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      <p>Puzzling isn't it???</p>
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        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">T0</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">t0</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">23</e>
        <e type="function" preserve="true" args="4">sum</e>
      </input>
      <result action="numeric">
        <e type="operand">14.3444</e>
      </result>
    </math>
  </region>
  <region id="14" left="45" top="1134" width="427" height="63" color="#000000" bgColor="#80ff80" fontSize="10">
    <math optimize="2" decimalPlaces="4">
      <description active="true" position="Right" lang="eng">
        <p>does not evaluate as a two parameters  ...as simple as observed.</p>
      </description>
      <input>
        <e type="operand">t0</e>
        <e type="operand">T0</e>
        <e type="function" args="2">Φ</e>
        <e type="operand">A</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">/</e>
        <e type="operand">1</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">T0</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">t0</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">23</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="15" left="45" top="1206" width="204" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">t0</e>
        <e type="operand">T0</e>
        <e type="function" args="2">Φ</e>
      </input>
      <result action="numeric">
        <e type="operand">14.344422294</e>
      </result>
    </math>
  </region>
  <region id="16" left="45" top="1260" width="163" height="26" color="#000000" bgColor="#80ff80" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">t0</e>
        <e type="operand">T0</e>
        <e type="function" args="2">f</e>
      </input>
      <result action="numeric">
        <e type="operand">14.3444</e>
      </result>
    </math>
  </region>
  <region id="17" left="54" top="1305" width="51" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">n</e>
        <e type="operand">13</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="18" left="54" top="1323" width="422" height="59" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <description active="true" position="Top" lang="eng">
        <p>optimization numeric</p>
      </description>
      <input>
        <e type="operand">s13</e>
        <e type="operand">A</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">/</e>
        <e type="operand">1</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">T0</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">t0</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.1211</e>
      </result>
    </math>
  </region>
  <region id="19" left="54" top="1413" width="51" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">n</e>
        <e type="operand">14</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="20" left="288" top="1413" width="357" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>for these two: you assign 1.6049*10^{-115}much lower than 15 decimals display ...as you evaluate result ... then 0 </p>
    </text>
  </region>
  <region id="21" left="54" top="1467" width="422" height="59" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <description active="true" position="Top" lang="eng">
        <p>optimization numeric</p>
      </description>
      <input>
        <e type="operand">s14</e>
        <e type="operand">A</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">/</e>
        <e type="operand">1</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">T0</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">t0</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.2008</e>
      </result>
    </math>
  </region>
  <region id="22" left="54" top="1566" width="149" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">s13</e>
        <e type="operand">s14</e>
        <e type="operator" args="2">+</e>
      </input>
      <result action="numeric">
        <e type="operand">0.3219</e>
      </result>
    </math>
  </region>
  <region id="23" left="225" top="1566" width="257" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="15">
      <input>
        <e type="operand">1.6049</e>
        <e type="operand">10</e>
        <e type="operand">115</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
      </input>
      <result action="numeric">
        <e type="operand">1.6049</e>
        <e type="operand">10</e>
        <e type="operand">115</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="24" left="522" top="1566" width="257" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>is so little that it does not add the moustache of a frog to the beard of a tod</p>
      </description>
      <input>
        <e type="operand">1.1533</e>
        <e type="operand">10</e>
        <e type="operand">283</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
      </input>
      <result action="numeric">
        <e type="operand">1.1533</e>
        <e type="operand">10</e>
        <e type="operand">283</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="25" left="54" top="1611" width="380" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">1.1533</e>
        <e type="operand">10</e>
        <e type="operand">283</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1.6049</e>
        <e type="operand">10</e>
        <e type="operand">115</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
      </input>
      <result action="numeric">
        <e type="operand">1.6049</e>
        <e type="operand">10</e>
        <e type="operand">115</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="26" left="54" top="1656" width="470" height="35" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">1.1533</e>
        <e type="operand">10</e>
        <e type="operand">283</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operand">1.6049</e>
        <e type="operand">10</e>
        <e type="operand">115</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">+</e>
      </input>
      <result action="numeric">
        <e type="operand">1.6049</e>
        <e type="operand">10</e>
        <e type="operand">115</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="27" left="54" top="1701" width="481" height="46" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">1.1533</e>
        <e type="operand">10</e>
        <e type="operand">283</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operand">1.6049</e>
        <e type="operand">10</e>
        <e type="operand">115</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">+</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">line</e>
      </input>
      <result action="numeric">
        <e type="operand">1.6049</e>
        <e type="operand">10</e>
        <e type="operand">115</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="28" left="126" top="1773" width="523" height="76" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math optimize="2" fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">data</e>
        <e type="operand">char</e>
        <e type="operand">size</e>
        <e type="operand">clr</e>
        <e type="function" args="4">plot</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operand">data</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">r3</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">char</e>
        <e type="operator" args="2">:</e>
        <e type="operand">r4</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">size</e>
        <e type="operator" args="2">:</e>
        <e type="operand">r5</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">clr</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">data</e>
        <e type="operand">r3</e>
        <e type="operand">r4</e>
        <e type="operand">r5</e>
        <e type="function" preserve="true" args="4">augment</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="29" left="45" top="1827" width="74" height="24" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="30" left="45" top="1854" width="182" height="135" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">t0</e>
        <e type="operand">X0</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">121130000</e>
        <e type="operand">121130000</e>
        <e type="operand">75082000</e>
        <e type="operand">69466000</e>
        <e type="operand">32054000</e>
        <e type="operand">29290000</e>
        <e type="operand">1</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="31" left="252" top="1854" width="174" height="135" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">T0</e>
        <e type="operand">Y0</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">23587000</e>
        <e type="operand">0</e>
        <e type="operand">46051000</e>
        <e type="operand">5616000</e>
        <e type="operand">37411000</e>
        <e type="operand">2764800</e>
        <e type="operand">29290000</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="32" left="27" top="1989" width="205" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">XY</e>
        <e type="operand">j</e>
        <e type="operand">t0</e>
        <e type="operand">T0</e>
        <e type="function" args="2">f</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="33" left="252" top="1989" width="260" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">data</e>
        <e type="operand">XY</e>
        <e type="operand" style="string">o</e>
        <e type="operand">5</e>
        <e type="operand" style="string">black</e>
        <e type="function" args="4">plot</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="34" left="27" top="2025" width="240" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="130.346652952016" scale_y="2.14358881" scale_z="279.409626688894" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-76" transpose_y="-49" transpose_z="0">
      <input>
        <e type="operand">data</e>
        <e type="operand">XY</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
  </region>
  <region id="35" left="279" top="2025" width="178" height="135" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">XY</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
        <e type="operand">0.003631464</e>
        <e type="operand">2</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="operand">0.013470081</e>
        <e type="operand">4</e>
