMUnRF9Oyeely5KanMD42gs7uXkTTGYRXr8P0+Age+O2vsXL1yRhcsIBA1tAm9mFJXzCbdpUXp+g1JC8tIhBXfEM4h8zVfq50MFFdxEPEssusfyawYXbIAJdOcz43gVQiLhOJTCI8ecQiqEuncEPUwaytVpmclnbTU9MB3xFLl3ybuuCEmXaYntg7tF9J/XgBQWO/+Lzn45UvfRk+9uk7sH3HVpz9zNOl3Jp7DE5OTEi15Rte82q87LJLJf0zOZPF3ff9DmtWnYwrLrscP/nPH4nPs2mG0E+M+S9e/gq86TWvQjxKY62XRE43NTmq/zqK7dfKBXzmn76Mr/zDp4SNb9v6KNp+2DSuejkPt6tPmgOINjoSk0pG0UVbasO1Wq2JHLFOE464AzoNAetWk4C6UaXHbdFyh+l9P/zZz/GpD33oiltuueUF11133S+O3yc3iP9uBAB9ggUXqJx65rkh1yu2tclSSn3UBprOqgpSSVmDFIlYAgBS+OE4beM58bikYK8MVlWolACxwf4QksRk2RGPAbajoxMDC5cg3tmFA0O7cGj/Xqw6aR09nia2R6yWc6AE1Momw9Q+SZ4eX3tYSgpocJ8+T7ppN3jp32iIhweDUTqZRmemQ3r1MciWCIjy+Tx2PEageOoz0XSkoL3duVy1wDJlye+vFAwrrIySWDssaRxLOowbBGTTMzPt3obPefbZeMEFF+GGW27BJIMojW/b7j20csggFovjY+vXEzC/EOVyDZu+/x/49g/+HTt2PkkASpNjq4GenkGce/b5SMRTyBdyGNq/G3fccRt+8et7cf273oWrr3olzn/O2Xj39Tdg8yO/Q5Imn0xXN9isdeTgXvzLpu/g1a/8c3zoya3qb6OLebgEnDdz2VgpFIrIpMXa9GQsJRauzOprjToq1TKBdA3lSlnSNmw8xZMFyxbr3LCXGHWYJqlapIJbP/8FvOmqV91JN2jJnH9og/i9IwDoEywSqdSbCsUyNBq3DecFkFWuQy3zdfWco13fDDHN5xSB8q+Q4hGo3K1JgMZLZ2a0vFnHuWrJS9PXsuWrMD09iYmxcXQQm06lOhE56VRMjg5j25aHsXDJCmHT3GYrSueTjiN8Al2JqJrXeqqbiaGqDFUzWD/9Quy5UZeUBbvZMUvNZNI0YSi1BJcwHxrai5GhPVix9hTJWZs6n+4puYraJJX0iSPHtU29EtBfUu1Ik9IojZmBlce3jJjxCy+4mJjz7chlp1QunI5cr7ewbu0ifOR/vg+rli3Dj37xK/zjV76CHU9sRpPz0qyZ1vd84tA+/MehvbpkUUn1GPgf/vXP8Lptm7Hxw7fgz654AT56/Qfx1299i0jpOCXSKZ4cY/jRz/4Tn9zwYcTjCRQLDV056UkxDq9MTJowWXY4MT6MleueSWBti8ZdGhXQ34o3V52kixoBM6eIygTS5VJJCl14QuJUSJW+TJoAN2/ejIF3vXPxhg0b1qxfv37X3H9yg/h9IgDoEyzS6Y5L2DlNqRhcrWDQEitdTOJX9Hn+Y7JZJ0Xa0pPPZXBr6e7fks9lcAipUm46VDwaR8NWqQHpB9jTJ924x0YOE4OLEbOLop/ZdDyJ4QO7MTM1juWsm+7qJaYXFnDnnKxyMvJ1uipvrOR4Kj/N3zl/WqsrLTIfmzfb0omkyO84vVGuVASgwwTcLSgLUTFHcrV6RDep5QawLb5CW+XFVRNW9TNPEuGQiREaP9udxhMpXHTeBfj6d74rEkNlvqfy7y9+0Ytww7veQeet4t03fgQ/+dmPUS9l4dTranXgSwZpfKxDlko+/Zxs4nEfQaeJ0vQYrrv+fcgWbsDrX/UK/I+3/Q1uvf1TqBaKxNYnpTimRax9+669WLhgEXZyTzB9d+KpNELcEZzGPzV6CKWZSaw9/UwcJoZeJTBee+oz5Lo5tRSNGNI9PEF/n1oqhWKygEo5jXKxSEy/hEqtDIfYdIXu429++yC6urqupJN88vh8eoP470YA0CdYdPX0rRiZzGkZndHOHPieFWhrjP3yP4WTUu3n+qIyV/ygHZe361TzWJaTGRoAletbWBvimwJeXDZuLV4mfh7FfFbAuau7X4yNRg/ux45tjyO7cLGATYrYdCTkiT7Xz5ELo3bVMl4qAAHpXM2baGysxGmHaDQkFYzMopkhsjNckQBtamwY3X0LJGWhu3XpVYE6tGEo833fG4TzzrboqUOSh3ZbvDlYRC6XlTczoN39q3swdHBIb/BZ4rT3hr98Dd7216/Drn1D+MSnP4MHH/iVsGZh7booxI4lYHMu2A5L0Y2sVOLKEIonA24m63ktAuI86sUZ3HHHrejv68VLX3QZ7vvNfbjnV3eLnI7DIzb/4EMPYjkx9Z07t6mxsFlUskPabvGxSzPTIrvjytA9O5+QtEe5vBL7t29FumcAq9acRMy8KWZYVighE1st3kCFJqEigX6IgLpcyqPB6RCa2Om1ubn8vAbxh0UA0CdQrF+/8cyzz39+yHFnlMTO9fyivCONX3FEh3xENKy725lod+MWBYNkG9gzo6UA3vVzJG5btidFHpqJCoAMLESN2BjbmLK6IR6LY8nqk5GdGsPI0D7MTI5h8bJV6O0j8OZNKs5Ny86d5TfMknNxuXaNl+A1tTnIYJpKZsQzOpVOCrBzYcnE+DgKuRyWnfxMpYPW12jpjisuXYRkUYwj+WZbpwjCoZBsMHIRyDiNi1MphmkT45/EdHZabSBaljSE/ctX/jn+9s1vxH/84tf46G2fxPiBPQLOvBJgMBaWbRMwh2NKmqdauqgqRktJFfmesWUoq0aSPT2IxGMo5afwj5/7LC782tfwl1e9Go89vpnOP6FWE/SH27N7B84nNu+3CeMy70hCldk3aYLiDcWeJctRLZVQLeaxkCs+aYI8sGc7loQiqNDj99/9EzzjnAvQ290r5eEs25MCHTo/F7xIg4JWHaesOxn33HXXj+fyMxvEHxYBQJ9AEYnZ55dKFW2Qo2RzKvfstkFa3JsN1f1atfQzj1Io+x1I/IISBZmsQODltaO1waKIcF0BL35lmMu9iWHq9tKykWiHl2FqfJiW6+PoJmDo4aa1iTSx6b3Y9eQWlEorMMBsmhhxPMLdsKE6g7gtYdCtlsqd1htVGXuEQDAdTyFNy/QogXqLzl+pVTEyfEBAkpf9wsalL6CrJIbuUZ28gXYPQs7hhiy14SnyQ6cp4/S0FtvvvMLv4s3AV1z5Elz7xtfjhz+/B3//D7difGi3GDf5K4gQjYsLR/x3MWNlw3xh6Vx2HYtLCigSiaLBm5EWrwYSaNKEUCWQH6fJ69cPPITnPes0rF61Gg/RBOH3L5+in4eGhpSCg8YXjafEO4Rz6IXCjPydenoHaNUyLeOmFRQqtBLg9/fQJDg5NooCPZcixjwxMY4nHvktTjv7PKTTaVn1iOEUvTPT0QXT88obN24cnYOPahB/pAgA+gSKZqvV4JJopcbgllWqaNqvGZHwVJ5XxA2e2nTy/PoRqHQAA9WRnrBqWc0bZPwPmkvEHVcZ/7Nsi8Hbk64pEEYsCg/ZRKSPzsAiccEr5HPC2NiQKLLqZEwRGI4eIjY9PY4lS1eJ3SZL5Exb+Xkw4xVrUVpyc4cVBhs+dkdHRkqm2X+CrzNPy/O9tKzvGVhATD4hFp6epyYO1nuLUsM37ufiGS7vpvGpLubKZIgng2qFO5zkxBtEgNBWm5XM7l92+eX42zddjd8+sgWfuP1WjOzfBYe7ozDYE/CGExl5vas7m0hZjq5eZNBbvHiZSPJiNH7exGNW7LS8tl6bJXHMcn/0k//AySuX4+wzz8bDv3tAClc46rUKHnrofiWRpHHH0x16kglJ7jne1YOenl5s2buDnuukFUYXDu16kiaNBE2MPdj+2EPE1NOyWhgd2osGjZ3dCvfs2CZNCHoXLhVVx+qVqwnAJx6by89rEH94BAB9AkVuevq7oXXWZ0XXy//AdcpCO9urF0nawhEoUTUUnlT0uXDbrBHatEiBtU5pHGVyxMzTUZScnm/o13DxBzeBtURJUCEg8F3j2MZ0cmIEJdZNE8PrZmvTeBwTI4exY9ujqKw8CQsWLBSWx8t/Zv91Ag0GYWbCzHjjiRgyxPpYXseVcNlagQB+CuMjw1h96hnSkdzxdE6cB2K0tBOqK8djIObJQ6UteIMwLK5vHgEkV0ey+xxE+aEukotK1qw+Ce9625swdHAYn7jjDgXOTQ3OkTgi6S4ARyoVuTqT88/cSZ1NmFbQdXGTXkOnOniMnBvnjjLNOq0UiOEzcMYkzdDEl765CSsXLhQAdsTbQ6WoVJswQzYGY7SCEP02XVe5mMPSk04XMC9kp9GzaJmsIvLEoHsHFyFGTJs3aDuIYXMvRL7fsUyHSA5HD+zDgqUrdIsxVqas4XTRvx2Pz20Qv38EAH0CxW233TZ+2+2febhrcMlZuXyJHmmi1TLbrZ1UJZ/v7Oa22TI0ECgEdhVGizzN0qlq3YSUAdBUgC4QYbQk7aE9TVXBiZaxZYjBWZqJ82F7+xagVMoRoB5CLJEkdtmB6PI4ssQCOV9aLhSxbOVKcXdjdtmg5b/fYICr3ri/XzKZEM0vA26pXMEYgTN3/e4iBskXYOrO3jwBudIyy5Xu1wJ2zKjZmtTfHAxZWo7noVDKQ81DficYEx00jrf+9Wsl1fKJOz6LPds3wyOgjMRTYkoU6+hWpk5iqNSSe8rqj8VLVmLJ4qVShq18T4ACAWa+VESerrWQndQNcGPoJxDt6umn1YeNcCQqLoG/3L8f/pLH04ln6UxD36MxXj1ERB3CxkmcQllCzJePz7ntBYuWoEyrFQZ0bv7Lq5cqrTJOetZzabWRQ6WcwyBNOrVKEcXcFNwVa0V6Z9KE+uxnnIr77v7FV47DxzaIPyACgD7BYuf2bZecP7hwNBmLxooVVkqoIhU2vHeUSguqA7bWGQs7VoZFggeeXqJrUG4Du5RgQ1ez8QacKfI8VYWnDOIJ/ggcHDGNZ0UG55fNqilNY5UCoZOAKIGZyVGU8gUC6U5pFBAhYGN2+sTjeaw+5ZlSIVgVgG4J048QW2VvaJaKsXMepz8qxHjHhg9KbpeBq8zpEDYJ4hLnRkOAlRsTsNbXc1Rax/LNkWSjUK0yWrUqpqZnVFcYLdFjY6HLLroYl17wfGy87bP43YP3okbAx7enTkAbIlYsqhOnJU6AfMyOrl6sJPAboIlI9Md0n9hgatuWzbJBGqMJKRyJoUjH4Zw3g/T46GEkiW2vWXsaunt6ZOKI0yTEenJ+ThlPHVGlsD+3LSsYA8WZaVhR1oR34MDuHdI5nRUyu7dvg01g30eseff2J2QC7aWf+TV8DwYGFmGajs0LKy5jL5dn0JnJwHRa47fcckv+uHxog/i9IwDoEyw+//nP59ev33jZ6c8+61cMvyxF81guZ3p+9kK1fTKMtieGpDz8QgppQmq0rd6VjvpID0LfIU5+5aW2q5PbnuqFJ8DnKRc6Tk+IkTznpomlcfkxL8/DCxYTmy5ilJbcvKmVSaVhrz4VhfwMtj76W/QNLkaYgIoZNGt5ubsKpzcSiZh4enAD2ZmZGQzt243+hYuFnXLBCp+PVQrcRUaUCQTwnJdWMriwbCaGpZhD+VCw61uOWGupWtf5Z0M23zgf+663vgkPPrwZm779TQFnSFdzG5GuHqWwcFQKIhaNo5MY/LpTTpdcM9/BbL6I3TufxMz0mKhQJKlOQMmbezwG12lISb3jNlEk8N76aAlrTjkDgwODNL4wBohZZyfG0PRUB3GxMSVwj6cyojLhiaZI4D+waJlMNrmpCWL8vZIz527jvb39op4ZGx5CksYbj8UwTpNZItMpm6w7N48gypMMIJuyzzztFPpbjPxs7j+tQfyhEQD0CRgbNtxw70033fSaVeue+Q3PdaxytdFebruG0+6yYpjKTEnJOZy2kZHPsTWlVhuJEOM5ybP65YiGqtvmjK9uq6VkbmJaysY+LWXXyaqGNDHdkLjG0fM19T5WEEyNjxCwxKR9E5eTc/fqMQLe1kgDic5udBHYMEAn0inZKOTjczMBVl3kCVwX0TI9S0t5VkQ4TUdXQHq6MaxqTgDtNeK3x5KgnxtNAno6hm+Pyt8Z5F73ylfIpt6d3/pfqOSm28dK9ffDDEfQqlfhNqqCnC1E0DewQPo4ckplmsD5wN5tAvxcYCPtAziVRM+xrI67cbeayj1QrUSARr2CA0N7kaaVBIN8D60q0t3dmJkYl6FKmofuCzNw3mzlFQJXAi5YtBSVQlGsX1csfob4bvAk1794qUyApUIOC1aeLCXelXIRA0uWy31iH5XuhUvkZ2b/XG6+8/HHPjXXn9Mg/vAIAPoEjRtvvHHTddddt2Pp6nW/icViCfZkMLX1ssNFG9Jpw1R5aNcvavE1Hxq44Zvbq47RnnF0RxSt9GDAdlV3FtPUTZZ0WbRN63FHfD0MYbYMLhkrqdzkqur4PYNLCGgnpBdiV2cf4gTGHcQg81MEwMQuuVJxEf3OHhzc7BYaoPlrwcq1qHn8e1UmB7elWmKxysRttOicNTEKYhtR2cgzLGGo0Si3jkogYim/ZNYDc2UgW6ouJLB98aWX4K5f/wa/feA3cAjEOCKJNELERLnCT9gzjYM7ei8gBr9gcKEY/U9ncygUCmJS1OScOFcSNhUL5hVEjK7NClsyQalUv7r/rOyoFmbEX3tt5hR5bR+x6ezUpPImYSMoYry8+cp+KJOHDsimYmdnF4b27JKUyeDCRdL4l+9zHwF8lkDYoTEtX7GSVhvTaNYVoBdzMzIhsOcHr664jDwZDpVvuOGGx4/PJzWIPyQCgD6B45Zbbnn87W9/++IlK096PNM1sJhVEfDUJpifmXDdNqfUCgat3IBiw742WODb82V4brtTikjwhEWrPK9IpA2tn/YUy3ZM7pTioaVbb6XZ9P9/t/clYHKW1Zpv7fva3VW9VW/p9N5kAwRJAkJYhHtR56rMKJuXcFESFUIgEJCAiGwRoiYOCm6oV7kBZVDw6hUkLAkhG0mAkKTTSe97d3VVde1V/3znfH91x2fuzDPjZIHwnzxFdVdX//X/1cX7vd8573kPN8KozSPFQSSTHoyKbT0xTRp9ZaD2ZGMxdGYrDncfRkIwwPHhOdSKjNGJCQwNjyKT12Oy9wh7S6QpxZFJsWSMFhr2qyD/Y8HKyTvZZLUxAyXJnY7GRBmNSInXCgqmOikYeHwqzoqTS5dcwAvQz/7139jWk5tO9EY4iwKcs6ZCIfFwp9uHs85eBJcATmqoodFXRl0G0cgIEum8AD4XF+noWKSRdrs88Ht8GBNgmyTGTorCnOqax9I7AfBDg0gIlksLhcfj51burPhH1+FyezhHTQXDyNggQnWzuauy892dnLooFuf38ovPcsejW5xTp5qLLhVgvfnVl2AWi1IgWI7d297gkVm0a4kK5l1fV09qmK0n9IOpxTELDaA/5LFhw4YJsY2tWXn7XZtqG9sWEpPmIp6e06ByuIbagTddPtTpZnLVmGnbmBZTq5VDWUTUT78W1wIJ0LlfJc8qBzqskUFR/FCAUCan5+IfSeVcglHqdEl1pJQeHgEyY8MDPMWawNBgsrC6oba2AectWoimugrs2r0H7773LjNukryRqoM8MgwmOTXEKsCH/I7lrESD9FgWjJcYLk0IJ92x9CbRcT6aXjoSi/GOgoqWl154PjZt3or9+99FTrBOq83Okjpi/aTeIFClNAgVBP1FxYhNJTA4PIRYLML2qtQoZDJLh7lodghOj5tTKyWlQfi9Hpl2IYMmZvQF9YzclVDKgVIXlNIpeDzTskdAnYhFOWWkF0y+Yc6ZqKqu5Qk2dU0tqGloZeOq2OQ42s5chHRyCt2H9qG8volz1INdh+ATuxC63pH+PvhLSvm4lNZZeOYZlH/+0Yn7RGpxLEMD6FMg8tIybtGyr69Y39S2YFmGvZIpB6qaVSgFGx41baGy4xlAlv/RqW5qhU5D+XuKKgPjBmup9mBvD3WOiqrf4wni5FchWCapP5IElgI4SULH/tSCzXIDiQBlk82BTDLGCweBosmoR6i0BCWC7QaClQhUDCGlyLMw8MQWOSWcvJC5zJnPTudpSe1BX1NaogDMbGikZMUC4eQmGpKlkRXqnOZW1FVX4buPP4n45Ni07SopJEhHTakEen9KxDnU1zUinkxhPDyBYcH8nXYzJmlGoDi+22HnSTMGsSiVhSoRHh9DrQBUmvNIq57JoD9qUTxKKaPk+Vx1hUkv1GbuLeNORHp/aQeUyYzyexkVYGzl3H1QsHrqnFRw4eVXIFBawVK7arGALPj4ueI9mBK7g0mc3nix2BFExHkNoaxuFg8msDkEwFdW5LYcPrTxBH4ctTiGoQH0KRQbvvvo8utvXL67sXXu4wZCD1DH3kwKQ8aMR4dk14WiW8FlbsbTo8CvKYdaGCElJ2mrbnTEEPWK6i0tC4YEOtzBCDPyaUWw2gwX8ogBGnnKiWr/aTDzVrw4WIaKsnIB1EkcOHQEb7/zDvr6exCNhPk1ZAOIdKxjEyTyvRD3FgH2Dp8XgZIS6bonnk3t4XLqirw+izi3Pbt3SJWEYKwXnruQ87Lbd27n11NYj50Rx7JwkwspSki10dLaznnhqUgER2jidjaFyZSOUxtWu4MN8ZPJSe7ko2txuz1oa27Drp1vIptOwkC2ruquQe42qJSol92ZlN/Oy90LGfGTg59FLFikMiEFC52nUfXlpuuklMvQ6DAyA32cMhoeGuaGmGCoFrFoFHabExf/01UIie8j46Oob5sr2HwlTyyvr6kSrDvctWbNmvyJ+PxpcexDA+hTLJ74wfonrr7uuncbmua8bHd5LFRcU0diAwUJncqMZai+HVDZs6wMYqYRXDUGVVRAnp6crWPAYXwuKD9IKZKXHiBWk3F6+nc0kWGDefa+sFoQ40kn5P5m5hl+rc3NgrHWYe+BQ4hOJVjuRu3NxMhpBiLJ+Mgzg0Z02SjNQdNFxONsCiTYL51VJpNj1s7Mmqw8s1n0HjmCCQGydP5elxtzWluwv6OT/a3J4Y4kca5AObvp0bUIVKZpNQgGgghHoug50skLBfdhct7cwYtMeGQERoGyJL8jJUV7+zyU+P3o6+1k0Ofp5qprFY0XkMoXg7qD0al1gBy84vfjyTQvKuQqqCcWn5ILItuNGs2827DrpGWqorL8pGDH0XhMnGMXF2zpmBMjo9x63th2OvoH+5GMRVkz7Vv6pbpHH330qhUrVvziBH8UtTgGoQH0KRhP/fjHmz979dW1dTUNbwdKQwFq6tAV8s6FlATDjtrNpsyw68J2nCVrSuFROTFbn1enaOskkOtzBsEUc2qXn447ETnJwB170oPZYLAyaBFzpTmK5A9hUvPJNsH+ioqK4HDYMTQWZm/kuACiphFhAAAfD0lEQVRoj8vJel6afej1OOH3eOAR9267U4CzEXYBXlabZXoCDIFXltIlmQx3FVKxcvuu3firYL+ZTJZzvXVV1SgNluA/XtmELA+fFQuEOIZFHBPxCNLiMZ3K0FOpNPsnD/Z2MSunaydttV6AanhkAGnxfC8xd3ofxXu0YM4CdB0+KAC6W9WXG+QAXyWrpmkMXKzVG0ysMqFFkySIZBClc1nhcHuY9c8YWOW5EYa7LRMxma83mLkgSkF5eIPFOq1jTwrWnkok0TM0hFQyiqR4j9M0s1IsJn2D/flkMnn4hH4AtThmoQH0KRrPPPXUwBlnnFF59rlLttbUt8zLsByskI6QjLfQ/S0ZcGGmn6I2rADTuRBF6o2VaT9mHTe7MBWXYjLVoEkvi4t6KU9mEBTfe6hYSFKz+BQXyuIE0gJgiktcAoBd6BvoxzvhCEbFVr64yI2yQDFCFeUIFPvgcTpYzUBMmVIdhsIMRjVfzlOuc9LdjgqTA0PD+MMf/4R97+1BX083COxI8dHSOJvNjHbu2cuTTWhRMpqtcugrDWa12FEkWHBrUzvSAuQH+3t4fBTZohLAUz9MYjyKbCrG7fB0bdTWvvi8i9mD+fm//jvnxNkPhCSOampD6q/lhBqDmUZX2Zgx07nSOTv9PnUgrPQRITDP5aTs0aK62mXpGqkAm85w/p2G35K8kNIzdHwdKVbEa3M3pckOs83AheLS0iBsJvPQ6tWrXz+Rnz0tjl1oAH0Kx7Zt2wiV519/402/amqb+wVq8sjlCiY9isqGoYL2jNmSZNTy+2mg1kmrUp7OzeOr1KczrksBNjW5SBMmveSBOumVAZ2c3ELslFix0SDNl8qDZWhvamanu4Ehkq8l4fN6EBTstCIYgJeaV4gpmwzymHo5votc9qgINjI6jsHhUXaqiwrGS9rp7VveQCQWQcehg8jkZcMIFSerKqWWubevT7JcaqQRoMzXoJr2185qhN3pwmQ0ItjzYU4nEHhTATIrmGwulxKXQgoVsyDdYVRU14njVmHLG6+go+OAzJOrb5qivjZVVEmlQQNgia1TqobexP7BPhitYidgNsrJMMS2Vcc86YSXF9eTYwmgQRW4sxtgXhZMdYJ925w6Bu64WPjo70odmNz6ns+xioSOPD4+3nliPm1aHI/QAPojEE/8YN0Xr7nuy7tbTlvwoGBkOrIUVXDU4Fi1zVunHGWqVPghTWKB9LiQP5IKD24PVwuK4IaY/LShUT4vwVyBVHDkBWjQ1O4ktUWLX6ZGi4qyClSHQgzW1ABCrJpawkOVZaiqqGDmTOybTJMIjGPxBBv4hyNT4kZsexTDI6OICGDOCsC20bafJ16nMDo2ysoNWjgUcrYzmuD3+bhZZTISZeA0mM1cnNOrtU9qHnGLBYGKmrFYjB3j2CuD8r7ZHBcKeZ/AQ3b1sDpcqJvdiv6+frz2yp95lBbtHBQpcWGwZfaut3DjDLFm6ka0iHNJZzKc8nH7S5j98zNzsoFI0ef4vaPFlCejk2GVQdYF5AKb4+ul99FkNshUk2DwZhu4TVxHU76zSRrPiEULF9KwAy33/CEODaA/IvHzHz/+8Be+tPTtxpZ5f7DZnSaxb2bQYLhVZG5ZnWzIQF1IgRTE0orU5mHGikktGCoq2EPagCrIqvlXmfjQs0m/YLwpsSXPSu9nyueS0VKR2N7brCaxxXehKlSFZGIKE6Nj6LHZ0NUnmaT0t1aYudP3xJIJtCcFoCfSaQGceelvLUAsPD7C6YLxiQkUjEnI1IkYLLWRp7iImJTyOiq8CYZs0Vt5sK6V7EUFyJM0kFqr8zTIVqdT3fzAz+fcsgBg6voL1TaLRSWFrZs2sq81pyfoHHMFq1dFHfel47xzUjzu9xWxWVNsIiLOdRhOr08ya4NJLpA62VhEAFyYhk7XnqURWeqWxcBqFh3nxqkQSlO79bxi5qQ9LC8ieh5FVlsWjF575Rd/eII/alocw9AA+iMU//rTJ//8uSuvbGpumrfDVxzw8rBWlqXlZE5ZLzmyhIIZZVZeldUVFB/ysRmZnq7gQa2CCD2d4Vmnyt8ES6RuPGrVpsYKh2CUDrsNDgHEBGJTiahg13E89+ufoihQiiuuvHamLX06BSPZLIFrWoB0SvWSJv2ykSVq4jiTk5xfzubVTkhKM3DHjo7z0DrdTBqHnkd5XLu5BCbxZBuxaZ10wEtORTnPy34mhkJ6RfqMOAQLLioLIRKNo+vAOzySSsdtg+AWdJ1igJxWThNX7OK4Lj4Xh92NYn8RLzI0JcYmGDjloa3iRoZTnR3vo6pmFmbT+DB2sjNzwTNCg1/FzoFqCHG65kxWLqw8/Uacqz4Jm8kCl9cDqziO3W5FSbEf7a3NGO46vOJEfba0OD6hAfRHLDb+8ped51xxRfnHZ7XsCtXObiTFAhE0yrMyIBE0kjk/Cp2ECgr/eDI3F70KQFyYiaj+HIraXaib+T2FJnfneFtPygQ2sBfgTL4bFqtFWovG40jGY+jq7MBpp5810ygz/RryvIhTUq6V0hjEMmUaAJKpMlPWobt7QEr9UFhSKN2QZYCzqhI99tAQzzHbnGxAZFBT7jJ/m+fZhdMCQ2asevb0cLjc7NkRDU8gOjHEQ195N6HMNKNwaoObUEwM6pT/puEEobIy9iGhfDHZlBYHQ9LgSvwSFUe7jxxEWWUVDh/uwKaXfo+PLboI5aWV6D/cifqmVn6/RkZHeYdAi1NC7ZokwKaxYeFYFOlkmocUUGt40O9PXv25f3ryRH++tDi2oQH0RzDeePrphLhrWn7z7b9vPm3+P5BlJnX0EfgphW0y8LdMmvVzBdhUu+Sm89WyyMjZVKUA1VCtTHOqOX+GH7MIgKSp3QRWlH9OpknXm8bo8AAD26z6Bn6eotqbSq9qtYWGGksyxKAz7A2dV3vZSd1BBkZ0vKgAqgKrLxBmeu2YYKJOpx0+v499OsiBz2y1ckojkUwwO6dct55lcFnpb822pSb2zjCzrE2w9IlRNsTnlILBoOrG1V2GItXgnNigSeiC2dK1U3EwVF7JzxkfGeHUCTXpcMOOuNE0Gmo59xcFcHDfXt6dFJUEsF98/c7uraiqnYUBsTt4c/PLOOe8S9gEanhsBLXivSL2