        <e type="operand">0.002702306</e>
        <e type="operand">5</e>
        <e type="operand">0.032973401</e>
        <e type="operand">6</e>
        <e type="operand">0.004692937</e>
        <e type="operand">7</e>
        <e type="operand">14.344422294</e>
        <e type="operand">7</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="16">mat</e>
      </result>
    </math>
  </region>
  <region id="36" left="18" top="2241" width="817" height="306" border="true" color="#000000" bgColor="#ffffff">
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GQDzuaysKhSsrtKhoq0FVV2jf33BWH7Xk0bv7+BRy7nQmbHHUheOaF/dfgIjoCpzbb1sgXmNOWG9jvGBUsa/C1u2KdQ5c261bWVH/hTbwo5mcHYsuddpURqChqjubegL29N386nQKZ3z+jE/ayxwd6StUM5jF98yw04et/VdODxSWuNe8paVRn8OL7P9f3kdJGm+M/wTUc0yfGCkF95Kq91uIiqsSOPRtH3/cpnt4hwsJ8rwt6b+7Vev/RUbis/YHo0PkoLGjzZFMN45iO6+y5Fj/hlnOPxD0rsKyniYSSUkwj5WpVa8e7M+5UH1CputQNeRB+65iv8ir91nLtSge2xG0X7YLD194Gy7T9FA9wfBtdhB1uf0FmACV+O8g2Ol5Ptd4t1obhK7pdDXeOV0lcyX7Loenle8m5ddokX/IC/2d2eRAqRjyDQ2w8/3sbaEN/9/s5HuG6ns/tgl4jmuKMq5pjcRt2Lz3vuM/4H3c5juK/a16JRH9AygXb2oskfHfZguYaciff3w0HHn0SWm2t8W+hgYTh+OHefbDYljehd+fT0fUCDXOlnsaDuELjiXZogW7UMDy7n8oL/KEKzTv4X7QGTmvdBne/8xjW1/AHyTli9DXYxcZxQGu03nAX3HC4ypFRq89aeBOcLB0+dqWT9R+hm/g3x+UyErojTrUWKIM74uOl7HVH4rNiO/p7kptNBN5217aUa7fG4bZD+fjymufLYfvj+5I6cRXpjSau5WznmeuqBbfH2juchhPl3LKIvBaoWMzHpoSUGwOp9X5Nyjq7B1Fx1Y44Tc/ig13F/6CH70FzPr/L99Q1NTwn9Re5xS5Csz6Uq61sHJfgZQ2Tduu4sp6e8xyW5XD7XoDjFubw+2JnPYNP98MiEgc5N6jcRONthoe4Krtbz0ebYf3TuqDXCVtgV3r/xe9ec4XjsAhrrbI9NrroTLRcj8N4rf9pNp6muPnRA3DNHcfGv72/hvFZms/ti02OWMzU11uqPwbjnbX1OiobvQdsj7323c3cIzvfdsi2F9FGeBcX0N8r8UGan/xt6k/O2WwxWZwbrYqm51+Kez95GjtrmLX1bEwDSoo3CNH9sqa4UeJYkd7vR4Ef2+Oii4wZiThXZ/XE+/zui/9uOKDHh7iTjo31XxVGt+B1ckvjiH02wwHyDBdEUzuqogODBV9Jef183Gp/Y9tmeOHra+j4+rif9et1ZsT0tLvRScyervYGk5zlvbeu+ld0PPJ5vGfjjG7BiKPXwfl8qtI2klVmNtxM+QucnsrWa6PHs/a6CB0reqK1aLj6Ugzf0dS5XtuWFmsFczfu1cnehcs5XNOO6HQwx3VWPOPU9XJ819b+xvLoig9xaAtO/BTk6FXh9UWO3z7DpL1s2F0xlFqRKGoSD6i2YP/d0a/yZBx5VrO4XJWZPBol507CUUfy3w2gVZVSoLSzU6a9Qu9kX2xl43u4FueufbyuXWXOF/89bu+Iyxei8yvd5syXfz8v0ndlFWz8vfF7bg9dM8LuFuP3s6Sd3T5YrStl6JO7YW+RN8Du+ipmpf2ZHvcbnzgZN++p1619KJ6mZ3178+ZimSB+642EP27Wj+qu9RegvslFzbCBhlnDNbB/4DN5Ntth/T2a4lg5Twr/QD63GtaycR40NDnQ1WU77E9lOjr/Rty5K4fpoiaKhFW2qS4489Kj0Pm5w1Umt6T3XIWjsMrap+KYM+7GsKfW0t/bF7oC1/CJXnv5nXi8cjrGHhdRVcN+JR3yb0w4p6QIj2NRDnv45TiO/y59StyGMXXa2TR+7GjWn7E78/FPse82O+AoqdvY2ZzNYNKNS7twpjr8GCOv5bVfGrbUfEhmaLfG9a92wqn7HYDL21pbPbpSrnmJWl3md7Rf0ZafRbDpi+KpdMOV2i/f98xmOKPqPRzB4XaoTZhFm/XN9Hz22B7HrMLHyRHITDP22xxrbH8GmsnvkPPmHkoHZuc0s6SklMN1hTUzkg/doje2morEGLnZLnhYZcG+hN56AfIwfu+pTEgH+DAVmKna0bRv/eXmmmVVxGZGdnbDdhHZkSoTZnSHGgJTdwpissHu2G6444y1sL2VnSFjw1pFdcobOZBrd8P6p9wNXKLxiNsgtossM+E403Bc3ux2RenoZx2yPCGhPKRpmRiP5OvivxNUxFMbYT+X5pVwGXn9PvY91Gxu/PY0oQyikJHb61rc9sx3uF0KPjtXpSeVFHrxs/6t72LDL0XFyhyvrqeYYk38kHKZWBkz63S2xsGDWboLl+q1ze45Aqf1H4RHP83iFW4g2N91nF5RMzxy6sMGft/KGpooVpTe0TDaYLDphsje6EKBN4TgZssfKjtZw7VioSPaPj0tHqW5U8+tcyJas86ZPw+XsUwuHsx8Fo+LXyt9Nnvrmh3P/pE6MPy71h5b+KEFFtO4ougm3Q2vlvQs4+feDdd5UpnYXOTNqUFj3sE77Q7SMOQOfp06D49q5/538wbsZs65yc0fNOzSKmMkOtrr2W1veprvy8wpu50RbWO2fnvBhhHJ8KE+M7sY8nQJc5FX0a5qrtnYxPHApXHujVjZXGvHOVrItTfAqPjX40FqxEwaIjTp3YN6ByrT2al40XQUJCxxqg2rMlFdTUqK97wlP27VcDJQ8p0+72WwvFyr9jldNMzhRsStB+AUOc+uB3o+9SpeVXlfbYUzf5iXpOgahSodGTtG7f4vwqEix92OIVb5iT42HjeovIfG8VtbvYbdVbCbOY23fioDi2mYbmIqkLflxmb1sOVjpYSUyOupxzz1z4fwgfol9J3pGs4MdLu6ZnMV8bqeZ9e0De6UsZ6NsaT4HShBDDfgmkXZ7ySRHm/DKeM693uc6hYKe7WqdDbJqcidnv9pmCSkiJJnOSWlUJzuOmD8XKdRByGKDsWespFYFX4Z8hC+Okd/Z2evMaEu7J7st+idVNsSD3U0ikMnDSsdPWKCykfqHH7K1G+806VfzujBm3BtePa3Ch1b6c4cpNDLWhVyppN/pgkX9VKTLhsJ1bm5Wr2X3zBkqFmHE1GhXaZnT1n/IUqK402j1KlkST91rG6MQkrpJgfhhf0Pxu5S/GwZvVZm+CNPE0zJdFTcFvBOocYMJTJ5g8s1Ld08U9jNjN/6HUQa7A1wFsVexe8WH4Pl5HpTe/e84JlYWbjK/M5C25+Ka2Wg40TtbEdJKwt9P5fTwmNGryNKmaWATGKNk8ndV6Q8kGPhJTtVfJex/og6mkGJNzVMpCMhE95CK40/0tXQH93/GJ61fprpU15rp+Z47E5Es8fpyVtZK7hslSmpccqogXrbhFmjixmE++vnwXj+nuU1nleoa24xg6fnW233fI27ncodjey6Z7adX4KFDvjIziBHj8hpgzE1i6IDjHXGCK2rj5CTdFMH4iw5b9wlVG6GjhrBdkkiL2CLNZWE4RLmANymPvhDr/M2Z6IKx/gtrzJzofqpKKi5VxsV2YrE1FVnyowz0AzbiuzNUJIyzLYiiXZ2/CPYRMKxux6HdDBK/S3WTySikgdRfD+6x+97xn5xQoDX1C8yD+KExHV82yy/BNMlLuKlm+/EYzbMpeJpsH6bPICfhtyEK3ZWeTu7eQdztvFbSs0fqlTpsi/Dh2YTrFVUhK3bvMwsu1PrHCTx3GYWXlyeSZm5Nnezqj3GMynfYUQNv8rEz3pjblU9MY79btSOkCKjcS2pa+DzsLl2NdsbnGZe+B1UpKJvRoBUtPh+bXnXh7YqGFJvv4od3A5PdE+cz7xrhBGJY+may2MbRmWCxLsQ/qcyU9+EStpb0f+jXMfOH7c4R/3uoGaVMWPsM3zkpEkVMlmMtRMxRbbLjqhqtlQh49efZcl65mO3mnQkFvYaxeVUlQydxM8NegpV5treKmI3I/vPmhBzAFspE0klhcekfDriiTdeww0HrIoN5TrjXKNZm9bwRVS4yagTTDiVDJ3F7yaVLN9wuDdVEKbhLva7QUUMo1pmTUSuUzBYKyxXYwovi59nmiZKCqXKt1GyuzypmEA7vUmzclNpuIlAGcWIsL2KwlulcWZ1JiqZi9T7w6p1fvs53MZ+1vNJjcu0/Ybj2W8NepI+Gs70Ith4HefZHsT/+NwyOkuoyE46emyRe4mVSmaYnxahr1Fo3MPm8+QSI03qJ4ofs4eRS0dIftJwrmwyOurkZooIUYJawur4Z0TW2KCDXJ/kNvj9ZFdBJ+yA1sdq/BtupwfgfpajLROLiMlD4rftNdAKa7Lf8SpibWxntzokKnXmM23NHGQRMHW4VDRsI36JVF9jwq1Ehy2jReqYFLr8TBRvHp0nvw1U5GNSShNswn5ne52cI+Sa5KC0WccQP/ZueFHiUtFS6teX5UUSo7yYSu8kBWquIq/hmyrKSNKozMFxujUM1ImVch3Bq/aB1uxXaiZmOnDllBQmN9kz45HO1NueqZhha/7ta1RQpINZOm3DitMWffGgisJqx+Ll93Wm3BuEYZv6uEXh342wokoOa6WgoqCjxlFsc8WbGRI55DxLqd8pzMr+tr6Mu/GbSuL17B/Z3+9kCTU6hNdBlW0RhEm8XZFvCL+Hps+buKfEGD+3yPVGI5csNnBtZeLr6R1wdslvOnRBfbLEmHIbD7RtbmZ+EyNvD+oAiorEeGlkzX04+wpVsHdXkflWrotwqMpCnXZB5cT9PWRm6hKLSSrxjsRnA16Aux/6EwNUcjvg1Uz2FDyzo2VJcTTPbaPfvZkIjtdqywq9H8voIe7fgM4nMoWS08ZrN3mvIY7Ds30U+TRcpKLAW7Ozv4pszilyiXWcDLI5K5pKPCVx9U+0coPYz7d7f4zDRF6dxEzFuRxuBRWZ90w4HmwVzjNywgCnSncLUzFuZ0t50AxoJ8as+xnFwbVRzGmiPCcNJT4xfSN37++YGUXPDNys5yWnndFfRX4t2Xe25cdtp6e7mL6tolCts2Ner1bkksHxbdnP9kqulniStEPkpuu9NnAuUfrrs4wzaNIRhHjErBBvneZoihUkUyId5b3fmw4lpAK5F4l8JWVnKQkbL+a4meVtVKBOgxlt31FHmFVTV2dYKeHHZgHlrZdLO8tl2FTj8Iz784kKMibtzaTYkUln+qGYkdAldQqQKSTr23opajNB1aOYDXkGQFXpuG1pMC5/aI7pp+YLEZbQv+4lFoyfGbe0GAXJ9esmmTClBatW4ostPX0lpZC2L80UZCVc6aqA36ntZf/f1ZYyDR0wQnqcvcFuZqYrYaLL13gjtEJHbMHhOqtoEfMVu1T2fhxAYc5VCVjDTb2foyPIe6jMbisNxaNp3KWIR7oJu91hOTtvqRh9dZdZS8KLTTNjTW+aU2PAf+3oFbs1NAxRIbWnKb1Vts6xMzUqGt5HT7m+1Ij+SBN2A/P7UXSyd//EWhpXQ/WRM/mxTv2FftR+l/p1Qlv2c8M0xLRjJe+jq1W2I//Reea9jw71Zojsw17RyIleAGFnsailM4rZsaSPWD87FDvedCij68qs0bg8Nt8Qt483w2VwfS1/pGKUhj9KZeoSma3Tb0++cTZ9tnGbonLCrMTH/EbKRmJHOg+51vyVMmydhrHYc85qwJvlvUzPJTSCF7CuxPOGSL342E2/KToL4JYWacMfb57CnGridqa1F2ndsoc2mJ55FDnLTyL786fEoybM6SoCL+NtCVenhyzI6Py+KvjY2Qvn1N+xivifrFKpkpJNeSqJmCjeoItYLeeZeEsWeRvzso/hWRkTZ5mwzu2PxB4b/tpH/hikHrpOiWdhIEgca5R0hDSsl51mfxhv21xsZ8LYDqeamU1ws+33mOemUkxfc51rtDNiijidGjFTTG/CQ5ImEYS/sumEjmJmAxbE1iob2I+cs77Y38h2TChlKjn31qmdtvm3qVo9JFZWGY5g/11VUCYtKXFvrCK+1t+Omqv5p90pjl2sMfxRIbW9HNfYOtduYa0idwwflOuWSw7ifKfhuqv8vMq2HWXsbJnfuYY1T1axPvx1npqXvuLEdJd4RuBDlXkAy8Rt3XXokNjFzZqKWndScu0auqt/vPjF1Pn3JQeeddB6Q3vvMKbJyT2WzLrbqFRpJsapZYxz/oCj1hHJ9V5af/lmTFpXOeXJKsontDV/ZeBNnTcKNNbbP7rKVgMaV/KRnIt92e9aFRmdiVpOReFXXVfn6t5dzMBiA8/XrHN9PVnn6GxZJFYkxCAjO2MG5RK5Ni4ZzpSbnLMUUmd22f1IzeWs28uZH1vqG6SfU8yoqDcApyyPEfKOTpJRGL6Js1hkqkfH0+zY0dzgIp49kixwupG6lh6Hst/7sAN6xm6xAhtJ3Lbg/2EqjsVUBO/iQbJXKr2VIDEyIHVd8kH4LwBV2sWCt9CwwobbylT4dkDLdsRKZgqEEoWgkPFSsg1fdxDppYZqe0p+YwHSe0tpWFMpupJxIdWLHIeKTKb0q/aE1ygI+SKyrsf0F06VOM6Nn592Ls5WSdBOlG9w4abm7aixLkgz/U7vHiT++CH5Skp6vE3ty8bkpWQwRxCzspfVHIBvUW+o4K28zZjfTrrSlbmtZCFnovIQ9pTwPOjOC9K28LfjsjOBtpZv+NEklRSrKNg+8XEbxWaHsohz6aTCbBsmFVN87H64zlN1mNww5zO2/6nT75uIYHvCX6j5mO0qbWV+bxEVGel4rQXfonKiXENO5QRPmHOb9bdDoZQAMbNSUXhE14bEz53NrWRthh9uzC6m82ptx9T0zyyFnFhHrTZoR9f2PQbuLR3n0RI3OfGsq4IYeqqZkv8lnhjb0Tp/i4VMXOI805Ksvmt+TT1Awzn9s68OoNgeiJZda2dvp9a1YfFHvJOY37BVx186YGLXtdSl9P1jFy+omZrW3JR07Iil9fGZerc/NuPwS5kmScwXSgZRodt5u7e6u5ETMxXYz/yu66FtbmTPtqb0DeUUfM9hokWNKmXrrnYm/riz9a1sbhJFdiilPbqdPVpnXyqNmQQp8m6A0zbkHTxtTEwOE0OgpCibcK7T3JCSIr9/uhucMzGdZH5nf28WhDBrmvro7HwfXOJ3SDHADRCJc8qViUOefDklxc4SDjhedjSqkOu3g9GPq7UEqKneYnGLLP5++/QjX7ctDtNiXDM2DmsYYt5VlRxVfF3kzQQZm4Bat93VIWjD13mNxqQs/bpXlZlvrq2p5qI2zVZ5FYHQkeGTtbRo+txbl1BSrta1gGriOKkJ9rDDzqKklExnfct+5FRscPbbw6xFM4Wzxj7qk0qvHanbo2+ts21a1n7T+sTunf2RXqeWUiY69fOnSkerX2nvs5QySkrpJJ4ZuBmA+BvLWpNM6I1+R+nvsPPWnI6QxuomNLWDVuyc3mYsF6LoLZV5aQXLfWGMpvRF1vdrGzeibeRlEq/LYyaug1VkxFpnI+zg7dh0B4fx3yPpVy6g5cJWHLyXAvt77622WXZw2AyOrjrDfTxceSPcbqu6o5h55lrnVh5i6k9nL0/o2i0z+6nzXLmdzey5U7TsOhUVk1WIYJT+LrBWeILeD2W1Qc0VXROkyTLP41Ptm39oBlu9QbHhZRrY0dIg3IXzd7Qmv+zKJGxqnN9zkhm9hzOPaIl1VvwK1XJT1yKx6Y/46bFF92h3llyC8aP+vSPNstNu2qopjooem63Dcw2T8ULza7B5yRTGMXKNN6JC+VvMjrPPMu4wJA1z0UeuWzm2v6+DV4ypoojrYo3P2mErO0p8F9S765j/UhiMj1vgP1ALjldpFb13MYkXWy7+eJH9SFZi0FG+4bJ6yf4PF0u40nkOHmGLNwE1cZU+jufYz6vsKsfGdgbp8fZtfxnXczi7x7wP+683SkdksqjSjI13Oc6QPnCVrjUog/dO9UukL94Iwdod80ub3DntEONfZmvk/PGneR8sM9ViQkkRxTseJeIG2bU5H/O5+1SwPCLhnYna6ub6OpusTj8KvBbfYn7S/K5TUuwiwsRIwOrGT21ZzFTy8vCtvYxiZA0IFFlH1dx9aJUHJqRKyjQxpk2JB/6y6dQmp+FAGmhJOMorDmc1d+FTszDQfqTNftcmOb1KvIqjS03CVALvsMN/pUNCruSd41mdQ5rqISHmZeZrawYtKz/25u1TzbFllK5FcpCSIq9iYjipuemQah+JMbNXC3vrzwjxi7CTiuY+Do1HdCmHC1V1dxDSZQqk8JrrS5JI7IntfEW/ph+Olgf8uVHISjfPsyZ/CX/1O8aKLA+CfSyC+O0nir2BTc286T1hBPn5M8hH1LMOBNhjE2+8Vdb1lGprxixH1xYTt5SM0kdUFu9xyrUo1u7Zd9Q1hioqogyVDjHjdvkdN1leGKsfRTPkJnu1YmeO07dTYv6SBdmb+rbyhCiqrh3jEVR6NPRPYgKL4XDR8VouTN0oZaCMkuKSzoMC/Neu5/M2djO7cpHzdrXh6rNQZ83kd26BfZX2NwZtGeEKG4zDJN5Vghf625nQ4ZcgWlhNAq3541OR+b6JkYgCMnzON4+0H7b1zQ1fVD/30bTXRF7d9bxNb8q1rwklZRuzqYstCDy6bivUNMebNAairq7E7Qb2/9Tfjl9MJYsdt7RD1fzq8z2Y+3BrWbORrJ3yzZuMiXhyXSXsBiUq4q4SmbHmqonOwSFmhN7f2mliFSZ72SkkzL2MWXmJpZx5nv5sHw+o+RvUMPdzGnT69a/L+JIEb3Ac3uhFe5Z9e085vwv2VlGwZdSZOJnZi8T6ZEKsJ5ypjV6TMNPWWQ+VBB0oSSbzQeOXsKk0AwnOPkdnZxZWMeZQbBlrcYlvycT7NZyE3enapE3EL5BlCF6/Y6qulU50Kb83fkuqyHWaKDelm8d82Rk72XePz8c2wgpfs4lnrmbiTY6/TDOWAc6cmCcNOVypVQWVsi25E0kX17KJv/GzTFELgH+K2fsl70GlxeboCVLcTMLr1PeEHe2y9tip8Y+pRhdhKa93ZDKM3DmePrsA+93ujdTcg3UkXB/StRX53kSEDe3LPK09BshuXqxWTlI7ySgxa/PDKUdhs1W90kcvebHoT3/zjkoX4PZEQ2PiiY72awSd2l/b2vD5paLajAQqxqZ1K7j+0Rcan1OJh+FiCfOkW6dQ7X+3RTCZ75QUXWBG/zvcdxIr1AzGjTxQh8pGV/VH/Bi1wnQj59WDMciaFdmPZTG2Ik3Udqr5r2NbmAq8yzJ1vl1n4ic7OnClW5jrU8x5WpXsItYKLyfa/Wfl+v2cqUqFNgr5eE3KL8ZevT5lzzFQR3K3tM2LD/82uUXrWu1ndYOAyO1J/Y1b6OwW8pGKy1lf8GsyO40vUwEv0/ES+myzRlki5691MzuIkbMjIthHd6CJ7UgrT43MlHD8w1phmt91SsqwRUxcW8b243Z3MzuJKDvlRdvpPfCFA+ONBDxt9CXrl+ilEj/uQP0jPqcyMV3XStgFzcKUPXRBvrdQY9gaGs5T/uwoJi+gEJ7TWb6144XyP9tRVruo8RSVzXApN5zGjvp7VTzX41VGhu+W07C2jmmm8p51FNxPV2V/z+yHGXEV+XljWDnzzFHwerFuJzyVGTvo4V5+0+GOIu9XrfnXjiozZUa24tfleh1seduNAGavX8Xs3GNtAewOWHbrYQlPbmvvBbNKSmzQrGvoloP71IuOfrqNI2TXJJLdtAn1Ho8xYZbzXyxbx5Hi74YDNE3bOivPu/CSmFvYXvQ7OImvIRdvaQ8M1U0Q4gb9L2dGy30XPm5y9vdqTnWdthOPaZ3zkC7QjZ/TlL4bqxneRvoFZkU+WEjOr6z0OXC1M917JgW5fiX8L2EHqAMBVAfGe/KoMhy1MN9feZyO2fpV/Mj59jBHRmh65yCtJ8zLLG92QknRuv00jiQl9u/GMuouLRNxa2fe8QtLPnA3Hf7mk2Kz76Z4K91g3TTK8x2f0mf3C8fjD1uNQF++joeGBy+IDk2pbtVX3haBobL1/FoqMbwHIv1biO+E11WYZxX3kG8S+UjPfJxlcgv7DZJ5HqYpMPGZf7upmdbukm9clheXKr3W2ff7o9DV9r1zfbWCW0PqBosqTsapi7BfrDinxSQu2Yq4gS6vc8rrNEVBdgW3g9lEwR/CdpYbKjO2zYl76t676j08Ynppa+ZVR1LW+BpvfRvv6mh2Od05/mipKIuLYW1fh6tmPz3W9CRmSt9kc0W7wsfWaQd7Jo3mm0PR0rb2rsJOLK8xPC7LMlhH7ko/0WYHzXgHQW0rXLtYixHWTJXKpDM5tf2WbW0KJmK6rjeJx7lGYrIO8Kzqmupm2FLiihfKV1NbLH7eyFLab9uVP3XjGOq2xdiZDX900ZoReuOSz0n/lpy/Xee56mdH9SdHpp7SytCYaG2U3HnMbjrl2babjY6ujz+OXtTZSHqvXDVu16udYp8hqW23sJ/afWpbnlibPKkl+dnNET7VjVdOSExClMmm2cZ/JWaSnDd6/ZKOotZ1J/T2jBBGlJ5fjrT8B5xs1+DwdnqfUsfipKOT60pcGamxBde6F9zLYKa5fRcvl35UPhJZ6o5MLPA0A6FUgfqZe1+Z667Qcxb5arg6zz7YDazm/Ahf0F0+PJcY5d0l9rd7+KdKVpNpR9QpKdYu3S1kysWdLbsDFTWMtg1MVUqVThFUe9PBut7BuQVlBMMscCW3K9UM/czOH9Zt/fJAfPyR7Ryqc7Ziuyf9E24RnKH1QDrt5q2Q0WQxtoFIOG+YpegC5/lDw8pw6vuUuY6drYVHJu3fo6UfxrfeGjKzWcKB2Ma+1VXU0ngLSyHbJ/rXPxVXjoRbS5QYVf9aNw1QJwsBKf12pw1xO6BL7mt8/4IqFda56Rw1yXKOwnm723g/LP86JUWnl7f7Y0Lyek83h2x16Ls/MP2tyK3dOJxKUyd/aj9ahipCb76dmK7fBrBu75bX4i07A0KtyvOvdjKdGetWeRN9+1zvdjITd9AHGPrqaTjc91vTqrkv4GDfn11yHwyMV4XCODd8QTxstl30nV1g/+tO5uvQ1i25PTZ1Pbkp+OWFtZPXWefp1AXexCIeUsPAK+yuOdZtFNdftvNr3QJvOtPWd2WxYuwW26B5PDBDzzd+U4hC2pv/M1ubJpztx/n1XjtO4xPagbWuvXTujbnXUojWupd0ivj8FqUL9+x6POfi5cdTdkqeO+qND/DBWyX1tVfhmt0dfWdf8IHxDm/iNkWbHz/AK24XOnW2P5u1ii67nfRDwHa3QnXUR5bVcDd5fuQW2fwkDMtYO/sz8B6bNTyQDLPwHaOMqUrRvFSZjI5PT/s53mZd3AK46Lr2GPJmSR2z1QPxIt6nPX9yokeeEWkH3XdLYy+7R0EmLltc6XsSXklc442GfrOe58/uCE9Bsb3nDFJOTzVlKF5yVOWVL59qCWcH0BhjJcGuaXJbU2FFbL/pbogOUJFx7aH568p16gC3dblxu+AqPRVvx61u56Y41CyVInKJWWSXP3ZATRwbCVND4QYP2O2JXvlP8UWveKt2cc4ivUbNYj23vL81K733/O67dqsvHrczt9Yt3CpuY8dtkjwXXYSL9ZRhctzeqjvcbcnO7mC0vGtD3bXMum3cYBPSmTgvczmdRRmHlG4W4dyDXdD6rWdVSbLuW7zNM2+9fL/YGXNhetZuu3LfrY+tRGnf2phRW7fctWhl9aaS944/sukm+nRjGOvW7PI6Pvj2YrcGVJzOGn3l+0X03m5A3WK7ZnF9ClA90MwuU7NhrAE8Z6IghuKDLUvOuUZcTVN95ytstXl66uRsEabe6hu6KYlzd4/Cpy80p66C729r8lF4NOFvPrHhtm72prI/cn7qDjKWDWbm2LrOuOrlKfjc9fOMW6Kt7TMm/XnDp/h43/ibem7HLutWjz8U/rxZr1XHuWk6HSxhd4p6EeWUudllNpSUQF0uQ7er7kmMbCf6qbPIjVR4b79He8+6gHGWSEzxUeHZ7i/cr1t4mD3q/y0UPEWrK70oy7lOn0O2Gtw2oUz8ezGFzi2c10aljtVCIOBzNpeTjVHnc0eBfy9swqaHGMLPfymjsDK2cymj9k1whW+PluNO/fU4wtdUypIXs761D/0bH1YNBALzAROAd7aO14QS/00lZc7d8xwgm0jOcVQZL9bkJZ1hTWgIHg3cQG56bNXBu6RtOgh2IqV6Vu+7UINKN2v6lSzK2tiZIlQ1rmz8u+Szuuj8erzJmrzdZN7nOvZvX2e3j1mjoVxrTDlq0hJbo/C982xIGf5VBaEeGt+jKQOPzs1jZDeyw/XjgrPOrGXzf6HgzUNmMnszY+10ax4/S92pIhEbdLF/L9yosxZOqXn7INxyczfcVm7HBlVwKq5ZB837TPPKdgMJa3RFYg4naH669TnNf/neZwtjDjk/ca/UH00S5l5z8tn+TSUlT/3ENNKZFFKpFMaPp7/ZjNhqxjMJGqaC/DMZ5HIZVFXR33wGmYoKVFBYo3QVkE1VIltdjWpy6XQaGQqf5u107fwa/c2mM/RbY8nRObpQztCPZSl8mtLA12QydFxpFQk6J79PLptFdbGI6mylHM9I2ePvwUi8Eie5dBWqckUUyd9dOnojekC3uV2n+PfqhafrE/GRy8fb6bL9Pdvtx/ayxYZiE0zeVmCinSGhfDXRkfw8L87sG5unFuuZlSlkUUlxSJo4Prq/XC6HTIqeT4ryP0v3TNfKcx5LLkP3wR8X4+/KsB8/dwqXpp/kVLB/KhW/agXK72yxVuLIUjoTJnV1oOdV6eWR5BOnqe4CYn7ubiblfWP2sW/HtjjnxNPR7JgDcPghJ+Ki3dfBXma7IqKIsZT+yZM1vaVxcrqp3JTd9ztP5ZPSUWHLmKSJws74AdF1/Hucb3wN3X+RHOcz+5Hj94U/1lbgPGY/zk8Ka+K27w/7cX7QMb8zdX6Ywvlek58xW/my2/gLdO3PpWAqaiiOCs+EJM/vgpRJNuOk8p2mv/67Se9L0UtrKl1N6fJ+SN+9Cnq/83SdvK9UdnL8OxRHmsoO3y/HwXln8t2UJ5Mv48nxu+z72XD6O5SH6XSFhOO85/Ty/cepMGkw1/H5+P3M0zOtpmsryl0rz4brE72uuky9JfFVSb3BX7bOcvmIi3Yd8hRntXcP1S6dGh+/8/5z1N9jkzF5l+pc1xAUJs91pc0bjVMSWND0m/hs/uaykzFuzC+YMEk7qZP7o50tJ9Et+PwLY2eUq+Cy4O8SWDf9ct5kZFyepexyHnn1g9QZXJ41Nn2XOLz/LiXySdJd37sR55sfNiX5ae492U6Yd66YrZJymqE2iNuEbJbKKR2ntKzz73AdENdz9ByoQJR/Dsl08vX8UUFea1Fahu31fvgMp5V+Tt4tCi/PrZryjMpgpZSx8r8aw/fIz73c7/D7YtrPuJz58RUovXr4sj57t5csvbN6hG7k39vuvkbtgYtiIlA9Ce/JhnkTMXEiP8Nkmiuf8RYuFnL15GFMsq0tSTO/p347U0332mCE/rOheojiKtL7O+M6l3/TRkH1nFdv1NsGOfg36V3U+FMZ6se48Hyu3DORkwYuN/zc7SxWztxzRuLjMsz3kEuUrRnXEXSe6wf/HSzQe0CO34+M1L2UF/Sjef5wDuVPJaeR63j5vWpU0nlT3/E9cP759SG16/zc9L2J61I/r/S6euo9OlmSPq037H1yv43bIParoudBhZDjyPKzkjaL/KRvx+84hcumUEnvUTWnkX5PyhPdU2X8g3ofFHe5umSG7awPxVWg/OVrOD4OX5p+zQuB/bmPaySRq+Q52HB0D+wv7VIlpVkC0T1RncDPg/7LUv/af26mL0HhOQ8lDVzPmoEvzouU1+Uzz5RioWukDZRkaX6U3rd/LvHMuQxO1DJBTDsS6y5zMraLN3Sb4wRzr9nBPiDmM39vJ36ss4qtlfjKCm8vdfqRhCH6TGITwEbY4+STuoZC7WxFN/vQy0UvQ54rMEaUFH7N5ixUR8T8ebx+/Xh5rMwf6Fv0RBznb0VGv//vxVY6zFR8ff2uOGz9fXHEWc1x0taLYY+u8aLEHCnagf8w3uP/45oFsfluzdDs5MNw2F5HYoebvZ1C6H3xq7rAvwVS6vUIP12K7f1tv7xNTJ7gurRjVrePJXhzCCo79dkKlIU6VbPeJv6H4U4nr3VRMfAvhOvV/Ew8Y+4vUXn4e601K02ktOjiKauk/C38ftSgct+LmLMEJWVOkZ7xaNHMk5+zCkXDw07/AmaUW8Xk/gWBQCAQKGE6JnufEzKzaxFOHsXbSBD22yc8UkuuoWaFP3BsJ84CgcC/nOrqv6lM1c8/qKRwpcamV+ZvIBAIBAKBRkThn51vDwQCgYYIMymBfw8yulfq9Nx/jdJ8UO9AIEFpOQkF5b+Ffe4qBgKBQGNi7iop/nzvsNvRsVULNLnkM3w31KsSg91zIBAIBAKNCmmlg+IaCATmIbOtpCRG34xPws948W45uvCn7+m4aCNj48rfrTAbLhUxfWIFUv5CnBLEtrVcJckfOHP+9ndVdJAfBSp3eSAQCAQCgXrgNlUPA4FAYF7wz5t7Hc1KivdpykAgEAgEAoFAIBDw+IeVlN8xaWFWUg5T2afo7dHEMyClZmC8p70ezpA8hS0xIiv6My+BQCAQCAQCgUCgsTJLSopvTlU0n/oGUpX0z28YQ/9m9CtQP39RBCaNkuOhsmvhr2reVYEpYu71uUjALxjcfnD8sUFldnSJqUNH6lEgEAgEAoFAIBCYn5k1JcV9ffMPvLmfXV/yGIaJ36M4Q/dVX+Q2/cT3xKOwsPidiFuND7AVy8diEm7GQUceijX1mqiHnnfchpXJf6ULWuEkPr/v+7Afxf3yYL1mpWtx+ifk0WtVrC7xHAf3Wap3WV4dh1/YDBvQuXWP8L6AS4RJlUAgEAgEAoFAoHEyS0pKoVgTz3p8v6tRFKL++FI8piKzpCoP34kHUHUMNmR5e8B9x3hfE2atfU/AqQNI/n1pjWd9c144HyeIXxukWPzJXBPtJieBa7bGXnKeXVvccGc/vK/yMRKgu577yyzab65hn5OTQtZ9cjcQCAQCgUAgEAg0JmZ5TUp2orcw5Dbu/J+B11XEUFUGuqqMCTiGZJ9qUR5WNF+wtfy1pFx3lookiHyjioLO3JypIvA4DudwTrdZDFF7PTydw5Yszr+C/fZUgajMoloPA4FAIBAIBAKBQONhlpUU5CsQT0KQYkCKwmp/GWkkHU/pz8qAkYHmdNxRj5mJqF6Bz5+sstKL/SLY5fRDWPlgd8WDWJD/nrm4kdldp4Eo6SLvqKKjO7pp2N2vWUL+bqqyOA0FpJAKH2gJBAKBQCAQCAQaHbOupJCKkvWmIHbljv8l62FTOn40Gkr/NiFloDWeOHIxOu6EaH8OZXkP34qysJ8R7aRMO6NAbCXCSNwuYS4TCV+8b/6W8p65plTfAc7BiXK9ioFAIBAIBAKBQGC+Yra68vlKbz+ulqosRO/iefXqLHKElfrpFAvhPtd4JZ97SQXLdhLe+ub1+ntUdlTegkv10MykrI7ITevU4E/5+xTukOtbi5Tg/HPwlR7y0vmyH4kMBAKBQCAQCAQC85TZm28osGZQa45xlSgUUbSzysSlRsmwEyYx3XGbhF0edm09M2YXE34tlfGpXr+myozd0WuQyj1V3kVln/Z67guVibcPNX6Hqgxk4DYrCwQCgUAgEAgEAo2G2TSKynsfXhyJHaNFSAFwy+eBr0ghWOlGRLw9sOX9lriWFQfnDsaL6I/XbvT9yA3W8INK/KMNsJeuIcmfUHruYNxpTsWcVxpmc5ynp5iaoKAEAoFAIBAIBAKNkrByIxAIBAKBQCAQCDQq/r6SYq2+PMp4zTlmGHmYIgkEAoFAIBAIBOZn5sBMSgHZdCVSld7XEbMppNNZ/hRJTL6AQi6F1PjxGD+e/mayKBaLKGQzyKTYbzz5pXWdSJ7806hIUTjrKL6sNfeic/aa8akMcnRRQjXJFylNFfG15DJ8fdBfAoFAIBAIBAKBRk8w9woEAoFAIBAIBAKNiqCkBAKBQCAQCAQCgUZFUFICgUAgEAgEAoFAoyIoKYFAIBAIBAKBQKBREZSUQCAQCAQCgUAg0KgISkogEAgEAoFAIBBoVAQlJRAIBAKBQCAQCDQqgpISCAQCgUAgEAgEGhVBSQkEAoFAIBAIBAKNiqCkBAKBQCAQCAQCgUZFUFICgUAgEAgEAoFAoyIoKYFAIBAIBAKBQKBREZSUQCAQCAQCgUAg0KgISkogEAgEAoFAIBBoVAQlJRAIBAKBQCAQCDQqgpISCAQCgUAgEAgEGhVBSQkEAoFAIBAIBAKNiqCkBAKB+Y58LoeiHNUin8kin8+LZCiiUMiTn4qBQCAQCATmO4KSEggE5iOMajLzBE0lEAgEAoH5kaCkBAKB+YZ4dmQEuv5vUeyzeYRoH/Uinj1gLey3Kvmdqh6YjkyuoMeBQCAQCATmF4KSEggE5hsyGf53CgY+fC2WiiKc1IIUEvp76DQ5jfPo+PmN2e8OvD/J+I2qyJqDQCAQCAQC8w1BSQkEAvM1J7NiklONRPgSJ36kh0QmO6smYoFAIBAIBOY1QUkJBALzF/k/MdnpHTxr0g3316j49EbYnZSWKLoCX6nXmFSYSQkEAoFAYH4jKCmBQOBfB5uAWTIVKT0KBAKBQCAwvxCUlEAgMB+QRyGbxYSJtUYcdgS2lBmTs3HapteL1/e5ajxx2MdyLErKX7KABWPHpuVvIBAIBAKB+YegpAQCAdk2i781Ypz6NWLGHG4WzEfbmL+7Vn+Em37oKsdHdtob0dMaMDB/kyiXDZXN0nDk9Ez9lLkmcV1D5xiSc55faVjn9PwcgeLzf3Nek9O/gUDg30Mjeq+DkhIIBAKBQCAQCAQaFUFJCQT+09SiWrfvnTEFFHLVZcKXGTHOp5CeA8O9+WxsqjXi1NVw6XM/Ychnn6DvFcdhvw1Xw/qrr4+tmmyLTddcGxuutjbW3XRdrLvu2tjyoHNw3hVno22/ERiu1zNzdlR7XpBHNp2hJzEL5AvIVFWiWMwilc2j8LfyoMyzrskgk51D36LJhcH5+ZH5/70KBP595Gum6pFHPkttSBrpiir8VeZ0knm/M2ZQUgKB/yxpxPrGi9gs2gMXbrI23lIf6n1yn1SpYSmB6eyW9k78rYCZv2makq2IO60Pq4kXu52vwpO1H+IMOl5ljY2w3nZbYityW2y2LbbdbAOsffzlOM2G3UKvJ7LUSZ9vydeSSulRXa0H9VP+bqeTbjp7+ZAvabMq9K/w97Qfj9/JDULLkcCYrej5rXQ6jri/P4YOH47+o00IgZ5lrMLW4K3nRuCrwY+j5zFr0nNfAS30DAXkoA5XBsZ3xoVUPnboORYjp/+Jl7fl8rIedv/enMZTG2O9FTbHZrd+jD8+aY3to6Vw0QRW1WOOouu76THwLI4keeHTr8LS2/dXP2Cs99t5Uhhnh4K/QV2/HqjUQ37C//TedSb7piP90xu49oQfxY8p1PzNdz0QCMwx/Kpm+iUn4Sk9njHfoeVez+kxMY+38A9KSiDwH2W66+PegOe4M/8+sAb/jVbD0uJfQx066tBS1ziu7/rggjOexq8qleWnu9H+9IfwhoqoLaB6dnsvxRyqOAlCFrdK+tg1oy7hjFhJw8YVLi++jynQ/aWR5lGlNHdkNZHZFFIsz6xCUyggT/Fy+EQfVGYcGnI2mJHlmDr6WY6L4ozh856K2KMtHun9CyaK4DKnDjzrZZl6jsm39VXmZ1o1J9qeX85G88uGYZiKs0cyn0deuT8OPfctUVVwxSa4bF37zNmdJWGEil9ipe0tP8wKOO+Si3CPnuLRwEKBXR7FYhG5nM3bMXhsU/+6VdCsRwc8RIqIMOop9D7aO7/GJXhSTxmWEX9buj7WcH/ggPgacc9rCHomVK6KnB5bBuQ/ygF/+sie0zLBc0tug7onNc7rVKa4UtqJsNckc9Pzl/hsWc0my2pDJK5nJU/L3LS+eObonbFNPyNyWaytmdlIA4HAXCFRAQzHr632xjqnDUY8afITfn2jF3oN/gZ4bzGqTx7FOD2T03roy2v3wCGXDcYQI85TgpISCPzn4FosD9sX6yodqeWNYDtWrxoxnS0g5/rBA/D8EnRug9fxg/pYXqZrzrKd3v7bYiOOY5Up6kHk/sZ4b0KxAAbbNEY/qU9D/ICFo+X0mODOGf+dQ4uPc9pxSzC7EZdep3EXSWGJ9Yk95d5XPvtznUUond+KyRotBvjgIM0vdj3xgnpXzsqX+F0v+gV8cuHmiGwkmZ1MvFsnS0S5bKmPhAL2BKfxAKzQXWXhOypTe8T3oL4o/KkHwEDy31XO74zdE9NNRJ3E5DDFn4R6VuO1LXUpMsPyiQoeV7C/HlOqEmmj92QBlhdkf5tZlOTKbMOmeqVpVZH0aMNL+jutVabY0hSnV0AIKttUvmeKGQUrTY8k3rf3fErSc59KVCAavr9AIDAXoffVe2Vzm3A9tAUuUZmZdO1CWJPrEOf2wHt6boztFFDrcu3yq2DVHd5W2TCTtcocJSgpgcB/jUQHRiuqxVVM4IebiHZrLEJhX1MZqLWjux9rHCpa+rEf9S8NOUz4OzVcorN0Jy5xFax6MekqNQ2jjlvabD+MmjSev7N93HEq5OezTlQBVVV6iKnYgm7YU7lQbCBPzTKRTnh9xF+uEepC11/xpip3FTO5NbP/G4trvl+lsrAPuq+RfBb5mV6jkkPWKRU/S9x3WnMrx0p4ijrhK+/RFG/zb5+o3g7uKNOflpyGJRH1Nb5CvflT7ZlJ/YrNOd7oLm92zvb6T8Hww+hcbxWdUvg1OvM1KuEqvj7Chir+65nmKZZ96N53mIq7VKyqX28OBAJzk4RdKNdJ3bH2KyqWY1UO84yr7SoqYkNSYBu8fyKdf0RFYmaNC+Ykpf2KQCDwLycx0HwjV1J74DIVfRLmIE04HDkVE7zC5/zKTfmF/ZvC9RnHxhHygvh0KoVUOZehc/UM8sd15OlYVzqW5G5SL0xHxQTfbqYM+dqEDX9mY40jWh3R4+oplTu5U4yUMMWpjwfOxpnt9LgeJv+iBw2Sw88vTvIGxu0kPf1ty+nybYVVEZsVFo5wNEX+vgj1ZHKCEmVD8qqMdfNdJs9iw6ZUnfUr5ShmvA9tvsdxDMHrKsaPMsLenUkVakO93805TLwKhAoV3Qz58czLQSYNkbMznAH+hMACem28lMSwQ4Q9yP9UFd0imFEnSnjLi3wtuU1VniH5oRiqh+WYWmbiZsZMQdXMbILxditc3WHG65kSfP8z53Q93Cb3fuBtKlbNTLkKBAJzliK8fWYwleuk43+CqdIqdQAPqJnstRtSbz0A2zRVjDfn7CT8uDuXo/OtVCKybK76zxKUlEDgv0I+E3dLvz8O+159nnQuxLV8gP4eoWtNplMfM+UqNeZYCXeJ169L483H2uFwe320G1aM1kS3yoK3qPdpc87ZgoyaqY5rg6Qr43so2N8m51ZwUwrrXaZRgJuUwDDsy9ctORS/sdihJa6PlsE3fCxxboJl+ZjUotI5gcRgkl2zcPwtuG17c9xcT+EUPcfudvXrbf3Ww80UU/ZmKy+DxZeKcHCLvVQm53/rZfqBuJj9zlCZmooJrPTVVGDseHJjK1BRYd1YcuMxbmwGdZYIcBw3j8I1IphuZ32DY4VsXALGNItwxa2aLnKn9dsJa8caCXGrdOajgSoSozIzftjZ8Z6SwtefrceowHg94mYq2hy45l09pnCbiT8x+X38ztfx8ZHmXGS+5xnTf2NswP4LnoizRSndAW30VIxeG8mPOA6IliY/qzZZHeUFjL+Mw/IxF7YXsYhcS+5+4JZTr8Kj566O9axf5JnCTX8I967Ffgdgoy03xPpyfl3spadxnl6zVgvSufR4HT4xBhiympHZ3SChleFox36b3oarT9PzV+qp8afF8UTboX13tkFfGcuIvDQW8jWlvCnrvF7G8e4a2JlnzxY5EzvLbBm7Z/CRnraczf4HaD7lTS7Ng0HXQOA/TBbWgIDhd3WFd1SYHNez2T+dTZepc0lJGaVixSQTQca2p18dIfE8oyKK2X98HX1QUgKB/wq8KNt1Wn8HWttOx84kt8LiUXtzijpe08eO8Tr0G5hwC6ropmI+xQ5yPTmSzo32Ag9o+2O0t8n5X3XHsPFxx+XHh9H7/CPQ/LEP0adXF3R7tCue6/cuurdtgVuvuQp3eBMzbkG7kpkwWY+IK/X3ye2pXha5iq7lBb9y27n4jkAKAV+zhooCr7dBf/Ff0XXAxyI/nW38VcykPPMkU4FHUbxsvCXLq9lOaXd05TgljHrZ9J6iQ141u5JyZ8Mcg67sN6E57lc/a0KDuzWMitwgJXbWagD+8L5N8gUS70kwy89NvsbZSwekyNqtowtVVdQgWY3vF3TUNEUbUyN3wVbY/TP2ty3WGFTLeRWJ8eO9Yb16SHvrYkQJG6QCfvD2ieN4X8Klf/HxkSYNXGSFW0UWrJKSMBd71yijdlqMOJ3lrT6ss5rnSQkXYSeV5XeXaonoRRUtPyyEBzmsioyYfpFbRWXhQOMXRfGdfKPlwc1FXa1hVJHfmI9Fa2bONr8Te2AXkcldoB7E27LuJcKNIk1yppAHi0wM1mvINRn/F74VT+snJc6gU6c5z6ajDYdZx7MXWYSvWR+bf6iyMpLDrXAPOohkOjpxLIFAYK5TTCEeFzpZ3u/9rG4yxlNSKryWQ+oAT0lJqZKS0haj6kzTPhmJqEbqH54o9evZQCDwbyc3wTP32kw6HPEsRH1wRUbuIhVJC3GTFT353KIqKN56edNxvRRXiJRzsxI/HaFx1ue8lX6pTGl3J4MqTxOaunN83eniY2rqUvtZNzo0SMNvrbLlFhuPyow36MTk48zTCn7lZCV6k8bhzZCbcHsgakG9+jeWLVPpmmuSyWlv4mmp4qUmzNEqzh4mDk5LbBHFSpwezoiF6dqF+sWjasKE+HGvxnE7wyhq8bxhvbIU4mdCSpd0wN2OtmMQN6sc70XYVRXFHnIP5hg4nI5Nt5u0ETomp6JwIfstmMzzfhrubpUt3dXfzubQ8ZL794YJFitcxQ1JGaFz8fwKoTMgJ6no2I799ZgYKIvwT1bJMK5PBbpo52KtOnE8gOg4PVTepzDRByr8bn7XjS8I56qioiIj8sMqKBuZa3uqyM8jT++Ob954DZ1f+UK/0H+AU24HvvcmwJgpEv+1uFokc5L03UAg8E9RICVFD4H15N0+xDbUbnvAmVVSbEzHU7VOYVTiejAoKYFAYK5R8NcAiNnJMlhCZy0mpuqxk/rGdGYiu+aCOrVGR2iC5aWS+1wkOVHIYYJfi8n5zXGsitk58YVHpphJWHXdKb9DTjp7Vkmxv2XkSbbztbuGVdFxgvHfRMXknFBdPrC/Wda5KQHBrlmInlAPitsN+MuC7wj3q2h4BSvLNSo2M2GuV1EYdQmulTANuJPjhTATWH6AHsmWQ4C+56nvzJLVOK0R1i/GHLCqIlYmduXza8IZTI1NxaZ5ZSkgHdt0yTdHoq9VSCgpK2DN6FisaU2T5Dm1Rb+3Wa07DdEhxhu7sT+5+NMdGCNpZrczrpS/q6rMToz7PG7G5eLfWaT/0XHrR/VToE5H+Rrbs2IayTRSDH/PhcKvrqLhSDWHVJGpsb9t3f5JpS9xLsIK/LGYBEdjaT5nF/Lfq2GtEbnwDOm07G8X2HyFHUX21/LwRmHst4i3jqiITJHelZynlFil27k73ECDzy9y7loY3Vw7QXPoVQ8EAjNBIeMpKWY3xH3tO+gpKTnvmALR/13derNUxiopWgdM3U3iiauwTFBSAoHA3KKItDeIMlwqqG91VD2FtNZLz68cYactjsZjRqSOKIcjd63KllfV39q/W/yhWPmNTXGEirZ+m3CxXlufe1ADEm5Qx6NAlalbH5Pha87EQWU7RUXk8yn5zqDZsHYa3tDfMKO+NpYpmlYVHeNwPnlur/X6nxefjYOjFfAHHZsR/ceQ3KSxHB9pWHbbqx9Qa3WgDuZcYmSect8ogCpeY8Kcr+Kss4pcvw0fDngHfywXwS3/sIzvjipeY2MH+l+LcPiOV2AV2QzM/H7US87EVI6PlQlREtbRhZoENYYzas+yagPN9OX4e6iAkZ6SEmHxaCtE5oERi5q0kFvj6KfjTr76Rd4HdD4Uv5tAulmDuEXh7Uwcg2UxeN6pqXEq+XxLb5MFw7hl9bdFsuX/IBwov69igkG4vkmE5eQ8ueZG5R6hMyr4rR22tOeinfCSemPq3sbPrnFqr2H8yQ5ScM33hKyZ1rvYRGTdHkOT95j4eSaFPLPFSopNAzFG/wJP4DANL051N4uYyi3f0/sQbCAQ+GfJIuMq3O7ynm5lB2zGxrVpdvSIeKBB3ueWsBOzI34xox1uLPPzLSWejVXkmjBTbpRiLhKUlEDgP0MGKac/jDKdDad4eB/GG/YivnvrabypoumYkTtQRYtUcJ9hBB8Po+NzgK+kgxNrCykJ86COsGZiE6yh9+CeE/+H/W/phU63t8HNbdrgjq6Poe05B+H8087BdawFKKVmW9kJ3tqSThz/CWhdzyRQciszpjuuljQdqrJyFvuRU5F52C59OW2zxCzH9D5dIMsjJJ5y284OwhBP4/g02kun0/uYkfUzRYi5p+5vA4cYv4dU1K/tyxpqobLUEq1hSPGMF4AvgLYrtMMKcjwdE54kNco2bvnzsalbpmA+XSiLzGW2R0SCN1wwqw+4YXRFSjrq8ZL0gr8ovh4KKW/PKL5fag11LM8bsX8RXW6rSOz1/yaHZWd3lGJEaT4Rl6soLK3hVLRMefJmnHiY2x8bKbcGaiCWtHE7LbgqLtHkv2qLF3Crio63IywSbY6k7pLGpB0onqNUJG6IlsLKe6ugmNmw7eQ4ig6TvzHPS1qaqkTdCKNcqERXmLRuoaKwklkYv5CKxOfyGypYzmQ/s5LFUjOdZ1JUIOWGN5DQTyY55Pf8L1IT7LfogfHamSQlL3AgEJgL8Nb7ekjwoMLi9jWdWk9dLGaqeuxRYeuAh5eXd9tRSM9w4GlOUyZ5gUDgX0luvGdZz5VThOXsqGnKLiOuwRvdPoO3NJ14z3RMouScgdiqkuNuVSUfP8bVZJK92H+bjOnUY4y3cH/2yKc9BaXNEiZdzl7lV/zwy2RksxlkMhWooKBGR5mCb7zvPv6s6baVX61VULbqjZOpZ8c7FW32gu2rvYJW98Xf1y881RM9nAWOXhctoF8dn44R+mX3ReRjew/gweU1jJzXb8ewW3Qf3KJ+bkYq6gmxdspdhuc0nFtgbb+oriKnbiyvkqxJYez48d7OXmZ3r8mpCfjKruffSa91CttTGLwPz0bshK/WI39SLg3v4O3Og+GspR44OD6W9LyCFq/crKP3Pxv/nC1R36rJj4rE+Fgjrh96VnGR4Otbkyrn8Qc1rnuyP7uL1ZMQmZx8lv53fEhP2swekFtxADBtnCo7l+sswrqk6lQjNXoMvpdZqQURNY9NqQoVnt2ZxmONGDHWvhvTxX/z2+s207IYn527iJD1WuxiTcruhhcb2/2AC5a4ATd0Z638ThN+r17e7FxX8jtcj6mEW5O2ReG+Bl1U80U7yWUW23sL57G2uYZcvHn0i24Lb/2MqzCNaoiMe2yd3HVuVhWfYYtod9wVfy6J4DBnYH+3f8QPOE2uuw/mEwu19E4GRSUQmNvkvR0ZsTa9g3v/qAOE8ffmUfkpKr9+DwOKFWoCuwCOeZUayMnf4yHd+tw0FZejX8mauunz4D32fj4QCPybKabiL3TjKK589oFbImHrtoHsvwyWtyP4iunYr5wwEWolfuQ2OwjRfupJ/OXs483XyNf9UsV0qo4SM9u8uxd2499WsX6ocu5B4fwB6tS2VH9z2t9AvxZ6D2oP9JP4k1M7lz9Etosh9seyInvTM2qqlXB2UYbvJz3K7t52sOwkFDDA9/NcYpeqp/Gr+KtIpCo8u5wymE56PzTX+Pz15DLzpf6RXfm+mZHthx8P5XOrfGEEGzZaEu36xU+xZrRt/I4151XiDv343Mw87QIyXna2oDgu7WSNhgpmd6mEOxjS5e9Mxzu/AdmReWxpGOM2cjMhF+majNiVfheoUEjHu9l9xGH0mPjDafbsvz8uSuxS3BePH+rHvQ2iM3/Gj11PdvluHO97l8ZLXYy5lqwrca6TKg/dPD/PkV4o/Lpz0n8dfTbI4lHfP1oWG9qHOPxsXOifW/NW9KscgCcO9/yifXG8tfegXIg/czLIlAFyC7qw5LYb520PTfUK+73Kc7EWq9zsijO1T5MKSkogMPdJ7FZxHNZZvR02S+7TAdyylBtgrOM21MEnZu8Ihy28PMwcr2FOLSmdFWbcxgcCgX8FGf1QE/OyVEoqED+4/i77P4v1OxrJ1UlZrcRkhqB+pqc9O60r+JopsJMYUyr+Rg3nX/pQhG23uzC5iLxeXscoTnfZOWozv1M/1MsVMysV0RUv7OHLc4gbOM4FVCglL+tfDBzO+/E5qfQxg4z9saUP55u3dW85bA6OvmFxCmv3qCZqMjNv5JPYXuxIrLnUgXV2tJp3+LNBvyQ+aJibiYmifzcTgC5cRgarHAgEGhU9I5y2Dr2jSdOImYDf64MQxQvW5hlzurkNBAKNkhzGus2qTGc3sjMcGBZ3KDeNsMZX0J2njJmLu0zNorw17XWIdx++UcLG35yrQra+dSMzIPHle5yCpv87BAu6D0ROwMSJ/hfr00j9VYM/R3+B1OtbmPsk59YzTE8ndgVrmF8pq+h6lTA8QosFF56JLZtnFU5jfUoKPbmUlwGcnv/xcn7lb38d0/IGCoO34eiVK+l4A0RrqliKr/RdFmErP5+Imr+hj6LYDm/ffBIOiRdFBRod1fj5pydx2uadvHX2dPR3nnsgEJhjuPfy51fQbsPjvF38ZsT3uHyLlngz3jVjnhKUlEDgv0Auq+tRPsQP3KEk59ZH/xYbbxgzqAhNVEZ+OmprPXucu9dEtM4dsoOTdJ3zWRSL1cbmXPvSYwa0wY0HnoTt+xpZKM7emH82G++tmpPvcMyec5/TS2dQVShQdnj3VMgimzEffOSKPf2rWZI++cwFzfV2SQod70ruABH4+iIqs2lkssW4QchSXPrxyAKdS6dJcUqnkaXfLBaKyJI8OVWB32UKIoVsNz+d2+K8QZqNubFI2XiL/mcHv0erjdZAk8v741XpEM6oV1igdFSiMkXpUh8mT+nJUrqKlF7J4acjbCRpkNMEH3cRMx4mnzGqndwDXWOZ+nYrnNTkVNz0vnoos9dXLcYKMf7EB/LQKN2UTt6/P5OhfKRyZm47I8eyxomfn+Q1h8nQXy8ckacyynGwf3U1l1XzjMpDz47C87d5Zq7E8ndm4vjTlKBsga6l/DXPnx2nTxJKrwuHZTmLQrFIYfjYfquG7oefE/vx9RJHFhmbVvorv0P5IHE6f/pNesbZrN4bO+8a/k2TDs4XjZfzTP3S7vdLod/juDT9BXqHi9nkFqQ/2g8sEHEclJ4UlTm6lnfVCwQC8wC3fSTxzUfewBa/z9VUF/L7b+rMTLqK6oFa/VBxNYZ6u7NTlTlPCUpKIPBfwPUgqEva9Xysa1a0GjwLLf542247n4AXVDbXFVBdE88/DN/9kHhhL1d49lB7db+/2RvPdIlNqWq5o6THs0qeOnqO/bQzv/hCWGchPW7ALb7KSlhzmbUQ7RYvfOderVEoqMNIPag8JTrZGS2wHqP0ly/qH3yRMfA3WwJfKsdG6bKqCSkTtlOpPjPChMsi1+0MLLHhKbij6/U4YvXDcKv9WH2hxJYoX+PlYRv0f7E/nhDd5W/0AqmT7JSrn5/Bp6vQ/d01ArImmu/15Hf1w4LGVoA73xye79OS67oXurkkeIszZxe6T18la1zkZHftv5Hj/06m0ns0swU/EAj8Y+Sq/15tmquZ9zatQUkJBAIzRT4zq51Q/kaJHs7PDODVL02o394Wx9gtm+fJjVFn0C0Gn1u8Cf4ExzakpNz8myqahZmxb8ugek61Z5S3BXKZoA00avL8jLLhIQUCjZpCgdruWVgjyO0MVb6NZeAhKCmBwH8OnkHQw/kJnvUoFjC97KKSWjOTQecLFI47UOxqa/M8YTDL5NLxvvJfLMkzKMviIG/jkzkHz8AUKY38V73+aXJp/XAiaRn6BfOFdeMEIQyTBwKBQGAeEJSUQOA/x/yrpBSpI10le8V+h7++3Ys61Bc6I6NCbja0kXr5pzrmjUBJIYIaEggEAoHGRlBSAoHAfERtvI6ClK3jVufvTxBTp6BiQgqT/sqQEqN2uGdFWDHaApH0wI1W9reVs/lSu5tdSJnVo0AgEAgE/mmCkhIIBOYb4t2CSPMY9wbuH6FiOWShOzn5uIW5cNZN6POyS1NlZRrZYuFf3mlnO+Qs0pWVSGeLYXYlEAgEAvOUoKQEAoH5hqzdOrjnIliDFZCSrW+TbI5fT2uGSDSL2VVSAoFAIBAIzAuCkhIIBOYbillZkEL0xh+spPDhb6ei265LIdroMDTbfQ0sFB2Dx9m/f4SbOMzHLAQlJRAIBAKB+YmgpAQCgfmEPCb8ooc9m2IJUkDkcy/f7YL9WRmJVsWmC/PfbWQbXeAI1J5zoVZyZiWLfFMvEAgEAoFAoycoKYFAYL6j/7VrkzLSTKUS7Mr6/VlhIddUZSIfplICgUAgEJgvCEpKIBCYbzDffl8HHc5kBUSE+nkhwp4LLoNIPqGu/Kd25woEAoFAYP4lKCmBQKAR43/T5TusvUYF1VoRWrc6A5HuNFzIZ1GRTiOTyZBLo6oyC11eHwgEAoFAYD4lKCmBQKARQ0pKRg8xEhfJ2pOj0E59AoFAIBAI/DsJSkogEPiXQgpOLnyQMBAIBAKB+ZGgpAQCgfmS2qB9BAKBQCDwryUoKYFAYD6hgCx/DT2dRTb+9HwgEAgEAoF/IUFJCQQCgUAgEAgEAo2KoKQEAoFAIBAIBAKBRkVQUgKBQCAQCAQCgUCjIigpgUAgEAgEAoFAoFERlJRAIBAIBAKBQCDQqAhKSiAQCAQCgUAgEGhUBCUlEAgEAoFAIBAINCqCkhIIBAKBQCAQCAQaFUFJCQQCgUAgEAgEAo2KoKQEAoFAIBAIBAKBRkVQUgKBQCAQCAQCgUCjIigpgUAgEAgEAoFAoFERlJRAIBAIBAKBQCDQqAhKSiAQCAQCgUAgEGhUBCUlEAgEAoFAIBAINCqCkhIIBAKBQCAQCAQaFUFJCQQCgUAgEAgEAo2KoKQEAoFAIBAIBAKBRsXsKSn5ArLpCqRSqYZdOotsXq+ZX8nTPWQrkcoW1OOfhn4/zfk5HuNTGaT9DC3QuUpOn8pzgnlyv1Se6DcrU1k6+neRz6aRkWdn3oc5cn/0jKozFN+4FCZNSmFcin6DysWsvWqU55SmSnrO8zTPZ7ouSc+DuiRPr1gaFfz74/9AKlM9/9dn8zUFFKmsVIyfhNSkcVQuMvRMMvKOVdKDmTPlmOKhepXronlW5c9v2HdEXUXFP1WPF+jZV1LbQc+qMbyX3HZyvTyeXAXVV+o9NzHtSwrj+TfnVPsyV8lTcclQmsdibGl/JhAoQ5hJ+a+Sp8Y9P6sd20YK3we5zH+kvpul2+S84Y6cioHAjKF3iV4mKjpzl1msg0IZnjHyrs/1B9fIseVqLmeD+Y2ZL7+BeUt4N+ZPgpISCAQCgUAgEAgEGhWzpKTkMilzMPQm7BFFiMQtjo3dcdItv/PdeNBcIcxf0+dW4x6Ib+7dFVFXFYlirqhHc4sc0prVwL5enu6BzR5Xb+F0XNPyPjT9WUVmdgcK8vaehuOPe7dF1FlFIj9XpmRNnDbmMa2vwE5HfK0SU6T/5k8KXjnvsaj3TiwyRH3ZQmI2jAEK1XpA7OXFGy2IdZ9Sf31W5Z9YEdNyekjk1ohw3kAVkEXxH8zwbCq+l+l7+/di7icps9sSp2h4vru5aiWQy2CyHLyFMWt6aTgNMK9axWy/ZoFZJ58zT0O42nseURtsejW/R7chOtKcZrLp2Who8jmqdS2vYOnoAkxUCZl0eN4l5LPeM6FuRPxM2PVWfyI7p02QSmZILlsCN7T+mFotZh4/pVv8PDhY00Rk5+xMtuuHES8n8v2euAw3qhmeHGeB8gX2cendFAv6HcT5tsUPzE1mbSbFdWQtzbSwPYrB6gOMIPeR+pOiYjyFbIauz2WRLe0N8QtVoI4H9Ty4QisUKUwl25rORPVGcWWzaaTT7OhlKPrXmOlYiZf+Fugl4LUPaV7HkQhXBlsTHmVfqF5G5jgqKqiTVJQ4KbESZyVXxhyl3AvFT2kvkkeR7yWVSipoJWnOzUzvsI2m43aVGc3jKPI6vBSXRJetQpXEb+5VfoHSxXkizUuvCKec9DjWlV5XFVV8Wr1dYuO818hE0Z4rZijdGr+HTHnL/VOekCuyjTivIeCwGqYOeZNm86/9zYi6GwqdT1GcnIcmm02ZqKz24synIdX1xPvw1750/SssUG1IF6T8GprzhO2W+a96MTbdef0NCqRrfLjDbv6Kk/P0AOW5quNrTTRyXU6fZ4aeZ53XBJfgLLm/SpXpNUjRb+hxXSid8vv818hMzQT5A3TR/BJBj6NjRaKL5E+uKm7ITqTz5mlSisfIAXGmXrcuthKZ1yHVoljN+UEh5TlSflN+5GslACWjFrk0vT/patBjKA8lWPK0tJAkKKLCFdmWmo5T8aLIo3C/yGfiO5GBjiJH2ExlLjVp//ky9Hv2GZh6oOT3+XmxzTjdnDzLcuWpAY6SNFRSE8uMN+WlHopF+n1JB7lcTp/hzFL67EsgTy5/hZKTcVmmv1JUKY/4WZV9B8lPyjL/pbB0LxSrvIs1cv4sute78NlX5sFPSKXlr0C/y++3X3dRFI44HVQOytUFlDfI10BU1PsjbH/Wh9h/FAsT5H0ql60ZW2bTTaQcRONZMGWCnRkwWxp9JRDFoektZqi+4jqYHD+wRNycbkon142S/vRYjJUT1LXUeKNu4sEvq0kvYZ4N1+vqoZj75vUs3M7QeYq7kvI/x+2Ehqkfupau5/aE6xX6FX33qhPtRqJcUfy2CTPVuknQk5Tu0595VlphULsTK16EPDu+57olokFcXsXXFSr0gJD3c1cVNO+2VpFeMlTyZZw/2sbLLTLix+sRqbzEnnIsbXaRHZVMrXOoCBF+nnxtnhM7qe6oXuI/1LZdeNL9WPlHFlLyexyf3Ls6fke44HNZNX50zMFnghylhfmj8xXYL1ocb4hkGY6fVuQ0rYvf1Sc/4heMbSDL6ytTM083HCn50EJlgvJVskmfXabeyKlM2LpAfRz0/uZy9l2nNo7icGH42bm8I2cylLytHz9HE5ThV7AwXQXmZn1uNxgxl6nC2LGZ+t8V/m2O10+DR506VyMqVuVRqy/BrfR7F6UqMY6FCROS74YP35u2FQV20lZQPebFm6Bs2jQOmz/8PNhZmRzLXP6dH/+uXi3PpWw7wPGad4bTRqVa6grpK81EAS5SZHwt/02iv+fykGT/Xr08SbSfpeHmArNu7lVLmaOHwCAsIC+HX/oUWwg/Y6EWNRUTMcELNmViScfdkkt61jaQ8fkUda71OKaAmkQPVamtRWkqcxSu3ujdiW/wWesDsf3bKpZQklr9a8jVyRb6PXoZ66a5iCrqtLqfpEojV1VFBU9lZojmpzejg0kX4ZZr7sLNXh8C2YnxCKAPvWAZ0wMxXEAK5IrXYAUVY37G8NZ7Yct+KhLFTAUqMtMwTWVq0Sm9VWWeX65uJVOTYbWhLlqDmX8LmHD7Ndj/0rIpl2eXIFdVsv7kaozkvFGJKfAl/CKlKO3Gy1A1IanAOMoVxhlBZYoy1X9MBlIQ6SHnXH5PxXh5T1QkWEkpR7GaF13GOc1K18QJ5g7sFeMX4rjWVIk4/Uwc1UePNV/j6LNSbpINqWHYDsvj2gEq+BRyJSW5iPTEiSX3SY2C/xAorzMTKxJlO0fveKZctha9RaUP873sgFdVBJ7CySV5hetYjnClinxP1d5P5zMTKMdLoQY2471TjkKd4sQzJ3GZ4EaDygwVbv9eOkiaJmKkSBU2m0vIIzOhzHMtUnktW9n50O9W0rvrv8vFiaiiRkqupDqB37kpcoKZRvlLdUSdaOnmSuudGnoOekiVJlJ+PcADFPyHGqAYvtcu+FQlRz35XCiXz3XKEJVproP8Weg96He274+DVWTKtCSkviitTTnoryK+/xPXPMp39jDWbGm8mFwF1U16LEwvgPoqDm43ElnAz2Z63nveXbD+4vfgD5X4XljRSceaNZFDRT1tGAVNUJg4ayPpySYwR3lSQKaqTLmic7lcdeJezqb82eBWUVFiuOxQWYmL1jRMIQWmqlxvLwHVn38k3+kpVECzhcr4meAGeSbx63oTogWf1GOCMqNcymeKXOmLSs+IO2cqMTWtdkebO76Jx16YqyKst+xZs9G5mRElT7H1pnLvdWjP5XTluPxYqkhp9KIwdb3/9HLUPJWrs3yonqD2L5V48f/Ca1I/Xa8yQW02L0z3Y59Gv58ymh5B722K6hv/4VLfgTfM4RCFDJUP45sgN2H2Z4UKbrSLSJl3ObpKZUcNqvw6kBUoel/9tPB9VLkXr546t0D1GtU3/pk16feO9ZvWGVLyIjMUr99WZKldLE1bqqZcLTbzTOfnO9FPKMn0/tdJTW3p79Tfn80XKc8m+gOjflmj9q/cwy747aKlTPvJ4cpk1Zxi1t/jfFo6iKZsv4XF5eXwuoGp7tStZ94FzqJz64rQeGlIC5pHlG073tCX2pr1/E0mcFzbPIXXRfpL/i1PaYlshNy+Lnah+3Gjd42F2iqtBJ5Ab3lPRBBYSalTxcxUUfyK+vUcl9cgNcgeFHYNPZ4b8AiLHs4sWW2F/jwHXfleZGhLsTOGP6jMfP