HYlEMT45gbwzi3lz2mDKJp/f/ubmDRdf8Inj/EnS4niHBtAf4Vj/2IP/+LUVt3+rZd7pd6ZNBi7iyS10VlXdydwvjmKIXCjLS60uZuZ0q23fhVtefRScI6bhr8RgKeFht9rhsju4YYWANCbYc1ow0Y797/EWPxgI4KiMipqikMYhxJipEYUaUqi4xulWtcNwbGhUsNoJwazTMtWiyK5Iyq/Ta/cNDLG3RUtTswC9XZz+ILbrcHiQ4q49mSYhwOShrWRcZJDt2Kw1TkyxYkJhFYx8b9grm8ykdFIPzaGXChWD3sSqCrPNhsrKEEwMpJPoPHwAdqeHv+fRYuLcaGxVsKKaz6ev9whKykPcYdjTc4jHWdkFwO/ZuY3z1+SYt/PN1zAyPoKa2tl4/8AesWs4gvKaevj9Xsxrbkh/+rJLP3UCP0ZaHMfQAPojHt979MG7bl65andDy5xfW9weA7FI2jJTZ57UCOeln7I6t5CtS6fz09K9jmIaFFUmmVdBmrr0aHo3u9CJLT+pLRwuajixcK6Y8uBUZOt4/z0sXnIJW5ZmciozVlvUc4K561U2TnagXGxU+7mJPXOeWywCVBwktzwUOh7VFnay7uzo7GQGftaC+Xj22Y1w+GxQMinBcovF76Th9XqZ3We5BdsiJ3eL08ixQZQ8jr6Q3il4ZdNOoiBJ1EkPbOpOpEG7ZIVKLnU07YRGZGXEotLb3YlweBzVZHJERUWavUht3OkkKqtqMS5YMeXi2+adKZj2ME/rbp7zccTjMQwP9SJU38ygPzzUj0Cojq/n/b07UFxZK3YFetRUVWJyfOzVE/sJ0uJ4hgbQWuCxtQ9tXHnHHQdqaxs3+f0lnljMLIAzIVhjihsjGILzBimdk9U36TV9dCFRVXLkOfWR4xvnnwUwJTh9osBiNfLUFHJzI+9jYrbUtjw2PISo2MK3t81hwCUgnnFJnTFvynN+WLLnvErpieFSAwzln6OCoUKd9iJ70FlWwTnod/btFwAexsdOX8Dt3DEBlBZjjhcNurEaRJ1ZSAyXZIO0GBh0cggt1Lw6e4OoDTkzPoBqLtxgYd0yyfLoMa+vGM1NLay8mIiMoavrEHdRWlneZ+BjjY0McM64xF+E3Tu2wuF0IRgsEyx/B/QmC08NH+zv4muvFEDc39fNaZlAWSX6eo4gGp1EtbcILsHUT2ttRn/H/nUn7IOjxXEPDaC14Fj7wANk6O6991vfvs1XFLi9uCjgi8WTDNJUjCJFgWyg0KldcnlVyaGWBhWp4y10KiqKlKjFEnGkkml+nKRsLpcbNpuVwSmekPMFD7y3hw3mS0rLVLmZgZtedKoom5thxItlKPfMAJ2bNnCiAmEkPCatPFMJvpZScRxKq0QE6FNhk869u+cwXt+yDZ/99KW4eMlF2PjM0wLYYzBMDPD0bjpXYs0WuwMujwdFZI1KAwXUBh2dypALPZYoeJAoMo8s3xJqN0+w2sPrD2D+vAWwCBY9NRXFzp1bufgYKK1k1ztKb6QEGyYnvNktc5g5Dw33o3Z2CytVaB5jVc1sWMRCdujAu3AKELeI3UVX50G2E/ULxr9l1xY4BDiTzWhlZQWCPk/6yttue+FkfH60OD6hAbQWfxNr7lr9sLh7+I47777BWxy4L1AWKokLoCZwoU68XE5ONcmr6QwGYkU2VUDRqbamskhHMjgyScrSjD4dOK1BbdsOstcUv0PyMcoZdx3aj9mNLQxAUC1Gc0pOnQpDo7XyDKBUGMzmVYasSAkcqzoEgx6kYQD0O6BJKB6Ulldi967tcvHIZZASC8XG5/+Aiy5YjBuuvQo7du3AgfffRTwWhdnpE8fSISGeQ8U60i1X1jZgfHxY6sCVacso1ikXAJvTG+y7nec8eDaVZJWFrziIeXPPhNPuYlOnw50HuEhJKQ2ny8dDBYiVjw4McGG1rKIKA/09oIOVl1cLltzDao9QdT2GxHNINdLQvgBxsUOIhEfRKI49OTHKlqeB2hY2kWqcPRsH9733gws/cd5J/PRocaxDA2gt/tN44P5vUoPDD29eueoKt8//SEV1fYgLdKmMnGxCIJ2VhTs9skfJ4cDpDyoUptKkkEhymoSKbg67lYtc5EtBTRbkf0wMMjwxgTmCbUrVhVRlcL674FOtV2RjBqtMoKYa9AzGZLlJ6o1ImJpTZMNNIh7H4nMWYu/e3eIc5XnlxCLx9t638czv/4SlX/wsbl+xAnfcew+G+nqBdAJZox3dAgwNVisX6IpLK1BcUoaxkX4UXKOUfE79mqc0Mvjr8lKSmBO7DCoIBgXAzjltPo/w8vq9MOmNOHBgPwO9ze4RN6favKNgdGiQmbbD5hRA3A+X1w+nw4l3d++AzeWB1+XCjn17uCW8tKwMnfv38RQVv78E3R3vi/97TdydGCgpRpHLlnj/yIFbTsJHRYvjGBpAa/F/jMfWPvS0uHv6pptWXuoLln4/WFFTl86YGaTJKY70yFkCQRJVKDmVXUsDI/LWINN78qQmBzoaC