4ImpDf0ypK56me3/xbpbWB+7iT07RcDjKIX6+S4hOrEzGzmlFKbWmHf/bx46m3vb6fn0EKdt5vcrlbmQN8w3l6wu/4RSTffCiJUbAymLwbp+sgkWaOOZRrs/nY5g4J9aqEnvLu7PqmivVnqaOh5q+h3IvbqPXkNzuo1BiQtm2dTnhJpEny79+H79hvmVPosCGXR1XI/Mr8UPbXmW0mtmx1NFx/NJDzZTsHP+NNvufoFpWJsuEMtbNcYc8ZeJbRvUxPcXrJvWPE8uQbLIN1Ostl61zLzfJ7zlKjYqoezCQlwfmna+dix/xvUfp4/6HHPbe60rOupJDWFI+Mv2AKWmSaGWY6y21VeG5VRKvpsVCJX/p+7qZBY7IYTf/W8D/CR+iy6f7Yzp814CmmsvyBZ6TxIrfGjWVGjIv4+ls9JCacvyU2XuZiSvnM8iN+HvMDXv1TRab6S28kCRh3RoRNn1CBmfoXPtZD4DEct8a62D/x/ozC2wdomle6WhWFclRiihsK0PAJJeVbvPtFykztl5C+eW0TfoHDcEkiwwfi+7YaV3QGbqDK9c9D99IKnRmKYeNG4xn3LHw+xCdfj6o7MkaFs3akTJkZXt0CO6+xO8708j0xHFfmrRn23qf40Wi3jtxXw/SIKNyONpsvjK3uVlmgeEZuq/cSYWfymXDMVug+0ht9tQwbqMpzksIvYhOg9EDrbY9DhxeN4cfXvW5Dn+fvwCWv2NrwFVx746N48IZT8civ6iV8iId31Dzd6ylSIyz2upfxoqRRRaKckpIg9SU+fTs22RLkQe+q97suviepE/fcqwvIU0e2ShoBL3ev0DRFG+MDurjNNe/g3c/13Bh6n366GS/5P8Gvcd7MFQh3LoJ1t70Cz6rI9N9rQ2x16EOIV9fUbYMnDPy6bv575FTD+PT2m7EnpS/OL+pXrWrSfIzKzMA7ThE/N9vCo2t6GPMXvm6+lLnf1a5CJ/WNoc7d1ErY26ecw1FrrY+t2jXQ6fs6vrOvON4lpsRrUuoW4ZjJndBiYb6PZbHeuR97+TM9+RrUxw9vYMj39aXrWwz//BM1TUoyZXh8d/j5ZJy+5prYu9wUGvPx/ej2iZbAcXFrP/Bok/9RdDcefqsP8OVdOCRRWRYx+sKlTZjlTsdNpf0CutniWK8ueGJ1bLLqCWhttDulD95vYX+nHe6ga1LH7YN79Cw9YMpfr76XIemm2FnCL4i3qF58wTVCwzA2+xMe8QukMAXf3f9Youwm82wChnd+CwM1/f5tDP0lh+/af1zP+zkCn7w+okx3qICv/Hp2yEU4IPofzk3UE+VqPovJIBfF0AOx2Y5X4D4Vham9caO8H4tjqcNfljbT8e7VaCv5Q+48NnwbjiOb9DTnHHmM+uJXKkGzSg6jX/tCZxE9fumET1qa3zzipT7ybn31Cg/JZs0Mqpi+xXAp+6En11oWM7g56ckP6ozajzR2lcJbm6+E9XfuTU+6DD/ehQGu+/E+Rt2leRAdjWvI589Ddjdt/Xdv4vOH7sXDz7yCAb0eMv2E6T/iz74Xo/n196DTLe96dUqZEWl/pnH67/hte/s7PL+bxinrtqaWVTmY/e1ii9dwBuePO8kUS+IfjR/eK/dGz4Apf9C7YBgrablMJZ+pSP34M75sQGnBsL74oM7DNXx64kLmPhdrgcRy2HFPoPejvdDtxafwWt+30OlD9vwNlR/2wcXNL8bDj5C/BDSwSZCYXVqe1fyT234P3ZtuicU2f8J7BnUTPJnuY0h99zHxDpwtde6q2PyaL5P17JN74RDJnwjb9RlI5fgbnNtMbMMNlC42u0qQH2HMwoQrcOrG1LY0TczXJah661N8Xzoo8HlbXPvw23i8w7V47S+qxijt6a4t0aXPy7j/wk7S3PJKuIGnnYFb21yFG4eayxzVP+L7L8orU6P8+u6qdbHYdnEfHNnSFtnnT3z14ofevXmMuBDbSD6tiy3alLawFGftROodWh5Ds01Xx1rX+Dc9U63bLDMbMym+kvIiFpWb+kjl/U3BKzOCc60WkuimQ3GQHl8gZ2rwsz0nbhF06B7L1tQVhTQqbTmyb/hxGs720puovKnKzy/v4hH3P3LLN8XpVt5RwzHU62ALP+3nCY9srOHEmUXdqYt8v2Nw2JLH4iontwI9Ze/8A3jKHTeR6/GxyrZSkAqNnd8kjseV7jrjuDMXRStiCTXUP98/v0ncycAo9VtZ5ck23LvqMYSqLZ2ip8K4Q79huIuOKeV4dq9l1J+dtR9iVsP/xK8pbrttez3fXDv9N2M7dw25xY6Uv+dYxTF6T0LxyBMj2Zv1XoDTvWujdbTS/RTPLuf7s8K1EVqcauUlPGW0F7bQcEtRh+Am+nsktc02N6fpuWif5ljNHsuZt/GAldntdyVWP32LWL7wTRyrx6u8LxcQrWV9h5y35iW9jHyMiq/Y84mhxedmoKTkvUb6GHN9dC0ucErGY3qOavQPF1G/CB2pW7dty7hCsp1/Vxo+2kPt9ZdE53EXYpmVbkK3156nEzu7OKKoP76UwNrBd+4Q+WtsnY3b+lj+7cVxjMq+mQ7T0oY9Yh1sqsc25Zhej3lnggdwuVx3psr1U4hXYlLfRH/3BBbSwKMq72DDjMG9mh7rDiC30IGLqXwqEs37q8mwzh3PwwaMr6Tk3cQQ86mEbYKjWci3x0t67XZ2srLCt2Vg8089ZFzH/WF83leVb9cq3IIL5NzuOLntCRouwtVyrj/uUNk4VmSXQEuncJzodTCt3+l46mJ7TE7r0Am3H47TxO9iHHn20XjxjP9hOfsQf9awUpVRg/SeyovamfQ91PzXOpPOY9dXeSMNhgEYn7pUw+yN3Z9/B3fT8amujSuojbvyJaX+i401fIQbhl2Dsz6m+uq8o7GR+vGAi7viduO38MWX4UKvftEaGLB1y6m9cY2ei6Ln8eqvPziTMnEa3PACFhT//bBfKxvmMJ3XeBIP2Wus26UFDnRyPGTFdpgunTlzwxO7ru9duwKiJe/G807WzURU3lCEAZhoz9vOyge9MO1a9duyKd4YfAkdP6wnh2BHDb9Ui2ZS9nlGyo31T/bymjrjXhMY31er01y7KWWbeXE/XK/1/IZH7Y1zPxiO+7w188WsZ3Zn22Z2dxqvKiuzW16HNc7x/MgteTj/XR97WT87ovc15ZMLtxZMU85qUjv1WwHbD/gRN9OxqU2el9l2ObdOXPNWrqR+i3iDLekyJle+kjKJrn9er4u2o87mPfR3D9glTLjVnJO+0fpnYTMJx+46DWA5V/33w77NbRh/hpzqFv3LuJrjaRvWuHV3sMftNADza9xHOPcSnCDHy2KheFlk/EwW644PO61qjm3fzd6f1fIvUDmygyd5Wf9k/FrF5nb9rN+R3pwfr11jJcXL1bcp3RLuWGmjVj7zKL2OnDfWwqZOXDeI/8UX4SR77I3Mvi1+B+AMFqquQmcNc4ScJd68AZ8ea/zWO7cF7ut2JZZf/cF4Jrlo1lFafjlSf8O5pnjquzucvLSGYz6zYS5thVZihk3O2sm+FvenNtb0jjtQw1CdYIwFPlTLiAjL2n6Ge74tvD6PnvPrbHIX3EvtspWbfGvqlrQaGlKZjccgb9JrLkGrV3YRy4TILOIlfsHeIu+jNjWvq7KyKk4SmZfBshy73citcNjqKu9h8l6p8+78Tf62krKQJHINHPvxZ9JBlETrWUc743+ApxSagqQCU7OSudb63cHHi+tYC5FPSyXCHTDbQXA7jBmRKOBM8fOnNV7D4eK3PewsODULVBeyn98ZoobRq6tjDsehElZF4VbcIn6L4SIWR/MxuZ/kZGyycq3KO7Fs3v6Bch05kQytxc8b+91fwzyjMrOE+vkD/z+p36EqMxIXueNUZsTvTOrUxlwkfoO0EvRvvLnYNdP/DnOv6+miYYZlct4s2Y8SJsLqKgvit5oqmqZBlr4HD6tM95Wyyaro7aeyYvPR9XSJR9RPRWbCPsbvLpUdX5rZpNYqCmyC6F/sKoRPRCzKcV9jgvKHOZdIFZ/XQ5Bq10bCR4j3MxiCz8VPRaFXg0pKscaqKC+hu4RjRUJ508TvdD1SDc1vxuPObLgjFa6tHShi1987n8NeqkKSvhLPF96sH/fP2W8LXKIyMFg7nud7iqF2krWzIfTnMCd4ZYTgMF30mKjgjTMaYhzHwU5lpsZTwD3ylZ6JqVxDLt69A0NYXnpUvMMO01HDmdERwwfq53az+worSnyj8Jv6kPZgwmygYkJJySJOyjUmXHSLt8bmOONnp4vGe1NXxYy3TsCY6sRLjTgedipqJybezuJA7bipyKym1/iNvB3xVZF69arMxcj5s71xz9J4LeJPztuR50/x60sqf8xz4rdk3EkgzEjvefBL4hHst6N9C7xOIGGy1/xrQ2S24Di8bbyEPzB5Mfa30z390G9PkldRkaGOk3QYVeSBhp302MDXX4TD7FD9TwuTHOmGEsxfqFqKwzT3TORaYgOOM35R8MuWHCaiFsNDO91mUwiimEa6vtdgPRPWpPNBo1hvycdp4x8tiHPkHHOr8btCRcFcv5JvKsmswv7H4WIVmRsp3GIn2XfLFGCpmjPee/WQxudtuviGpOP9eKOcjAnjqoJpXr3OHVNXETEmbHIAR60x1vZHqVnB4rCexoPOxm/V5JC/UdZWxwEqM1eI3+teP0Wp2kwVBpWJ/MnmWfsUy4ziC3n/ZlrjOImrzOi6DjZ4Bl/AY8Yvbov6Y8AG7OcPWrQyg5MqMSlZw+Wn50pVtqy5CrODxB1FL6tMiPK4LJ2JkQE012ab2enIvaQcnp0VVVaRMYPJ56nEdNABq6NUJp6NsNE6WyeuY91E7sJXUn7V+P0ef2kamMOMn/86fyxh7Iyc3bypr1fXm8Hy1RKLgjjM8jqoQ0wpmaHgheT+yv7fdQYp8ucrV8Fy4qdilo/JeR2MKXK+Gb2diq4lXk5FHtRdx4+DaxRWRFZSkXoxpr+qIvMNKQTspyLPHvPsHJd7UxueJb8R2aku3Rq26LaInYbaFTj81jBd1F5uoJGtT+J89943O9j9gcrM4+p3osrMt+rHo9wWeszek/7b+Fkxc5QoKebmeqh5xzdmxN9OrCjvShgVLDojEVvvaGN+h4rEOwmN2nSkk9UHpeTVj/A7lbdPbuSO3k1YTH7L78CRXih+dncuQ0H8FqbHZeGdVfQwwdf4QsKqqEwSP0/J+dOr3O1Dd3P3b7hpWb6Dqt4DwOuihlzLuXaLFtpHzWniHpHvhuuXMhdqnAnzjSWN3/kqChlMLw7DBz+QStfzDrCV2u0S3y3QjTSEy8TP13gsaVRIo68iljC/UXL/j4ufm+cCFmf5PLobDzvr5PXL3ABpqb3MMhy2pPdkZ4FUNOxtRihdLUDoiHHit4mUKnbcgaqR330A3fhacuuwKPCaDfLbTkXUYKKbCcyZc26Y/RORS3mxw0hMpWb7Ue6ZDjwYB8tvmHOGp1QhUJHwlZSs3arqQ5O2KKFtfaeKrYqEGWWNywunM9EXqMnG5laipFyoQgkcz3o/JMsZ+y0xKWHO3ov9/G36CKk0vamUjyRN96GrPt+p+Ezf+wiDjBd+GJ806ihwh60qF7/TdmTPqxgLspCTF0+WjG4mthT5DiOq/sR3347Ebz1eoTdgGi7meDbjJ+YxxcS/eML0SEdkXe9P0+BHT5ht1lUomUkpyC4Nys+98NfYiRj2wwD0eJ6fwo4S35r21ivil6GYGR93zb8yv7uFimzW1Z5/U/owHXCb/H6Joex25hq3wP02IztdiqEGTu7HWmCNVDlqjyGuU65/LXJejxOMwtjq3/DNt3+iqmd3qZFlcGHRIehuAhjk+tfgJiCZbdlvVazs9Q1EyVpfhbKYTHY1qygpXofIIqONntGg1jtHvvSyV7/H/CbpI3fnYHwhL+Ff8W8Ip8v5Q1RiU7MNObxX3QkSjzcgpoMqie0/cquJ354qcv1MRdlRm3Zvqtsg4iYVge/FpFOY/gYy343GrxO/Qs+HeLzTzHT6CqMru7F2LRzPftHmEH3mB9PJl/eXnUhxRznjrZT9ScJ8lzTd7GCuO8G9tEaOB2lSyfc0N9mrm443v1liiymjtlv7ysdXWJL9/P4wcTX7UX57hi0gTZH8ttbOmsFYbXwYzyj7qHmaNa569UDKx1VVYHjhM+9YlLgJRWdTTNXQDufJ7ySVa0GtI5IGJeZ5OR1hyvI6+MPCaJNWWQvGTmynhDFcWPy6SJUduyuWoasOEMc1uZ19kBb1B/Oi76p+8pPaCW0qZ5gXTZ3pfXpgQpcXkaJ+yuArWUvtrJYF/ogoYTuuKpKAJkfEvR3G1pWyG6rF1kvxbihET63n4ukeu7Pj/iwMN2+D6cSTE4n443H8+utE/PzjO+jxBlXueTPrmlyjaq45V6Wy+EoUDjP5VXK75p3QuUQ5PobUJA/baXf5WGtkN1j3P92C2XU4UMmyHqOPXi/a5Uhjmmkthlwg6EDoSfEnPnyFTDtZVW5XxpOxO4eXAQ9Drexae2VsXjp6DF78YDimTumBVly9XMbnqW18zpw2sB+5xI4qaxk/Xxum51zu9ZldvNueSRJKSm+TQD8WlqmTEQ++jMH+7JccuuJ5Mrn2XdtoDTOyl48zyUT0P5Ebgs3w1NsmjqSp0u1YWfy0udIa12xzujbiTaxKlBS6TzP9exD2lbAiKIfpVH48rpbgcj63Ovap90mlMfjUNSnMRuj8vjXfsRrZF2aEzrU0WvoGsB+5h4wobYQdZT9evBJMuWlnue+tP3sci0h83WAn/5mjxe9h18GpGG0fxAVoJudUnKS/oaPPOZ0T/07CRFRVG4wid4HOZmj1bM0qvI6Jq6f0wGxl+7GpIKN9xc9ht38WQePss5Axu/D66L9vbsIls+ERNb3ZDw/24mnJpeOGmZxTL9U0pLT/55Dwf6hJFHdoyz3zH9CLO2Er3IxLnbmfnhK6N7hw3lkuddNrtZdj+gEZfCLXniUSdxQvFVknWLkHkC1Zo5ElRVMPqfBSWGfowv15B5tCRNGXvMWFoxX7rVDhFAsex96K/RL6Y1+TzpNVJHlzlpe4CUfvugjOVPMeM+oUf91kvN87EzIy0mo7MaIMkfPbhXq3Ia/jncM3p24oad39LZ3R2NGz8WdkVHsNLK6dc1MVmN8k/cqgHX07e0Z6lCCj2guR8iGSr6SU42602GAdimcP9NeO51Zu0DpWUgopr2ssnfgTqStQjo1MGm35sb2f00zce6jIAVg2S8u1orNbipsCTEzSmVHPbV6ipYj/J85ErDKx+AH49dxtxZxvhw/uNNevMDIxG8ej9FH0js68aW9W/DZSsxzDluL3rZbVafjTX/cn+Wsesjn/u9nBz9qxFotabv7U2Rx/Zd/ZsWmnukXv11PMFN+8yriN/amgicZvLRUxfUMTLl64ZxATEhdK65t4+EN4wsQVd6KTSkqeyoAtSsY01RkNlaE3rtl2MwqzOz7tbOJNTDbYspxYitLD+EWr4LhX78PafLyZUZy4k3Kr2OTYFGSR8daZi2nrSk4bMYzl6yLcase3PjGyu7/fkruBIZvy6iYT1r1rEnUX47e2v2JwL+NnZzylvI/VGc53Vfkw9bAZHFkffstxqvjd6WZ7qqyppaDPXo4j9Dt4SUQy/VubTHe5bpYqKWa84QI1kbEzkH/ADfmdzf4lVgETF5ffdVuYuLb7W/Renv6u4H8PLd4ihLeWTdR1u2oYfVdML+FnPCvXWZODe7T8L4xzvnwaS/Fxk03MdZuNMgPDYtJ0S3IQpwwjL+E2bz20eXVFc32kcxFul74j1QSLj/tjmehA+g1tI1MlOepXmtacTEc3TJV2MPZzcTHdnTnn+cP7mPvYcwNzXbQrjvMXhk2+Dqetw5YT++ONc801++gpQcutG2fIj06sUTPVjZc+a/KrU4S2yrUDHMw7ctxJ172ltfyY8ysdJoKBw62Qw3FcSb4WkcrAXhG4K8c1L6+1c6xjro9OHoFPZZB1H+0PktvDGiT2x0ri57YBKIv7nM5oNTvzLA3K8nMLnLQphdvyfepucvxrYnW/gNhBZ60rE+2nP20+75UUfzs4u3D+i1iR+6h7vEWk0lPCpJMjG2rjGK/JNPKBKqHqZ/ySHHglzK2bf/9wU1b+QIhZA+JNe+JxNQtLDt88I34rxNPwFGtSSbHC+TpioqLQQu3DVaSO3MSh38WVnHzUaSfXEU7/ltbRtUq0kOvIiWwYKn7xtJExL3suOcAp5m/k/IbSjop6w0gZuZacPxovfrckRjvNqIjtuVxBx3Y65hlcL+dUxMp07MtMUZW8LdwY3DiRz0Fiz6l12Y+ciozLVj0wr11ebR4T1QpwTd3r8dUyWJb9HlGZGK9rh8ygzH3Y6jqKtwfdj3Ti6tnW2GIX8KnIafnlR7/64vOmAeEKOTlKeY+WjSg5Yst+i+mx0KOOuVeNr6TYTPzcxJUsqgO18267gRXayfTsTPjbQ3ookNbjur9s+uK02AvQaeFjYDfcM5Xstwkl5RH2W3BcYvtZWY+0s78H3GCTTmuwipeN6YM/nDkz+Hbe7nspdvtSUzLKz24W+DNADjtjYzobCsubJweY3HqDxCJr9bMzuO8YuXRrbvlOytI8z8ZM8Mpx2hu02drERb2reCy0g/itbzt/up00U0h5UzpqzuW3bTEXaV2X3PqhVt8v9yrozGGim6ymtpFdwN0urvF4C/kfbL1CPUf5XAkjsu1y/UCdvsXlaLj4k/NXxLK8yFD4O1kbG+u3vN3YCPHbEHa5IJM0vWGThXgu1CinpndmGsOpOuiRmCcyLMD+dt6Gem/0YsV61W9q2kpuG+PztL92+6sr0MV+cNXZ0hk5TusJZoDDtyliJF5v72Mxq4o4pTG6bkdGgoV0iZKiyiQj39eIR6HHjLKGRxdJHGy+Ew80fWD8fOXLlmX76FpGYMNR8bNjHA1SpI5NrJT0l98cEs/mMDqoc71dcDDByG7QZ8KEeG0HU05J8c139f2ItvHrAp1xKZlJMR3WPon4ZRQ62jihpJgtzO22Udy23ajHCp/fySjTf37eVzeuqdPZqIvWV+Z9PzfZoR5Ix3Y2VvLI2yJeMFYPK6ok4fn6eBKrHuh5+ErKGXpdYgOdl3VgwL6Yw3RNQdnl0QZZ27BgXRNpxZj9klNZWIP9eDuCEmSNFillf9Lf54BOmt5q28ApCSXFmlkntiA+0ZiAuh8dKWsfSuu9JLqWJrrd2xDievHbXSWh0vyeUx15bYg3C2mqGy99f5nw0d4qC5+pBcnZRpTjoxLrMWz7sZCfsWn2Y4uUK4AP9WtOFGZrnhmmNJzu/4YMKpJTsTyDdYBHe8+1VfKNsIn+Oj7CWXvV6CDXaSqX4mbX/Z4Ay5S33h4ouEfDxbbMhPr590DPuWyzPZs0nBczgSgg5fYfnO6t0JJp+mbJ3SEkU3oiHggylVXcMY8rS0fGVBImAzRzfLt4O0pyqoqK2NHGA16G/fh6z2CeaoKST7QoU5BmM5R47p/4A+ndyS+eK6VS7jdNHPcHyQ6SwP7kEuZZuxu/3VQksixTDzDRV5XCu3/Cppt3elqLOhDxLMBYE1dJT0c2KlhKBUUWNhuDRILjji06a1Yn2etwmsXT/lckj9XZGe+eFyF5/YlJRVSmgs+Ab2zkNtEolDxfsZ33x2OJactiJ/qdhNk1bjUKkkqMMYeyk668AG8qhn1LP/Q1+0fwLAiJj8xCe5W4Y8lKoV+hFaclC4IZISVXUq5cRZsYqdPF98kfBZqSn1n1aqiOt5WN16ScryYNKgp7GXNAf5po2dIwOR1XVNxMCnWC1+KwVrM6hR7JhlhCJY6kzk7G7OdPuRFsLrlMyfdUjiO/HXwLDb6OEuk6usJ+5BfhmceM3XbFRL8jUspWEnYZlRqmEmk3InCbXJdQUPC+8UssRmI4jfehjUqGk8hvKUSur7iGuTahyPQzfr6FnSXtKRoPcPzbIrGr5hfsF3kL872WO5fyDG1MuORoF49e8l96wWUE1c+dQbp+yX7CkLg5woJUKflDNNw54obemX7zNRsM15lB5f4Iq+/ykOyGxJiZCRUInrlkJH2Jcj3BDBiUWmCxn/ddOYFndNbsjdh6YIpZJ+LW+tKxVwelZOFGSYXckWedy+xZKmYyeky/IN+0WVRFyxB+rnzwDv2NsHCiowy8QH7buMb3KgkT10ZfqJmH/5aNVNMUFZkevFFLiS0Tzpa4rGUdq7n06jum+dWg1Cd67KMd2mQfw/itrZLB+B2jEmUwuNo3M6/bkxroYWfI5R0xLSrndmJNyiEcZieqlTwkrvNxuYpsShJF//PKcUm9nlBSjJ1/YvyG3nhJR6Kx/EFmYTf1ksLIYI3f5jJsWrXs04kZAdkkYD0VsCjFH88LCzV8D+x2hDPWc8/kRUmv35q7DpcqKeZe9zcmgLadvJGOrX4pZqX+YABjZoziMcatqc/P4VS0SJsVNxRV/MGtoldv/sbnySV24r7WmEB5hcF8lytKKG9cPhaKqJ6VPr/GI/4W3kiE/vwc4Vy53vgarlAzJRUZpy3qjCq52Fx1Yp2Oaj7xNcfNjAlSosPwE77k3es2VpEYofHG68OYCJtThy66mQ778vnDkFBjXjfXJN5EMcNaO95JkuN1XdS8WSeWMPfaSTeFMvs5GkwbRf8bbPvvXybnV49nYZUe4k9OZZf/0W3JfuIg9V9IZeVXMSGMTUvlXYhtSMuSy9gBWmtGp6Iwxcza8KGc6+4+hiuIX7PYnExgv5ZuMb3hTCxD5TWhzMxLJYU/RChUDlFTkVK3NmWHkqvwxiasZp90rt+vozPO3f4nBsogQLw/hKCauPn3TmziX0Nu9Yd1VEbc23T5i3jO31Xkxr4YUvweH3Ty/Na9G3e6edos0p55ya/P30Jtqxe2xTt4fUgP880EdQstczCpV5Ya9NnLC0/u5odeiLcmxEO6q0Ls1kqk+VXtwqi9MbsDeVRpYSoINkyE7e6pxNjnT8Epnl+Lx0xFxo2t9TMv2d36ITp268eKovNTJ2/v92qWpG4Du3J/DzPVSm4JWYDF7hLduekbdOYOuL0m6ofnfixgxBN7en4no90LcWngLwi7XP7wJtwtCqO6IzpSGarBN88c5F1/CZq/U8SEoT28crQoFj9dt8xQ00HnnJI2OZ658p3t8A/SdVDiDka0fdwLrarwRtbsdtGud2vHzi/VkR/r1sQxbrc2cvv+jp+//RK/+2HWu96ZIRTTtvHJeu+KTssnnN2BoS/eEoVf3bl7Y5ceeoriiGcdshhvK3+7MFzdSueb5jzxnNfvg3e+ehrd7S5M7HYZgJ/yQ/Dgkp7fDb9j9MQXkjtJuU7rY3VMbMQ5e8pp8hVbIZ/RXUeoq3xemWt4lxRXO+ZRWafGo3v1RiDNblS+axnvCBPdILNCky9dBks4v63RZTBpJR9dkNhFr6kdMvb8jj1zXXds3M24V3Qucy+5tPehRNfweO4aHRVmt29s6sWwwVLWq+LM4ESJc534e3ULXnIL2vOL6oLhAobfsVx8DXWUOw4rYty7N2odwO4C2eLX7UYTHSejcfufYe5vRb/TruYSzun7Eu84Zd2NuM8d74v3KB0vyiYh6tb5AO+PLuC7dmZxsnGX4inVZM26QM+56bucfCnfMep1vHGQF26z1bEzaRDjv/vV2z2RHHdMq5dyz5TXJ251wnG6K9cGMBMpV8fhT+edCtfExfK9izvwEb8ztbrOT90CTquyOzH5bjXdjKUCFX45XvRadPnrD4z5WBVecdtgB6cEpY21zHStBau+Ktl9blV0/H60N2Dn72Rl3CLt7Q6N5DaxtekjiTC8DsWUzVZonvA3bktnW+i9YNQhzru+ZFZ3hTLOrKGIsL2eNR8tjN2ynX5BXxm4MIXaxMoff5QDYrwxHRW3sSgiy/GAmPXb5AI80KeLbiRj3GIvfoOfCn3QY28vXKvBVHP8iEcT7c7tuMsuyXB+6uyOOZPi9W+y89WO3Hr5fBHvFhdPfdGN2E6X+dfW2mamKXaX8T6/iZ0Br6HyMQn5b5J1yOI2nZllE/7GrYx9XMe9lvKOU2xSbXWCWrfr6OHSLzhTt20Xt/DlMHs2PamzKyXudDkpWJPthJN+wHS85fzM+7Beh7ZxmOhy9OIkVdbEdZ/4v+h2kyqOiWtFJu9NiQ995Ays5eJaDmfy8xn+mFobqGvxvKyn5e3KTQe7xLkV8GXOXXhofOwG97w+lbg94o1RanQXNV9JGbWS7prVUnectO4Yz/oH5jtf6qw5+aJudCOe83M72anMiqW5LjEVarCmnAl3EcwXOe5Be/95X3YljncbLOWTH7nOpePBg+neNc6pael9dc894vWRl2KzgF5b67pMdpugw4DRwOdt5Cv+Ntz2Xd+H23F9Dioqs6akeOYZ+afORZtur6J71z54+5On0fW+59D1lv5m/3h+yfhLs4lUPo2Pnn8Ld3/8OSre7IBr/JHK0U/jvsd6476bn8Lbzz2MgW5keka3+RoeOflg7HvtEAy86WI1OSDt5rqDsKVO3dd+9Rpuu/5O3HXDc3jPDmeNfB/PXXc7OrS5C33e+cX7Wm3J1pe50Rjx+m3o1PlB3Nn5bfTXVqP2iwdw+12dcMuTn+KdJ4c6e0Xh6854pscduPOp1/DYfQMxprqQnF1Af/Q4eW/se9VneP36c2IziUs3xGq2L8pMaI+TqTOy8iltcVZbevWnPIInb9gYq+71MLrKMM8Q/PJOe7Tu2Ak3dXgVb7pRpx8x+JIzsPfhrfHl0N5oYa3I3jkZmzd5xRvnyqLy3cux595X4rbO9g4KqHrsUtzerTPufuhVPPGcv3PJEzj7nNepo/kmWrd+yrPnLKDitT54oc0teOiOVuhNlZy0cdnXMLRLa9zR4VZ0ePMLfOVlQiHx1eDR+OPTF3BPu654+OrOeOUdHdKuHY4ht16P+++5Ad1eHqT28RVIvXAj2t/bBvc98wZ6+bvYfHcZzmtxJU4/wd8SjRmLV6+/Gvc++hJ63NYSXV/ypsCLr6HbVa3xdPd2eOaDgdRxjSvWrL9NMqlNmeppiNdz57187I0rt98F5z7/Mi69PDZ0fGWtNXC4HYQZfgcuv/1OdHj8LTzb1zO8916QxNbm752LG56dgF8+uhMvPvu9902SGkx9uztuvK03HmrbEx8PfBtD3QggVQre65J49zo0R5frjsTG8fAnvrj3ETzb8W50ancfXrKmSO8+hmc6UplqcTNes+l56V480eYmtLryfjdaObnnLejY5gE8fP+9eNmfTcG7eJXibPNADzxLZahle288sjYXv82UUJe7k7vhtOt74plHHsDL73+B1x6+By/16oln3aXlN7RIWIrheTza4gw0PaEVhvw0BDfLezoZH125Fw64WZ/pb4/inRduQ9s7bkerZ8aq+eXP+OS1Lrip/SNoc10vvOUGyrMYegHPiG2By7u9iI70+uXuOA3X7rwG9r9/lH4eziSqSPWFNzBOeuSZuOz069C01csY9sGHxlQmcwU6HnUpLiyxWpB3wH9o9Hx/uXFXbLDE/3DS+ffi2HNLv2jxAi4550X8nnkfXe9+CoP9iuW7N/Bcm3bofte1eOKd3/T+vsLPvW9E6xsuxX3Pf2JMoCa8T6/Rk3h62Hd45/5r0e2O47G3vzOLMroXlbNdNsfVb/ofw3sF3c5pjqNPaItPv3gPV8j6pgJGtD8Nh96gAwav9sCrd92NO2+6Hi9Ym6s/nsR7j9yB9g+2Q/sXvtS0MePw0xuXYt9dSdnp5edDsixLjTLsadx6dw/ce8uzeO/lJ+KZiQ+vwn2PPoL777wT17rOwddo2T+NIT3ux8tvPonmh1+AB21HlRj/7q/4omc//Pndm+h47b3odMwe3mzvU7jhtsfR7bYeeLFnD7zjv5dfXYkH+o7GO0N64dO33kB3fwxt0BO4peOj6NzmUXTpZV+K0Xi7DbUf7e7CE0/39cxRSBHg+/Nusvrt29Dt0Y64vfc7eO6hDzzTSuWzy3BDs0twZOu38OWzPXQXvYfx+slHYV/f/CL9Ct6+ZGccdn0fdEosyPoSr7W9BDc+0Rev3n8yzvO/2xFXZkIy79/ANy8/i1sHD8fkN2/F1f4uGyOfxD3de+DOW/vilScewRB6EcxrayKw/ybiq7oN9+ywEKKljsMZF91v6vUvBtBrczW6f2gSMubtJ/DQbR1w43X9XJ5lXnsBT7e6E+2ufAiD7NDzgBfR//Zb0KVLO3R+7Sfve2G1mPT6Jdj/4CvQ9k7PnM7jOOpUOcMlNpfRQzY5Mp0ub8qGbsC/hbzLr6kYeVkTXHZ5KxzoBmNex+Xn3IyO7R/FPQ/aoadf8dIVt+OB2x/BKz174k1/QmH0XbixVWc8+vzDuO3K3uiTqE/9Xy2RWixAeXgK9jy+FSZQuzj4hUdx8FLb4MQWg71vYIzEG61a4MYer6PvfafgAt+aR/gNH1+wHbZacRccddaDOLel/1GfD/BEs92w34Uf4bnLTo9372u3PlYut1kkm4K5EdBi8kv2RMLUK9UfH/Vsjbvuvgo3PfWFLg+oxtRBnXH1rQ/i7o598foA/w0Yh/dvOh83dH8drz5wKuQzQD49m+LsM+/EGTc8ix+/+MxsrJC+CO0Pvxgt/Sr0i8fQ77KdsEerrxO7EbqM9dP4rna+ebYGN6Nn1xZocsZ73pa+lrHIvHwfLnljIrKvX41L/eXQ1V58o9/G9N/9yoSezocZTLDraiho4j355Cace003vNTnQVzT3P9G0AiMeKkHWrd6Ck/e9Qg+/m4EPvfaykQcJGf9NmLA3th7jb2x3UH74uxOA+LPAxCT7m+B0484ETcN+Z7Kof7a5zfhgkNu0a21X8LHL96F625tixufHa8K3kh8/1ZX3HDn/bjzrnfwsf+qlbwzf4dZUlJmD79DVxdPJQgE5hzT5tQr8g9SmzDa+veQrDkDdaD8aejRz8EKv9ETisocZlo8IFCGuMNdyr+s3X7tSm8wkjugugMNU5H2jTCB31/C1vt5axnnyvs3ezlY29BDmUmmT50Td9MD97lBlx/F/Dtexu0rffMRfjtlZx4SH+G0mHej2GCdrX9nkbnSVCZ1o/mO2VNS+KXNppHOpJBKqctkUJ0t8xEkoYBCtgpV6QwyFC6TSdNx1s2uFfJZpNMaTzpNCujMVAqkJVLYNFUwmXwO6aoqVOdyqKb406kKii+LYrGILKXTpJHCZikdRU4LHWu609U6qlUOSlfWpkuuL1Kcvh/9VuKeS/IlXV1yL+XTnOU8oTRXpCltGi5D52ryRg2uzdfIyL5zBUoHf3XbpoPiyxb4Wr03ktOZHHJpyvMs/c1R/BUcf5znkk65hxQy5M9T8kWe/UpX6L3R+aymne6B8zHNz4/jqqLjGntfes8aF+dHgfKdZ0usX4rjjzMhCedPtb3e5GeB7q9A+Zyu8K4vvedMNaXJ3Uzsz+WH7sOcob9U7tIVXObY8T3YtNDvFqrj3/DjK4U/SlaZRaq0XeF8od+r4PjzFHcVxZHLIke/VUH5zeWFy1uR8qdC7o/C2DytD75Hzl9JLzkuLzav6fcKlFcmLjpHZbfefFXyFF8iH2WmkJ4zpSnj0kRppHSW9aPfL+cn8SXuh/7aMmLzuorejQbbYrpG3n0KL/Gxm7n7iqFnXEl5Tb+ZzlDe0z1WURnyy7xsgc/vjXsv6bjsO2S+kF3MklxVqzOgtcjTfWQ5TRwH3299aaP4Kuk3+f65HHN9mOX3L0Pp4HdyBjdVoN+t5LRpPVOVomPbKeH3269DpVzUeHlPZVnz0LzPJffHfpQRRSlb/JyorFZXo0jlqZLKNt+7o0Dntcxk0lQ/ySn7fM21OcqPuvnM7z2dl3TE5d+vC2ZUB5UlUUdQWM5XClvg5+XioL+2fia/Ci63fI9FqoMr6R7pGhM9vbMkcx5UU55xHlSnK+k8pZXymCKk+zO/w3VJ1j5sfdcT72Vp2df0cR1Ttg7zsjhB4v6o7FDYxMiz1G/cptE5buOobcjm8mXKVWn9zdt3G/8cm35QWuy7WUVlmm+3YejZ1czJdpvyMEXxUQ9W3q1aLkMUr6SXnyuVNcqzHP2evQfeQKFc3VTajkv50R/PS5zjMXYMv4vGT9ZOsePhY/7rOthFTPAsk8wHClfU70cY/EcR4z9z88xMuxenyZWDRJnyygH1AZJlitoqureG85DyPUfxVNH9i5SnbOQyb51XJkueOdfH8bpbTiuVe373uV6gfK/k+kbO22sp/+jmuZ+So/tIjxqBqsk6fWjzc3neMoGPjTdTqNNQJuE6v9rPD1tX0XOzzz3xbpXeB11DTaLBr3PJv1rq6TJ1rt9H4Dhc/B7+VvJYzJg3et/HrB7Hv5PTfGeo/uG08XtJv5/TPDZ5mIT7IfJ8VOZrsxzWFYaYQoHKRRWlX+6X74veA9cHoGuqbT7RObrf8uWzBK4XK6uknjN1ZCVSNqFcPimvKij9+Vy11A05qmcymodSPjjtDbWf9Myqy+XpHOAfmEkJBAKBQCAQmEfoV+D5y+Qn+N9xIyU7nkXpj/sTu2YFkvi973idzS7+rtm1c6ejOrfhgUXLr2fasmLdBXBFhpVOPQz8MwQlJRAIBAKBwH+O5Ch0lWd1WZwvO9uBwL+N2VJS2ISkWqaxeUp/xtOTgcZBXdMfPdEYoNbCmTJVsMnWnBuRKeRTYu4xx+7XM3MQ0wzjKVP3krcynSyejQdKM38YrFE887L5Nxfhaekqnjpns6QyZn1U9ti8pqFp83w+Q27W6rq8b+7DrhG9c1wXZClN5UwT/lF8Mww2LZjn6SmgkKZyIs+sHrOQeQHnk/f+xqZGJo2NAj/v5FnO/XTlKU+qrRlKBeWP+s+QBkf8qS6fi0lvlM/u75JpJO/JDLF1PZXVQhW1P8Z0Ssyqqmp0X7pyTDF1OZU1NjmrnNFz498QE06OPyN1rTUz0wDG1I9/W37fnHOxsnlv5UQxyaq/SqTQ9DvphhqufwFhJmU+wbxY/+7C+LfJ55ALWdTIsI2Civ80M/xdr2EoQ90FoA2HdzSSctjo6g1Nz9xPUR65UBnMVRpd2WoAHgBL/TEW49mOv15N2NzPP6BbzRPm6PMSRWs8xo6lDnZ+/jGBmvHtT6d7ozJC9zZ+PDseiNdTgXlCUFICgUAgEAgEAoFAo2KWlJSMfk5jzJMbxIuKbjV+vPd7+S+2B+Y1KX1ufzzrLwbr6r6oPE+nnPN580Gor6/AdS5tEc6Rk0QmpTvUzCI13hj49G2wy42j3Ve2/Q9LzTQFbzjlJC8fF+sC8zmUC7wPTS6Gdd2nbekW5tF+jLyrUswu2P/Gb93X0HknmnnGYV7+Ld1FPec0ee/7RUPkY6Sbym8+je7qGz+WlzDlpQuw9ZMqEt4XXoQfD4hw8a9stT4D8jkvzDXxfbJb5hH9Ir8pf/NixDbrbvoLvL3eBog/JTZ3TVzq5YXdzBfCxW2lH0ckJmeT28LOZXK2kvyxE/b3nlkz+egCkZ7hk58L+O/oZbjuqgdxi0qDVrZpbILD3Tc65jHvnoljXN6tgd7qPaefJe88ZBnzP/t77A6IP85YVel9ZHVewzts6iERf1yZXDP1JLKNJ8H/cibg3CaPAzfHz2GtVbbAgQc+oG05w7vJ6SExcLO1cNxmm8oHSOWahe3Heqh/5X1BsUgPUbrBI7ugs4RdBAtveRjOsddFb0k44ED9yGyE1fjL73y8+ucYOF5PE7+yX1tom51BxtvpUYrK1LdQ0flI7yPTdKp2HnU25iKzOJPibwx9lfmasf2697RhGDa6BlPZlk69YnS7sjxvf6ZeDcHTktTBylNcMj1XrEa2shKV1X7cdiu10jjtlC03uhSaf5enJiupovDD8W/kefu2kt8otQGkyGX7Ut6GTb1ibBromiLbq3OcespBYSQNpdebdLJ9vGynyPGwjSLbrWtA6RfrRvb9Fopw6WvvmA+ypVIlZig2HeXSWIbF+KU4DPKdIoJt5eulSPnG+VeSNofmI+d1gR3b4VM+pqvLpaVA0em2i+zogdQJ84N5YVdQEWNHYWKhKOWBbbL5NyjHzDOppvyrmhjbIZ9F1z6hx4V4V/zRXE7ZnWTkrKtU6Pcl3jLpoOct5YbTSVpGXQuB13CUxLt74gNPk+2XsV0dlsWoijSVAV4LwWWavHi9jd5PvGVkGThvOQz/VS/nx3EkLqR7kHJWzXWYUFUR7/VfbfNgRyNnU7xlLKVppp4bQ/5a1s37RnKu0txTnRvgZ1TL/XXiQey9blu0bms+Chh3/i/CFpKmG42YyyA9diwqKO1lf5/fP77vsu9hGXJ2c/geyG5Ov3MUHWrZiiKrpjBt0GTR3REd5H0XwSP+sH0Od0Ub4cxzbSNjqHPrVWM0fT8hLb9luk3uy+jyM6YhkzJV1OfplwN5xlo38H+c7/Rsqhowq5BnSfHIs2E33dz/N6fugHPOPNso6Pzu6Udfv1pB03OIkZmUtoLFQobi4uctosLljdOk5YV+hLexTMsWpvWlKiY/Wd+ScUPRjH73RSMppAAcbdJzn/pg2AiMmU4JKBc1JUy21JV6hOt1G6iAKvfATqH47FffpiM1oYE6riyaP1ZxTdmPWtr3oDR/FPKUuoleQt7SXZ6lnnLYMC4Cyk96nwv8zEVzpWvzGVSMrYjrW06LOJWZi9WPOjJMKjURY8emy2aZ/5t1k23victafe2YhZRweZRUwU3gPDafI07EeZ1J1wUqyrOcRiHKJ0x/u578rBdf7fkCXy5qfvMz9cEkaivkgOKV51HuvpmGfp/8cmbdQpqU1Cy1V+4W5B3l69SZip28fT8TtCz9I2qGKc3LqUw1zYgRFfyLKpdCZzjO+u6D2mmzdT053tpWA0myTEWMgTsshovvu998GDCdknJZPon8/Dn95l2ngqNtdkkfyqFp4zxUH8HPC+4XsrMyOZa5j+f8St6VZHtj4bTxltR6Pf92tdlKmbqHZeA441gHbRZhw+hCxN+1HIeHzlvavEfsXLdhovdxUFIE7Pn1b4Z8w7YOnNbSIp7C9Ev0ukXf8n4z5r1N9bz32R7Dn+K/m0qYPAoV/Dy4rqP7zrmG9Hu8vyUpOnb0kcjUV9Vx/trnyruU2f5N6XOzeHVGAlf2KR4SbfvE8txgFpWUGkyOPzVOdSRl7vEqeBSo82iKBRWwbAoTE4NQJKfMzc0cOf1egcLvW7ESqYl+ca6iOG2l5DO9JPOzqCq7wKvkN0QgbZUqfV8ZmDoxRQ9Mf4Ve3EyVX1FOR22VHzPdI12f8iPg/c0zZe49VzrOxCMv1YlFXKyJr3j1UJUsFBe1GKm4J2V+QwuPQB2Oqip6qf10HMovxgmxklK2VFM+ZarKjBxT2srmYQHTE5lI8DcUbEBqfDOUjjoUKGHZP+E+mI9D5eXcQKVZgsvja3rsN2JPR1j2kOdhP8xcoM5aMVOR/Cpujp4VPRsmnylVAg01Eycnmsbp/HvRViopU9mPnIr/CNShySRW/NFTo4KfaFDeWAJrHfKgm0WImcFzY6gzOiFRtmuQqtTDcuSrvPdpBcqPg7C86iI+VZJ/V6vkQY1t/GtUAfK3FVQSuMzXWyHylbWYYJXE1v7zmIgexzfHuc+JIFTyuf17wXS1CPu1tOERtuRzLY0o/LkbWu6zK6KXVCakT+lR7T6cdRj24+vNp8GJ03DQIje4MsiUXlsOfj0S0L37HUhuIFITExUAJkyM8+YjyWNPE3E8jPOoh3SJSgzXd4lyVKxCijo8dXK6ttRnOmpSDd9MPEh8rzwPO0Hh+IvTGaG9ig7uJLqoqSNPCawqLa+Uwir+gen+e8vxxd0MFOtfEsvxZug+a7J+mB1MubGDHinumU8lZcd/IKbdMU0C15cUh/gr06ne9bOF2owUNYZxDKRs0e+WVou5ckn96SAcd9hFONlvAvImz6K7VXZwftgfLtZpx4oV1I7Z92eG7VgJlPfu7Nv8+3pMxI/FpEvHhGIKNd4iX+7YlvYNOD9ZMZ8BnI9VJZl0Ff/m4nDV0iSqI6Zm6ra/Xr1RyFKd7//+dFJEbNtGdSo92rpQQWsgd2ZI/AHA1/EwP7uVVfSoTrxL1Iei9ijZVtF9aFvFTyNNN1Hag+B6IJeltHonZAZn6wdVMtR5leowveR5UF3sXmZKG9fFpWlz33CZTabze+JPK7FiXE+++79Nd1Pn1fH7QuO4jOyH1Uq0hezQwVJXr83545VnF9eBEQ7rtL2U6ehY9VNqqX6q4g//OHiwL0P/WlLYVuJ9LTGz5+IesKLEW/e7kKw4na/H9DtOKZku3cVaHsBxtKWwu6OnSlx2G6bM00m0+dT3/SNZZ+So7+uKnE+J+VTt33k56mEW+1JUeFxv8ns04cx3auXP8L+Kz8yNBDcKamf8as/E2z8LfCAFeffnVZyifxv6Dc37skH255fmMnRSsbySMueYmXIw2SV0c7nXHVTil3LmmI4buDyqxDT0Qdi/g6mTKtCTfy/aU/y40RW6sF8yHfMts/X+snakh8yPnB8dcIyK8dN8GZ0k/55RuRzllOGY8uXKL/E16LUS/0bZzwYTO9K5VZ0ZYEITkrSVeY6DTif//6lA8IiSHjLT/tKDT1c3I6UqzhVm+Hx+xcGchpV+U7kB5kh9NeMCU/3UppR/p6rk8Qzn9xLxYIWvdwkNl4U6XMDx6TEx67dn6qHImlJVNPzZ5mSTUK7m4bnFOcwLfI8LIBqkcin8gjT0ozPTjtVLO/ywO/3+7ioS7vl8x+mKYoXcvhOOWXyWPiUXuu7Y5fybS8W3G9t61sHUG3P8acwU+Ro7Y3sWjufytb+K9dBQPs3aHXyNFen3VrhQxVJ71tkgX06ZblQUkPXqdDa/WtrY2xLUEkljVImjTsjj43OpTvqGy9Dictbnf3QdcLupD9b63XhmqT6gpq7eZ8CDHnqIw837EN2jMmFqk0H44OaD6JwIRFqrvc+AzSi818yUJe3VMxTJYpd8oOays/tgahtln30W21BfSamkvKeMHAv80P9OnMHH0Spo4tniJ5g2Al+Ut6goT41f0afw4ynb4biOKjom4oc6Q3KMnZpn/kDlVUsh2vjheCrYkuibT8aoM5vguLvKFLtvRiZiTPBHLzz6ih4zdRpXYuIP+FXLdim1ng3ie1usjC2OH2S7u4YP2uI2yVtyl/IQwGicsX+Zjt1k+o3YoLIMzloX1Lum+C7AXSrWUVISWfAjPjzW/P4S+z6O99W3lD/1L3AL9lhrBxz/toql/HwlTpD72Qr7dS9XU24hv7WqShjdCzc98Al+HfU5nrrqVdju1tDr2+DZh3riHilv7eI8Gg58ddN1+P7LMRgnIfmtq8Y734pQl9/ewhBvdtDnm2M0zhVvhG/kY7JnOl6S39xJJMfTeo2KSPfGo3f2x6dffYovnrof0uepGY3KQa1wXccX8ETH/nExLJTZjjdLBaS0SE7lfEsnZxeYXG881s83PrOw1jAV737qR2TeL5NHTBccuc42OPBpFYVESSS+wKsfVsbt/4BdcfYx3fGGCCYsT8NbRjx3pNrwboPtelNqK8/Dbo/rSbxiRhIjrVBeb4HjVt4NarlSnjFjPJvhmWF/tNmSfsOz2cXkX/WA2IZ/X48J/25v4rQtaUcDGK34/2iPlv7zpbKVSUyHm0rurjU5bnJfAJ/3iWsPjqXSaUUGeRLvJyvH2FiReQlXRpvi+NdVVJJPZwp+fHqg/jozGt8trGlYim0J0th/W7fiAxjLT35o3RkNZszXGCo2IXWp8kaiJp+/Nbbe8j4qFfXgT/kwp2h6oqNkxLv1QdfRnSmyXs4a6E9Dawp3VH8Vlfh+06QrmhHIaJvOWv4sBc/mnxI7tjUGDxiMjj/o6RkQjwu2N3FYi7EEEzGsgfjGPdELffSYqdNHp7d8/Oc/4fOE3mPeZnePP5yMA895AZ+ryLEMGlHSZImSsgmi6+h4hL3nS/CpOVuXr4Z79XQJv/XCY94MY95PNJuiJQZMR5l3gB2P0WRa4NYHvo1nI8Wssokbq2hP4fZ+NpkLybI7Ep94r+XM8ws+0CMM5t9cWDt/JUwegc/LNOuOaZ/h2+/HlO+3d94KG8u9Ho2b4mUIdAODMLTvY+j2/lf0LF/EldIHoLc7NQjXtbwPz/W8D087DYqUMn0V8jnreTGac7x2pPC9AxAt04FaW49kJsl9DK23EzkUndfldEZY8MDXk+Vk2KP0eplz0V4vkEcKJ+zkfYGRnm/daP3R+NfR7/glEe09oP5+0Iih+EZs0T1GP4gHX/0GLz3UHp9OmCSDQVOebIU3B32Mnjc/gmHVEySdn99wB57udDVuGTi9RL2vwh8f1X17mIRlyMfNcOh+/TBERXczxYx3Fzw4EuERlfB7nLmrRqfirY5d6YgVBsoj402wFsOzFHy8lTln16LUmQYfjd9/qa+Dq9eWDsj1i9CczRQ131wRHX4HTk2kgxmGt3oNQ/2vCcd/I6wlc9Emj831SnAqTPVu2GjR/2FfZ31Sl9qvh1NpqUuyaH6IHnufgxP9zmGZ351dkvkwQ3wlBThNMp6ctYeTUVNy16jMfKh+ix+B42x4Z2hHmSDmT/4NvYQHV9Nw7DY8FWvffGksS5gmTt5zB/WP7FNphUVsWHEHolu/zqINizxYg53ohVm7GdbocG0sa0+4xso77WQUMnLHmVPEc7hE/Jpiq6Ob6qJcchvpaWZD9aPG95Id9fgyPXeRPWfcysfz32WxvspL29bkw0eR5rUW7L/eSXjtg4vouFVccPbVc9EpOH9XPT5Uzwn36PnYmQXeXV3H21dS8mmvSD7P4RYzjSBVAe/sqXE4m6EBxuTPuQXNwsnlrPxi3HAR/cTvGlzPwpDd6RGwvDesRYXBKClrq4TxR5gRJ3F94vu+3fpdJ+t0RjdRudtECd/u8UF4lN6k89y15Pyew4Hqt8Ij6HPbKnK8ip4yHSZyVvkU8zh2ftWfx3Pit7PKiowIk1PRjcCwWz3WhgpbqV9UZOtuQzbDs9PKI2i7iA1DTvzORysrs7OraHG2MS2itFx5+urYyZ6/1Jw9wMrstEd5i+8XLWDW1/Dojch3oJcJplj/tXDfEydgbznewKxJY7eLBiOqPFOREZ++irYSZg1E+9yBVEs6djsifIhP1jDXH8XPbpETsY+NL56eFR63/iedhSPleBlEtqaNa2Oe1FB64QgXl+ee5O5QzGD2S9zoNPRfseQadtfqaeEDs77nFBWJ8Wm/azSIOjsDcJC9ttVI7EGdBnx+Ex5cXv3ImSryBdxhw7ETPyobvh+7Aw6XUVAj366hLD2whPifjZaPbqh5+Ik51dtesws1cbfS3xsk/K3NrD+5i01QofcCxm+j23HdUTaMnnvHysYttgv/3UPLHbmzNRxDj0Seiq+kcA+wz+J6/ap4D7dRujfDBbY9+ULjYdeEOmz2ODoMP2kQgzEHXetJ87DfX1LDnS6i8Pw+EVaTa/vi9fMjHHTynTjV088MBWS8jutf7vfU6cL0bRNaXJyuXVy745p8ahLU79jjcIy3ucb2ehp4Gkur3+aff4qH+Ph44Nbej1MzacOvjaVX7YiuTr4bP5xmj8npmjLBrbE6DnaSnQTj542qfGn9tthD19FFlIuW/rhG/I7Bpqeehs1sWFcB0zudYcv/JP1X1XDLfoHJ10VYdOen8ZieQ0bPkVtvt93ccRRtHKdTsP57UhWrx8vrKSbFaw4secQWXm2xposzwhrr2eN19bxi29i9zsLJNvzDeo75QP2iFhjy0yXm2I2SdDF5dUINZHyrow0bf5L+a5HZbQDbrCO/sfpFuMXZnmWd2V/erY5/0jz/6FgJu8Ex+7nrIjt6aLlJ/bc/E01tmNZ6jsir3wIifYNaG+ZR8aB3qx9wpfpFB+PTcdSZjS6IB6gocXm/092V6lcbh7jD0fOjrljGyhpMsHm8dwfcuIceOwvoe115i65Qr4EqU7/M3YLtV2xgM6wdFpcwW2Pd42x4VS+GLo1lRTbu4CsWx5WuD3SImRXPm7ohlx4fT+r35/MvuTHkMV4/lsv8jaNMZWDikUPiReBqknfl47XNuZV97Yjh8OxWxVlnrWmOF3wvNjtUPpYw5FRm2G+bxfY264wJXX6McffzxlTxC2gW4EfY4f7m2NzGE31TorA0N/7WBEXrXl6za3HrIsVtgR32boGbO26tchu8rOGYJ2y43bbEznrcSs4Mw7v2HLt1VsXDj8TyMRKGKFTy6ztHSJS3GeMrKVkzEhA9nZihGCt+l2vD0pfKMMn+SOav5kHGGnk63rXAJ3OQdoLULk874EfyMfsvK77Kw3Iutm5/SUdpd0QH9eH0ynWRt5vQjwdrA3+mkU81v2HWQ5jjRBeUw+6lxzhPzsf0pHacr1ERe8n5hA3jISQvdqZbCwLsY8JEPb3B8nON3/ZepaFpWcoOFbjAu5iw+6nIyGjlcdQ1ViT+1XCKGyYapXlzjdvpyVdSshXxcNFICUdOZUZMqkrsMl2H35/pkun3xbC8Gwpc14RJlDhz3QkqGbYVv81VMgzWa33TL5a7e7P6O0uYkhUihjbmdxZwJurm2UUHqPiHOU//G+SYnIrMk+KnvX7hL+oDsl/JTEodJYX4cgtsLWFVZi5ZRMLFMwNF8I5bhZLuwKi1THyJNTqSt+SGq9yW5YtxhorMJvJ756pEPKTX+KMdLdTvPJWZe9TP600YZb09uItruErCrOw3+Iqk3r+Fjfjaq2HbqLiKH+saeV9JfUP8FozNfuy9qsg8L2Fs6TU9F14XUKR/Cl4ReVXCnQ4zUFQ6IpfBbnzeJcg7vwr5L/yoy08TpW3e6P1YmuNVkRhbznj9rYXrpFvgOoD83QgwM9iE9cZu4uflj3KNNH5Hq8hK1fQN2G8BnZHo7hR6806dbeLwlEhHLxPOZSNOwupyrTdFsLWGURHoJLuksTIcT5S+oQM0vvLEC8D1ULuZZk7qQ3y4BIctMxP8vvmtRfwZ2LTxc1UuD6vIb5FTH0H89Fj4CK+zn32/CX9OjClkK/S5MhrnVSoyWmdEH6nMsLywHgum3eE9GYTmfI0eM49qHCpCFaqlVKzgc+w0cZ9bWd6fa3ErH1ul5Bc95y/0sLMnS/m2TesYP/ejJkzCcoTPWytVmAHAmFcwTAaZVCR4DWIdRm1kFGKvQ+2amPHmN33zFpfHrs/0HO5lOR71I/aWMPHsUYXrG/CmIOZwCsarAhl3qu7FsRxXtG/cOSQFZA32+1plRmbGb1IBOmhqZxSOkzgj0lKk7/IKH5PjAXaLPM+FvdnnARiusxfxJFRz06n0LCdy+bhWj5WUHlS18bX+1mx34Wbx8+Z0vlremNX7o31SJ56sArCWXEOKu8pUeYgcreePga9l/OxrmvJ+o2xn8ipV7K6OB9HwoA4Y2ZszAwY80OYQmZyK7rl7a5eNUtwsXkPRj+V4AKl2J5Z9dbYNzk7Emdf2mJzoLl11UIJniQirpPgj6jIoGKdznHeKTWL3trO2Es+a1ONgBpiBLDnWmdtVvUEJ4kYJb7VBZimSd0VUaknyOocjt6jKeJNkUmjjEQytKc/Ho9tzWBGIjej42Lrvb9QBe6hoGID1xP89I+pMBt9xYqL/Uk2Hv0yxj/rZUYaxLK/otffUBvJ5t6sJ8Z5eY9Mpg1pLx+8fva9lWsXZIn7uM4WvpEzA0ZxI/yVmhpnEm/rpQHMjcmyYLhU5OW/r4vGe3UrW1bfjjMlFmRTK9dSDiKfyeHaBw46IXyipyJIFyr4w66jEpkzmhVGRsfON4n8sDvXrf/GLYNbSfiLH0V3j8Ihn4qZjmPFMzb1GlHJiR6qXFi/iMyO3U1FpwX6k/MXvkV7nmYYJdpRBtR7pZm2nflopiBLmKzGMxN/cjXwlZlLcrkhMW7R7/3f8PHwcamQ4aaxROr1tEwUZ0dsvHk0S2I+c3wPt0AzvjpyKYZXD8RXn859m1ClpoW6UlG1VckjD2ST+Dd4Vw2U2Y0ai1lQpCV+7GLZUyc7CmJEB5i7sy2l1C1C/x5tnPgDurk3swfILppKMmrKgVKuSIsMsMXYWRkWH/qbVk4Y3P4xkFZi8XTBq/nUld7K5bl8VDSeRXkj+TlldyjTI0ffW2FULnA+f3wiL+Z2uKey3Yklem9+LTlORkIV/yYdrRoTdCIDX4BFZf7vWZTm+KzzF3PKNzkR5ihSjI5ZXqiiNBDnTNzMv5/nqZ7LP5JTpFGcTs/BG4Smx83P2Lp+ZhZKup+qlmf2bZJNqzZTxmqVU68gMlwjCOE9JyTpzzwW9NPrwtZt6DT/TQsImtxAwC7fjLhXT2cTpetxHmJHvjVUkakRpaQ+jv2rHq/T9Fx4zJro2IXfwdeQS9nS76Qy0isQDItvpaMN48duUurcWUlLcczAHprs0loochy2x42JeYv/IrZMzPCd+yXqvEjcc8Rkm4jeMEAvWtzBAOv++nW0e/fm65EuTICcL4RVJ0+WJkUT3HjgTu4uNfLqvaKufzZ+PzTUPjhtjRt9LMGZD3vqgB1jeHs4C8nxzvSsH6Zc8060l5VxkXwzGjkonpz0xSH7nIDOqLMf7Y3t/2FX8IpwowjdyHN3wCzp5Zoh+19mz4PT2H9iTmhq6rrT9Z6STE8GrQojh5ndsWq2C5e1tQD1P4+dGrXLUNzBvHe8yZNhIB2BUtIj1xd6xuaOEiSjXGFNvuBFgkfT4AREEGfzYIC5HP590Dj6hqm3EG5x5Y5E50lyTNKe73sRje2cDTyWlwaqhxHT/XaCS6ZSUW4xJT+l9NGU/bycEO2MlgrkPsxkGOdur/7MDXnxoKH5GLb6VfroZRIr28+cgFzN+npVXOYpeYrPyOypY1JxZ1JQbzXEyiPotpCJxlsRjR1g743O5x4XjNiERxy7YSMKryHwVYQHx8wxLr2U5whIqMu7N0lvI+kqKtEN6TPhKCqdvobjBkXjtknXejtwMqOv7t6Y/3GHCRpFO08rjsX5HiFfMa7hb/A/VMWY63uRRLKPvk2uu74yMcqgi14FbyXUr4RsbaFo5W/oPjDJrzT9ESTG7dhX93Vt1gxJXdoTHjZ8dgJF42iXbHvGLqMazaN/eG/N/yq/WvTL/d0mWrxmSVFLEjKR0Gn0M38zG1Nhw628a2g2f6I3l6e8isohV3UUmOJPyXox0hT6JatNZrftS6fU7nokd1l3YTZ8bZ81EfsULIqvo0IJm+1TFzYzsVVQWs6/11lhuh01wtY6AmSnIZdz03FCRPbfg225k38wokTuqp06zrY511W/ByzUQdMcIO7oh9eMInUHyOwLmukSHn5Cdidjt3VPXR6yPDeTvIjhGhlbvM+c7S/AYqSTOmsHuXpZafLSX2S5x7ev+Z+Ir6bCa6dqzXMdS8mAC+5ErXbOcv9Qs5o3WQRvd4z4ZnVmw6vpdrkeg8WkLwWZPyTWHxuY0fuQ/xx193RLTzc5wOOrIuTV09ZDXqeyz3FS/PyVYie7iV2Lu9biGVTFmS88/wpcH07Ea5HOlFVvGmAPbz6/V9UBGwVINxM7WeBXNezK677m1B3lKLnGL+vv1m5ik7Ixt1QpNum3TNJy/G9fe7LcXNnLDJBrGDiCNTe4Eks3EwwcUUK6VGVCmwnb+39T80+kYfXEmyKYOtnPe180MHDdQy/KWy5q/0bLYTNo97cRInezvCmauc7MIv02k8lDA2DFxSkXRq2NkzQvjyd9uCVnzicSZc2aQPyEjv68i4c+kuGBv6O+L4Cn+YnaxdHIby0kmbGJQuavx8zYSI9R0xvajJutsjTPGLkXNNla36ZuCjO3FfaedFqu0WpMJEYr6OLroN0Os7ZCO0NrpF12fcq347YZY/62rpJiy+CrelrC2+cvE6q10uJdx324y8Ba35F/G1HuUbFn8P6y4SqSmcHpCeI90XfLz+oqlO2alJsWK9UC5/j03QW1uSxthO0Q+ncOQ2+E07LzOolhSrlG3iIbBWbGfumVd/XeO8XMvQinVyC/O1yR3X3LY8uQPEL2ofqpIVWvTaWb0F5YZyj/leG16b7ZDO60jjNnO4rBjaz+I7Lmln0/UjXY7W8Z1sn9aEatwWDVCYO3frXrUWZ/knbQ2cdudlbR8r97uIRksWJjPWXeMhiFs34C3PBV0xs3249M2bZex/zpuLZcpZxEOePtZE37n5cxfevcifh3FFHIRLFTvIh3lWWPms/qRS+lIdRR3hpWU+KvwFq9rUHWXk16ydiFWUi40Sko8TUh8hL/kGTnDORiFM8I+779kOurb8Ui98UuYruEXvLQr929WxRN36/nz3SgWYf1UpFJuhsOS5NO2crnYDGKsrqJFB+GkBlCzfPOa5bTOONX8jj8FKfIKpm65NBIzcw5zxOFmSILNidyE8Zsrmeu3fRU3yWCQ9jnE6Ygv0UP9EuOUJRR9JWU3Dh/fsa+k8IzWQifZ0Zq7Jd4lOhyD9R/9iMq4HbzSNKxqe3hEN/WLDsS7Dy4kxzuIMkRukZ5OmXWvz9l6jo/p782fTKMWjonj5HK7BCnbCezsh3NHlGzhzvTS91rn6KVBNDN4xYw3gCP15kZYXouhqesGmMGuRYwpozFDPBSrbb4ITl+Kj61bIR5c0/ewiYpzk0TVPmN8JSWDUzjh/voT5l5O/DlmFKfS3EgD63LqkHYLMw8zFVedQTcz7eYv/SiHURJUsLxp0hPPpOwpslt7QA2F7cLI4svVVKiH+73hsnH2+xh2Hl0e7j4oGScuQc21ZJGGJYOFJJ7348JtXxDbqlwSYT3+K+F2xj7iWY4nzHW+lRIjdvdn0OtoqKiynRjqXHgDytYWMornt40JmFtXoMi974czEvWxXuuGJ1WmDk4cXVPxa6GSwUxLu7rRG/A0M0zm2bMNdRKtzFSqvZoaI/uudzfXbaqiMbvYAIk14h5mhD+OSxA/f3HCWKqj2K+kJOpvxdeWjNAfwIMlEaa8/QhkkkY7sHHWmSPXz7/CxOeboruG2vZ9B7uXhhiOyY/peWqwnFpl1yf4Q6QycrsS1ktsdqHhPJtnnmly60+s88ts2m8MyykpezsFlhUTYy34jXamkhVILStv5G8U1z9wuoRJJLBeijmvMpZ3nRTe5PIW5L09R3/kuM1DiBnA1+3q1uSMfMXMSfCe8oanzdoqWadlGO96SvS0bf2oI3J1KthO7L8MvldRSJmwiRnFj4xfcmZBF3bawlJY3sjugxSlqOmPNe3hPHGzC2pjbW11W9Exy3YERjgY67Cfu4lndUTTjf0LZt3RVs58VOoRV6DNgcmWD9U2W0dbSCFe5SiYzrKur3AmIIIqKW4XgZ/+3955AEZRfH987b33gmLviAWwK6KiYAEsgKDYwQKIXREEu6jYe8OKvbe/nZ+9F6wgKERDvAvkuIvccRf5/t+bebM7e7mEBAIGfB+Y3LzZ2dnZ/t7OzJtwfMVqXrc+mI8dEjd8au9N9/z+bhB2X2HP2Is9WR5do9NMmbcVzX8gLWHh/WK3G3WpKcZa+pG/gTHhOEbbkiWtYOFNWwIzf1V0g1Z8+WNk/P8qZUV9/bh/mE27UmTBOhHpZOJm/JRnrJVipGcZRu+xVcJOBUi5rlZ0Nt2I5T/Wt+NCXHN0W1Ku3JwyP9gy4h+feEwUpTtHBKaLauBNJlo/oZHyyzK2nLC7msCexoLNnd0srSb2GJREWnuKGgUjjB5Dwe/JU8Npy9R2WGJauw/C19cGGFYxJvZh1R+WxeTCF+xpdrxGzJnU14AxVKOWFNuSvJVIpXg3nGAweiP+bT+ItvE0cfdcdx9E2ZAJm+yi+zUXPrsfNu8p+h9Hem+Yxs2TpMxYQ7qkxdZbFoeba/trfNtOBk0cFtjxNXRhLe/fE+6arsOZjeN7s40VbT346swkMNm3pplUOWmswtec/4Hww+Vk75VpxtXuFfWniz4+94ren26/VvO+mHwvaXV51xNCh26kcZl97vwCred17g1tlAsofRPQayuifGDMmKy6rwdWd/WLeYKSD+6uDxgbx7SiMVX897EzYGPeTuTjyna2lci0KM7O+sjacsJGz6pfMJkubf+x3FTUeofWDxkpYdP7TzJo0msjZkya097tjgTFLgk2ozRvgFyF1+c1Und+ty5eRYq4x5a5qogO03R+a9hE9YupR4BYQ4xJG+x5OCmzXXZEimHyLhebRwA4j9K2xgTTEch6bIgzNkp7zm7fG2dn6GvKFQETTZ7iWQxuprS1/fkZ5DiG3Tq5DP51/aZj3cVqrEODNeyNbwanh66yBE6LVd29jlJIhtfz4bZskSwX2TTPaDGY1rPfi/p98wD4VqKQEp05T2yn+G1KactJ1xTHW2Yb0bjP8DHDI7/MMn44beIejO6CkRaA8Gs0N0UbS47hZedFnj1+lnJEtLSkNPohw9oOerapljOkKVVEx378Jbt4iqaD0Y8ythaJH6Dh87Bathu0jJTPWjNQ2Xsh5c7DMXYdv3+oe4GGSq0Zh7RTOO7D8Hdg+stGp57zXBsNVmTM1+Fn5WuOgwcH74AVwvfGnSR7bfcNoLaREn2X3ZHksIXY9BOWuOMXVqw9k8ysX9z9byU7Hu44jtvjlaXjnE17j0iz3l3iwa7g5jOL08FuP/6OpTTXFdV0QSp6eH3d2zomEJGvz5Jj6uia4VaIuAFODOcy46OwwA4Fgu287qsM33/Fmph9XkRziVwhjiFEdPAXTtONRowYdy7ZAAwvktHGQ1Okv3I5FPwPM5MkzZtojJ9NMUWZMV9U/W+aeWTDR7qN2NfGCOnTbgTTgrQSWa92v3lQfexrDTHDjIGJnhqH2b7nsZbv1+zYgpizkHsxgNNcH+qp9mOITy7pPcTM2Jt9wo82BhlXEQ0BGWnkWgo/f0TYjn5/GMH9uSiPTQ4xSpeN2o8fV5q3h+MlSuvkHgGmxVbizFT/2dCalJMdEfhf/hOcv3ib+8TTTLyolY7ekvwe+9GYZfZDWZxKkxaa/KlU+BQOjQXnSMFKdjth/1nuR+97UrCww5aoB56sH05LL7BDhqXoMWB2PRfqBvmsq8HBYvyJKGRNmndOnQMMES1X4Sf+QGW6EKxpl+9nFgjskhx4ZWB/GTsWvyN5YeD3rQtPTzJqWQtfMtYYCW+DWtQgxY40irrq4RkuR+KMuaYoiGh5GFPZKY85qaWWS1qsv2pRPu5G9qh7u/KEfibiGSk/ydjV+JXzs0lzPsikTH8wpHPBH/+OEXZljLr5XyMeYQPSqnx6Wuc78R0iOM3rt2o+3vmzTv1T+1gX0tE1jH3Ntko662t1BC7wh8AYfYbCiv4Hhbtsl+rYVHV8vXBeER3iyCE8LLlE1KtjTyk7VOZSkX7wO6Vv9H9o6d/jZm4XMiJEtJyCbZY62usWSRiDaWBYv9CfDBEzUlx3dG+MUHgeXU8djpOVEu/+eqbJMyhUzNj5wqLeu7PkS7BJqHUp1A8ZKeH+rmUqzU116zmvUhK