0XOdZQ3JvZMDkQ9Rzo47zpLMEDKBbNpqTiGQae2qui4i1pNq8icM2l9czywVmHntsnJMDvQUdByERGsuLlxNnz+Yi682QQzDwQD4nlRPP6Tn2HxWWdiyeKF0N2zBnff/20MDQ6g3DGLc+o0qNZeVs6yuvb5Z2PPzi0YHewTuJyFzG3r2OKzIJGjVA9ppN2eEtTMakB93WwGeL/fh6rycqxbv04sRHHuQvR4ilkXTV4akcgEpqYmUT2rCZPhMf6+oWUO59HDE8OoEAw+Llj3yFCfWCjKuRlneLAXxcEKTveMDPXDU1TKgF5XV4O+I0ce0nyfT73QAFqL/6tYt27ti+LuxVtWrTrX4yn6QTBU05JJ59nzIpMxMFgriiy2kWqiMIaKB7qKfzwsltIbgqFSt96U2MJTYwhN715yyT/AJ5ggs2VWrslUSV4pDKlVFSJ5HacHiIFDgC6lXVLxiOqbUWjJBmuiR4ZHceGSJdj422dQUV4Gu8PGuuSerh589dY78OC9d+OCRYsx+8laPPHLX+Hlv74i2LCJW8KpWEieGUbBgud/bDH6e46g69A+TEUnpwfKUu7bbHeIRSDAKYrKipBgwg6Wz9XWVqOxbhbuXHOnANtRPi1i1y6vV8oGxTmGx8dhNFp5IG13ZwcfM1ASFK/VxSmj2po6DPT3sYa7oqpWHGeMF8MSweyj4RFuWS+tmgWf140ihz16/bIb7j1Znw0tjl9oAK3F/1N856GHNom71ltXr57ncXqfKKuuXTCV0kPP8/zyyBtpeKyBS2lGnczPGvRyHBbN+qNC4xQZzsemeGr2Nf/8L3AJFsgqCTXdq9MX/EplAwhxZbbgFIybfkTNI4TXiYRkz9FY5KiGGRrQmsamN7bgazdejzff2oowMey0WBSmaDxWHO/v34OvrVqNG6+7Dpd/8hO47/ZVuOGaq/CXTa+hd2AQNqsD4+NhxAQ7N+odqKtvRmV1LRLUdj0V5eKoiduqHcxgSZZHiwbJ9Fqbm1ARKMV31j2GsfERVX+iY721TTBrClKdDA/2IFAe4oLioGDGJcFyvoSuIwfhLw7CKhaK4YFewZJLUOTzYe/uHXAIgKci68H3drFZE3U2VlSUYaS/566T9HHQ4jiHBtBa/F3xyLe/vUvcnb5y5cqQ0+O71+50/6PD7S1OZQSTzejYe5lu5N1BWmgy6x8ZG+P0BKcpDDpUlhH4eCUwE7AqynSTS0GpQe5y2WycH6OuPfLyMJLjG3lYWG0s7iNvDtm/qLaQCAQ90LEfU7EEPvfpT+FHP/4xxvt7Wc1Bz2BVR3cH7n/kQWzdtg2fWLwQbS0N+PzllzPwUn78vQMdeGPrdnQcPiLtQo2qd0hJgM+l4FpCKQsqbtIiVF9fB7vZgnXrv49Dhw/IQiYZMYnHgqXlnIdXeHqKgmBZOeobWjiV4/P70dDUxudGX9c3tPECRXnzhsZ2zuFPxWQ6RJfP8ntZJli1xy0WBz3GVq9e/b2T8BHQ4gSEBtBa/H/F2rVrSX7wz/T1smXLfL6iouV6o/Vyo8XSUuTz2PsEEyQGS4NXqQOQvJobZ9Viblsr240SwMlGD6mSoKJjwemUTJZSYis/Ho7ALtip2WzkphlEIwzoBHzkX0E5Ynap4zNSOJcci07iN8/+DnfftgIHOzvx4h9fkAZD3FuTZ7OkyclR/O73v8Uf/vR7eD1+NNU3oroqBI/XwyfQ093D46Nqamt5fiCpRmhHQHak5MZHEj7Jsm1YuOgcwYpH8ej3v8fqD0U1arLaLZg/70xxRiZWtdAWwOIpQlGwgs2NrFYLzll4AV8rLU4LFy2Z9oNedP4lfL60WJ296Hw+Hv2sbe5ZrF6pqqxEJh696eT99bU43qEBtBbHLDZs2EBSivvUG5YvXxmqDXivqyhxL52cSpbDaNZVV5ZxQ0W1AFaX3cZsWq/XqUW3wpFm/C3SWTvsgrmSeb/DGeb0yGQ4zI0eRoOCQEkpvP5ijAwNSJWFDjzBm0B2555d+Murb+D6q6/C8Ogotr/1FvIZ6YInWwwVBkIyGRoTAL95dABb3tJzD6KUi0jZXsfBffD5fKxAUbI5sWCMwe5w8iSTSy66CBdfsASv/PV1PPPcs9wpSIVSuh6LTYDv2YsEsFvFOdFAWCvn3XkyCu8YKE8P1pnnZU/9Ue3yOT43WrAK08cL1qculwPlZUGUuJ29X1921y9Pxt9aixMTGkBrcdxi/Xpm1/eoNyxdutSVGR85c8eW1+bu3bmt2eV01Lmc7jKP11tcURXylwbL9JQqoAKcXp0sTikNKtzRd8l0lsGtu7cfwUAxjEYDFx9rZjVifGxYsGIJYNTocv4nLsHLm/6Cp379G7Q0NuCBb9yFex/5DrZsfh0KmyNJ+Z2eMyrE3DNQBEMlZ7uc6onN64U4nxhbfsb4edQpSENs6xtDWPqla+Bx+vG9DT9EV283SgIBTEyMMrjSdO5PXvRJTKVyAkxLUVMdykRjU9lcNmdMZ7PiMvV6KqTmCsMIMT03AXLirHxYOsDqWXpIbfDJ+FQ2m0p259LJp3/5s5+s+fqyr5yoP6cWJyE0gNbihMWTTz4ZFXcvqbe/iSuuuMLW1NL+8+rZrZ+jZhG9On+QNM561TFuKpnCwYMH0N19iNMU5eXl3Dodqq7FyMgAjnTs4yoj+WBs3vomrr3yWjz3wvO456FHsOLGG7Hhwfvx0muv47uP/xC9pJZQPaoZA/PSNpSC5XM6OZLAoIKjgVi534/zFi/Gpy67DH63Hxufex6btryBuW3tbDT17js7uUBZXVOD+QvOEuebRntzgzI20Hv1f/vM5f8L07355puDVqdzlsloLDcbTAGTxRQwGgx2scBYDUa9hRoT8/lsWLDtiUQy2Z1IJN687777egq/v+rWW4/fH0uLD0RoAK3FByKelhaon1+16s5L3cXBpy1Oj5NbQXJSW01mS2SS5BaMOVBSgqGRIfj9RSzb05lMaGqbh9GhAcTV/PRA32Fs3rwFy5dej1/826/xzUcexr79/wVLr/o8GyZt2vymAO8XsHPHdk476FQ7Ps6EK7KbkYC6pCSI005rw8VLLsCc9naY9CY889yLeGnTy6iqrcLF51+IF1/8H9wJSOnxBWecjlDVbETiSZx9+hylr7PjC3fcccdv/rNrfuyxx4bE3dAJfaO1+FCFBtBafKDioYfuf/Gyyy4rbp+74CmnL/hZg8miz+fkWCtq9rBbbagIBjE2/r5gzSOwV1ayLM/tcqN1zpnYufUVZNMZKALM39q+hVMSX7/hK3jxpb/g189txEuvvoavXHsNliw+D+d+/OO4afXduPiC83hEVEb1re44dIgLmRt/9zy+ffc3UFleIcC9Az9/aiO2796BhsZZuE4cY8sbW/Gzn/6I/TfsDjvOOedcmG1unnyyoK0x23/40OcEOD93st9TLT68oQG0Fh+4eOGFF2ikyRUrV97ZYHXZf2V1+U6nXK2csq3A5XChTIA0DYctKipihzxDHqiqrkVKgOV7O7ayqRIVBLds3YR4Ygorln0Fn7n0k/jdH1/Euh9tEDcjSotLkM6lEJ/KwuuywOmSbdjlxWVsXpRMZPDfn/wFRsdHYXfaBINuxc3LbsSunXvFQvIQJidHeHBrU3ML2gWDjwrWTEZQ1b6ijq6OA+cfnY7QQou/JzSA1uIDG2vX3n9A3J0hWGg7TJafm6yueWT3nCMQDQS4G7F3oA81VTWskqCURH19C3f07dj8V6Roing2jd173sINN+3D2WcswtJrvohVy5ex9O6tnbvwzr59+I9N/87PpUWAZH9OpwOBkgA+8+lLMae1DUX+Ihw62IUX/vhH/OoXv+BmFUpnhKqrcM7Z52IiEsd4NIbWxnqkouH1Ny1b9tWT/d5pcWqEBtBafODjgQce2Cvu5q9cececjKL81Or2zlMMBmbRh3t6MTIyjNJgqRzwoigoL6+CcfGFeOftbQiPjXEOOzEVwauv/Qlb3noVc9tPx/nnLsQZpy3Apy6+lFkvNcFIU6U80qk0xsNhHOw4hGd/+wJ2vL0DI8N93MJOSoqamiq0tM6F1e7GwMgE/D4PQmWheGR06Lr/Xb5ZCy3+ntAAWosPTaxdy57V85fddNMCs8n202Kft50M/EfHJ2CzWuH2eOQTBdAWF5fizHMu4CkmvUc6EJ0Ms7Upgez27a9hx67NsJit8PmK4fF4BUhbWOZGE16i0QhikbCU1glWTd2PNE6qrLQc5RWVcLuLEI5EkRUMvraqPJdORB//6pf/5ev5vCpU1kKLYxQaQGvxoYsN69btEHen3XbbbWcEXNafeFyhtv7BETbCp2JdTp03aLFYUd/QiqrqWdzJODrUJ4B6gl3ieJBtOoGp6AT69XJklUEdaUXt3i6ng7TLrBQpK6+E11vMHY08lVuAc6iiFFYj9sfCE59ds2bNO2vuvPNkvy1anIKhAbQWH9p4+OGHt4m79ltvvXVhbWnRExPJVFM2Y+LBAHLMliS0egHcZWUhAbQhtjhNJRNICXacz6SpXRFGnfTUMFnMMJnNsFjtDPQGg4mnvkRjMUSm+mAUzykvL0Wxxz42OtD/X+/85jf/cnLfAS1O9dAAWosPfTzyyCOvi7vm5cuX16djye+kc+5LvL4iM3lO00SXvDqElgcK6Aww252wiJuBhHsCdMn836g2w5DHRUoA99R4lE2K5JRvE4o87pzNoNuRS0Uf+tpXVvz2ZF+zFh+N0ABai1Mm1q9f3yHuPqUXccuqO1aX+ItuNjuC/shkDLF4nOcfUhGQxmZRKzdN8NaTjzX5O7Nfk/S/IKmd2+1ARWkJuccNhsfG135rzV3rtByzFic6NIDW4pSLPFm+Ad+i2y233FLhdHu+7DUbF+dtltkK9F5Fp2fZBrnDsa1pLpPPZdMpvWKKmHT5XoNetxtK9s+/+dmTv922bRuJr/HNe75xci9Ki49k/E9zbjlGrR+dUgAAAABJRU5ErkJggg==</Swatch>
  </swatchLibrary>
</Fixture>