88YoAz/bsLbOhQ+RD/Z+8mY00YjpSPwzHomHe7RC0HoUp/vVibuTisAxO8Lzs2v6Uu5ty7KA6CbIc0/lB7dI3QrD9KFRU+2r2q5GXJD847wmvibzWRli082Acva3MIOsd0cj7hxc2u036K5+EQV761p9Nokfd23hTZl424YqUOCC4KkqT4BxV1cjA6ng4I3KB+WmUvuGAG0NPDTZsg6Efht/LiBQS4fl92zbnS1hy+fURLNLRq/Pbxij564QoD3sM+SxBt+M7PaS7HIfd7P6GL1QbVlt7eSx3gChRFJYewQ/1Q6OvBBS2f78S31VnkSufJg+g8TLY0Bt5wtsz3CDjMiRsNtj2iX4hkK/BHLYOB/za8QpFwXSbGRc2JQdtrBe5DncOi/Is+g5q/v4EE6S7ggnnPm2MqvJP/PPUH/uN4J67Vfhj6szwC4MZT7FyWvrvz8CMOt5iGfd1fsqSUt4u1lA68xhvGxQoi+1uwGE49ltvGwy+TpwvnCAW3PHLyIRSHHbDy1//jvce3Tvy5BMchXfH0dn89iL5embD7XJpmL7nJUIP76OS/8Uw6jJAuAGoYZCveyd7aZd8RQ/qv5D8yEtb/FoxKu/F+S7NC4t0dd+93YazUesT0ZbzHSACle5yvbfzImi96y2wz/LOVFabmJeUcDAzhZEP3BV5LBKmXM/dRrzXKilt0Xdm5nckPugelsEfRZbY735MCY+PeNAKrJLUywwSjcJ6136MMS/LVzETOuBKnpAsdUbkQZCDG3nvBinHwnHSlafMuw9tsB0mniMdxaVtHo3FukHSWuyCHVu45a6/0i14wgzolPDIl5hE/752Lz0OXZ7DKOkPMIuOiteLN2oQDT3x2LDfZXSPTG/lpR0lL8fjZXI1G6yxXUWP/ijN3BNbBMbwtfJp4QcP2zriwtax1gZTLVJgouo9Kw4BKKzaD+e0C2LPocVdk6sb/FoU7FQhPemVYOV1118O3S4aEt03ZjkTrROFwTifuxy62eNNaIVb/0yGnQQ/v+Y48YRow7A3rZkTHouzxPvlGtI6FpzotVC8Id74ioIbsOu+XK+8DoLOZ+Oozd2+O6OA7iy6xsMrPLzRbzRuoqMyz8a1fO5nue6YHNpIa/F52N3P68Zdd/fSwrBT5Fnwn1w0VxxtN2zBCM/Dvlh86R1wg7S+uvUvk2zuQ2U83BUprqU8+bleB+HzyTp8aXUSPytc2t44nFuf8tMxxdXPON3ZGC1l3DJmRMfP4N0L1T88I2McbVh+xDS6Hiehwn8WrHdm2LJnx3wVhaVfltbJ3aO0xaz3vO1ulTEpHLZylsozsWuaQ/ixKENGqJzgyEh5D0+ZfN3RZon4/eA5fkPSeS1db1fsbMbDUdgwGguTcyftcFkmIntB7GjK80eVCHmeAFjyh2ERrGEUiTTGu4+zHHr2xr5hN/j4M4cV50wm+nDFH0g283273+qVY8IW2NpcHCIvZQuLXbscFqVnuHsF+M+/MOyLw/wWOnrWlLmPZNK7KDwOiSnhd1bTzerQT2XQvuC6dlO4vMO62KHvVbYL9HZjYq3OpodLjw/l2g7vFEN0Tgk3jig4GqND77McPohaTnF99Dz0g2sBKHqnr33f3xhrWoO8934T4qnUDcFvxv8Yu5luBr/QXTQae3c+Fc/degGOL9FJcPI5u+PoE4fhrDP2R+9zX4y+aDPF7aFM4W3cf/TROKf3Ibjw5ttwxsPuqebx9mkY0LUnjj3rNFzYrzeOjPn1n4kpfABbUTT1Av64nF6C2/XDGTHr/mnccszxOLd3Vwy9/Vac/miJbZBK+8qZ3bF7r7NwydlnYKeuYySdGYuz2jyJcQ8MwtXX3IQLWq2P7mfdXLsL0YgDsM1+5+DyYcdgl23v8Nz+jcLIy4ei+2E9cOTB1+NNuY5+HXkhBnQ8Bid264XryOwPW5bGXYMb2gZYtfP16B+5P7GM6IQd9zsbl19C22h3v99DypA/e0Osxsej2x0YcM7byHzbDV3arICg5VV4LvaFOYe8/2z96yQcsmErtN3lYNz+xLs43zSavYAz114C2zqvLm+djGtp37p174ZO1/8qLZcv4N7hJ6PrUUdg186PhYpDTf9Vsd22fbDrwQPw1PtjuXGbjL1VsEGLq3GT+XrwPS7tdyx6dxuAs0+6EsVtFPzgfGgP+7XLkfMnWZvUB8f22AuLB52jvu0v9sFVZx+Nw/udha5H3Oj1YX0TN/EcGsEq2LZdP+zW0bNw6fE9aKPFsfTe92DY/jvCjg2lG/9QejgdJLfyd/ei5/7d0bP9ubjh/rH2PKXHYPQRHXFKn4Nw9g13497YlywLd1k7KXzjl8mXrBI4f4TMa/xlMjDdAFtRZSb/QlrN6J3Qea+OtqUvQa+zT0/C0NeewRV9e+Hq/ptisXbvhnNgzBo9EDcM6Y2De3XFsVf+ZD2KVd2LRy45Gt2OPAQHXun8r7+Dx689GZ2POhZ7H3CDTAxF8LVjwjbY2sy9saG4Ne6KPtKyKg5VLDGB3tfPXGMUpY7DnhDjeSbV/zS03asHjjjoIlxyszzcyp7EkH264IRuvXHl8FHe4N2vcHPH1jjojCtw+Unbol28D5Qll/QekdZV7HKuT1VlZKTg8T64cdA14Vei7Nr04jrqfvkYQCQOw0nnnYyWJ5forP40KcQrb4mlvS5Rtsu5/5GFqHoeNx7SEwN6HIgr7hyFoc8W9WI/ifsd8/HbHBeN+c54Rxx//KE4sn1fvGQMvx9x7+ld0PXAU3DCSS/LPfUHHjnuaJx4yIk498z+uM0f+HjLmlgxWAvLrLU6thvwIAbHxtm8jKf2DLBhhwHYK2xW/hiX7nwwBvU/FGcOvRwXRiPegWHtsPfQT/HZbXui7/Bf7QBZw9v48MahOPKwY9Gz06W45117H2RfvQNDDuiJow86BteN+trrMhXNDcHkvcv5y06r4+Dd6ZkcNg/eiyP3OQxdux2Lbse5ATa/4DZ6Bp58xACc2+MEuQeZ69Fj8aXQ5ozTcEivh/CrfFd6aFk6pif7s0x8jisPOBjtVw7Qpai3oK1WvH6Y0hsnmPEAx+OMIefj6+lf4Jz9d8NKwUro5Ltie5veI4fxe6c/LjztWHT333ffXYJ2z/6KUeeegqtvGIy2a3TGWXcV3eFjT8QefO636oQ9Fl2HTD/h6X3Q9cgT0evc23H5wEdi3QFzn16Pxy45Er3O6IuuPW/HKLmxvz4/6icwauW2ePCtK7FHhwdKqAof4s0zD8Vu9B679Px+aHeIrwZ9i/N2ehLjR52La0bcgvParIte/a+D67nFFL+io1P5KnpssA06brxe1MqfG4rDjzgRvY/qiU7d35BWst8xqucJOOnw/jj3+O64yhvwUn35Aeh+7CCcfdZhOHHg3RjivY9qvGuGiSmgZrwgPRfXORIv/vQ6Xn3lTrQLFsNGy51KV5OjBm8f0xqHnHwpLu7bFgdfWl5rTp/Kodawa9XpCKy90vXR+5bq/MiOAVbZ8Wocv9f+kXMD7ha57vPeKAKhN6WfwB2sLWEPaodf93++wfuXHIq+ZPgc1u8KDHIdTz4aiM6H9EHPE6/BFZe8Jh0ILR8e1xqd+9J+nLwbugz9hp7UHi/0wGGbbIV1u92LB049wXoay92Ap1ovh0Uj7zC0s6NwN+kQLTpehh5+I0TU7OkptDfYcV3sui4zHC8MpvfutudjpP+adIzogHaXfIWvbm2L3rFeHXSPzYhOYmHo+fFxkqjEZd7Hg3AKGebzY3Fs5744dXA/HNfpLAx1xh+X+cA56HLoWebZcP+oW/BY+JAquqeZHI9EFFIrYsP1e2En9zhOXYQDNtgNe/c4Dsd33AS7d7gedvhuBe4dPCE0Fu7efSeccM5p6D/0OlzWpwcGnXkuBvm30A+D0XWbQzDw8otw8pZtSnRhJGM7bErhDjBRWzgS0QXPHkCHuWd32BTyCiZ+/RJ63vAOXrz6BBx3/snYZJFuiA31TfEQiJ5RK1FoGVpiRooxFg8wrWh4bnvs3nUPrLdfzCwSnsCjp3XBXsddQLrvqdizh+fh4rsL0a/v2Tj2YHpmDD8To+h9aO+bOrWZuaKRRkojoGMf039rUZjN8joovghjRM29pi/uHO8dXewSm1MiLyjzjuY/42vT8JzTlicEOLDNkVjTa/yZ2/M07xG3iAZ2CtA/ctNXMUd3wHzmMPMSr91MzvcXhXb2S1U+/glr/uD108omvU7Gg7luO0hXLyJR38PzIRy06aFYpFPYjzVOaCw+g1bBBtj55JhblAXg+lPqp0gTnmf84ynA8wM7w/2CeX0W6qx3qW+ajYeeu947pCngLr49w0upounOdRPXs5jiqz9X5RTcJzCSn++e58Ba1Fe3OT1P2aa+H+O63G/tN0TnxbuiuJdh0zPTfz3VSZ0aQEMv9NxbxkPtZl5B04pWzfneNi/nd+M22F/EOHzsa5rdM2POjRQ6iOlMHgXu7hALRQp+jtNSFKqjPLM7AbSc10mluK+kzR9bI8/LKT1FoVrKJIU9prPzDebvXeVUVM3MRjPnzm4bZH/nZ/A2aHl1Nao5DwVX9Rz7ga60aZl8wfhxt/tmlzMmD2+D9t2tH+67v33eD6pYngPlCdPCOtGvn5c24nYjX982GIpz/d1Ds0DxHG3H5ONz5WWNw3WpRKVfbob2szqFSqqHq0Oez6+pF9dB9sHVyaRlSC4gX6C0SlqPtm/LolCgst0+0XoFU6808okyjDU33QhxeRoYhZN/t13NuSqzLShR9YuOEe1YWD+vLm5/uW8118HUjeubdrO9Uzly3sO6FrjZOEN15ePB51r20WyLjwXJvB4ptNl0AokEpctDw/mwN+Nh+TecHjuPKXU+oTyowjk6BzlzAulPDdfbO25UN3sPcj3o17sWw30tOgbhPodpvD90vHJ0/Dlv2VhMdDeTNK3Xckpk/KQfiS1k8F66rgupaNu0KT4p5vibNHM98/Gjf961FF2bNm/sfPAydwMIqT8itcB6JxGBqHB5xWXr0hdLF4DwfXgPpj41EG3M+LEkUlUZJFJ5ZL0vjJ/vu3XM3KwPc7xlP9yzJYTi6epc9KyS8xkeC3f+vPXtPcX3hl+mrM/PwiTJPEcM56Nl0bmIjl10nOU8x8qS/PRrj68XvGWxc8bbonLi9wHlsbnrJH5spM6x/WWZ6lhyfymd4pW0/Wr33KdQTddFiu5N3j+7faoHbcfW1b+W6oKWp+iecpdQTTVmUFlcNm8vV3x8eP/D7bt9lrqZNFqP5zyKLSdo/RmcNoP2sYYCl2GOIQVON/WVdbz6xu5fWu7qw+fDrCfPpzBQmdHqVK+5fI+VhupI+WLH2NzbvL7UlZbb8+udS94/V3a4X1Qvdzz9Ha+LXJr2xRphTE1NmnQReQ7ysyW2b/5zg8u3ywy0/TSlzaD6USUpnq5z3Wo6xqlUAlnaB3PvisfPwExkxL/vhB7RZs3uwU4bib2rZPvxe5XyuOz17gcfW7r26RiG1yTVtVrK53Is/vnifFH5PlHnqE9sd0Jv4rFZU6chm8vG1rPXZlGgc1ALPtbhO5ax9UnHTogg74e67jP/GWLSSxRRH/lJT2GPttZMmZGlchJJqhtdU7QdWxbd51RXvo/4+IbnhfPQr7mH3DZpBb6n+ZhG1zBd87K4FrRv6SRdZ3VmKDJc5PiaZyA9kwp8ryeTtrdM1YuY+dIAtPF7EZU4Frm/o3cjd3/nnhD+vCv5Ciqb3x8icyHh8yh8ZnjH2dTJHn/3bC6x2SZj3rWk/Fu8c3o0C7IJG6HPJ/YQzvJnelOaMfTCcKdqsnhAo7CxPxFhQxT85sAF7jrcDR39kWh1DUZpFpCC5d0q5Qe5ffDDlaEL03n7iGoAZACHDrbcuJawh9WvXvcXXnYVVhff2419uSmK8h8m9pH/bJnnJMCinV6KWsfJhFkgHyvZ6IU6686do49rJuyBEdJQPSu9oLx4FSbyJkf2iT+mkEO7h8Jxb4gZKc2Lhc9IqQ9VShYY6r9hvC8DCyiNV5Cz89cua0z9av7tG8t9ZbPU+J25a5LR18ErAuz8LI+YYqpF54ivO1uazLKZz+dTURY6mt8dFLa6Laws4Pv3n/swFdvhedx3cB4xl0YKveC52SedRjKZRjqdoJC1zYlNeTW4JsX/2gXWSFzT68J8I+Z+m4Jkk7+bbPMmTxxWqqU6hmlqTiOVTCBlumtIekMhhb72KtL1L5m0TdjN5vzRgY59PSymBlX+YMdGQ8eCuzIk6ZqdR59xsl533Gv569Gyx2KYyG7n8nTDFCjUd9/kctwVxO9GoyiK4qhZqN+7Cw/8nLdhwYf2gfYjtZBfdwtfSworkekkkuXlKC+nX9O3UJYp9dL8bl6qDynvVRVxbxXzk1w23ge3sXD908kylJERz/3tbeKC/JCsQaqiAokUGRb1GjBF0P5m5/k+s7GZQiJBBiT3USeZbM8QO3t6gGMnQLqA2fosqGdCUZR/iXwG1ckk/hAdozGPwmaP+XDE+lOkQ832453SzOF3IzcmyHnlRgVSjBeE0/rf6u6lKMp/DH27KoqiKMqCyBwYKWR9+V08jvMG4lDYipL+d4Y3W4j/KbMx5P1vExfg+nvewT067r0W7HkiZNae2Ouaf+Cm52BvXAsu7LHGKZjj0T28xtqhdTQ9AB2AOVdCC3nvQi7bCSt7U05X13XsvMkxg2Pel7lcpIVkjg93e6wY7t8u8OdqnqveVHNMAXmZ6ZnHbthZzTlsi5Uv9453o5pSPOicRW1jn2KXFaKZDfh5oWaFoiiKoiiNN1IKaW/Kljus8mK8uX1kZ8J0YYk7YOb+y8jUguzekBQQdnPITYfcD9xXRgrsopaWszc+drOWT3lTEoblisxQHvOPmyZN1w4f7k5jXcdxX3d2ucpu+lKV1Wiw3k7rZHmcALtZ4zE2hRKd5rmeZp+s+1xWvmanYJn9rOJxPBSqMlyEB9ebu6jkqM4U2N1ciurNLhrrqHcmEfkuGu+O0xArVyX4GBZMs168PN4fm4cOH23WDvJ4a9OlcfEbb8JMyppMFg1LrOtYOyjdnEN2kycyu0Y0x4fPATc3urhdlqxkV51mZT4wlFZFdbNu/rKlFODLZf/2FZmJHXOK8zZMsK4vratdCSzzdZHLIEsbToyfKIOq78Qxcuz6GJmNFPt7O6VdT7/xDmdVdvb34BTYeQUnmmOaSNV1bEw1w+P8ZYdNMPj+B2AcUHnO1B+ROqxsJMqbKsO4BB2wkoW6482/klQvfI3a41LgiaJKXavmHFAe/pWkkHvk2G8gMuXJJOj80nky+8ZwmWYbfB1L0jS5Pr96FgNXXBNmXrx0WlzwPoexss+B+wBBzwtnmMWvJweXLe5h6XzSVUV1tm6xs9m6j7+iKIqiKAsWjTZS8lVlkW+lpFUwHhORlcg9vk2jY7AnHnFznvHXajJsqvxWkJoqz3tTlnSWWZ5/7ixmkaYRMyZeWxLrrHkQ9vNmDi6kKvzJOs0I2WSaVZZiqDyJWbKmb3wtBS2ElaBMkVLKzEKWyrfr0W86gxl+wbNIcaq7UIL9YxfXheH9L7FivtiDVRaZEvliLSlD6Xysf2s4nwPbTSG1yqP9yaZi+3AancvF+rwmUkSOFMdM7FiLIioiK5bJ2AGbUXvG3ZASx4AV09oHBrOyWVTN8HdCFNp9RGTqPZeNoBuVu/WPIkTw9npK3KeC6xEciJtFDmGf/RKNoDp6h98M4G51rUgeX9r9W13ECDLcvJ0058M/3rNk0L+ItaBjlI5NIlSDqthBo/rRdVRVfD/FEtpiB673miI2kPBYPL2/2bdaUya+24bSD8cHIvIaWTJC0vHKoIp9y4sUo2ins1V15GPoevJLVRRFURSl+dJoI6Um66lgvVmpegT/J+KcMEdO0ZpEK22yYuYz86rWvxglcvfRIjrlrz5vv/PjANawWlljlcu/rBIf+DMLcuuIRJueUWZ7PF2Xwbv07+F6BHd4ynV9+KpxBdanddc7S0Sffnb/9hKxJPUd83lxPmpytvYz5dhvZlIbzS8XtqT1LxWpHhbMm1JRFEVRlCamUUZKzvsaP+nHt/ClUdR64OBR9rP5VPOX+OZviRTx9n34SKK1+QiPPe6aX2oTTjpTzMz38GW44Xq4fAVscPBb8KdQmFWsEBXJP/VdyypmrR7F/yStmL8fH42XJc74e15a33oH16zGx21VrN7fzVFbhGcYfLRLC7Q9aZxIzKxI5XV9ajzKan2qJrzyvtqdyjtxvEjCl9eYbk1mX4/jlpQZOL5jqfm1J+KPPyRaks/xjOnPI9yxB4aMquPM/dAd++3rHzna6nUb2zosexxukbQYWanjfiIz3D1JosBkPHP3pxj36Ut45atp+PgjMoH/fgz3jynHN08Nxxs/5PA/vla+GILnRz2Mi/zJIYnvTD834a5W6CDH5KhxFUjk38eFg6LzcLdZ9osVvt8RPffrh5N+s6LBtQTmvDEW3z+IZ5eSfdiLp6DP4LQDn4iW97fLbBeyJzC250ZY7x4j1EECf4STFpaiyML88yk8+L3E6+L3sd4kjT5S7wYaKX5D6N+HyLpBX5Ly6Hdq0XX/rfzW4k+MM31GZ8Pzx2D/dQc0eEZ4RVEURVGaP40zUrw+WPeeeijOMorHGgi2u4l071Nw8EZOGaFw1J+Sk5jk0vfDsJ2jPOeahVV4z8gb4eD9N8LhsixY0WqMpzqZw4EmyeL6yAcDMdTNiH2ZLMPy0TomdMHynrxYhWQjkyXlPsPnU97M1KeYfC2u+tVIzxmjggLrWI431rNp+++LA46Myt5DFrMyli1wf3kRiVkmzzIw3fp/vQOvyTrBz2YxcERUDocW3e3v2iJv4SysCmumpN0kFVPvwgaSh8NGLl/PKI1Dix72d1WR13U7/MbN+L2X5FvvULz+2ekUP5NUYOEYWRYchV5u1tIusszglu+Au67fCZuY+G5Yin+NUt4dbU0ah5Ww1p1PSJwCD/hAB9yyJMt8sOi8f+byPscLI6ZL+gEiM9z1LLTaJiOxrlv3BkwzaTfSYZU0q/0Df21i5WUuQ5f/vY8b3fKgNd6XLHj0UFy7qU1vfcEJOPPMLli8ZTRlvBs/EpxxlvndN7z2H5dhJnZMFY+dCPnheeROlHyLHID3fj2V4qfhJ1mMB2RZr+7m9zBvhthYt7LrXfqR6NlG4uyxwiBGIRlHURexd8Jy9hq8bRgP/CbQKyTtpPNxolv+gCwzSFoHK33g3cfuvjvHySZ4zU7XubSW+Bhn0O+N+PzqQ3DFZlH+jSSr5R6sZNKPQZfjXR5X2VPD8UMmbEBh/U5oE6ZJNsbvkqgoiqIoygJFo7t7zZrpfSPdlZWCW/GEiJZ2VlnoJiLD8q0SN/QyeXqZeGcM4+UmbjmB5XCELnEnyxTCLjKvWXnx10UmDuA8LdBJRNKMsLEpZ4Cn4P2NXThtVxGRRtLpkJkyaWUpBxbj9SgYWTBlSRyv4N1DfZk4q3idAhkpGWTDhoQf7XIK0aHZx6adLaJhc8l3KUJbyuXbU7TxrFWA87OKBnLwuArKt2OotDNbSnnDMElSgANt2paVIjNL2bRnRQxbp3pbo2ZVEZkDubyjcIOIU035DyByjrWLKWujR0Q0jAuNhY5GPh/rsMxRSffHO1SatEMQ2p1MKSPFDPL2d3iczRMMiboSmmuDQqiU323k6Or5ApPMOT8z1tKG3zltPdwhIpwxSdhWRDL4vNvhW0nb3ki2Ttau91uTVjN5gitEnOR1VnvCrh94zq4wUNJEBJn2m5rtiMj0ZXlL+L3gCnSNROYRL/9M4kwez3IZ9isB3Ra8nMIRItOaV5ptBIgahySP35LiPg6MEJl5X9L8+mGkGDCviuwh3gGPFBH4Cp8ty2mdRSZulTKl4Qp4Fn1MeQFdnY5y3GvSVo565fEg/nnXF1BRFEVRlHlITJVoCDOmTZEYsQcrBf8XUxG5dcIoFBeLyJiWhqOw2cjou+bk01y/oQtwtVEuRHREzRrEkrbMp0SUAcbrimjpZ/N4iV+xHGk/Fk4LJuAHEZOuKSWXRXXYO+b/sMdaT5BZQcqlUTIrMM18Vff6ylxk6/CKiJYZnrOmPK1KwVOSciP2xkO3fonvKF5tumVdZOt8lT8yZxyW5LSYdg75uv22dCcTI4XCrIxzOMxwnkPRXSTLeKzF654nojDQlHeXN5CZZQqhIij0kXTT4iGYsUgUjrLiuhyPW6p2eXFXJE4j5XOMiLjRrfQi/nfvxTiF+xkVrFr8ucl7Js4wkpDmNAq+kZLj4+yMAaEt51vbtlgxz2xj13tIZLOvEnWM5rSopcSQ47RV8aCIPmNM/frA2RoG12Lgdbkz9SKDIbryF7N57hfRx7VmiGgZYI12dz28KHkGicw4A9lbkSc0jYyUHczydXs/EzktmHRl1IJj1g3oavQwBhoFEcPrY20RDYFtNbtdRMO1uKRWvqfwMKfRfVebLqbc8Dh+J9s5UWRDAX+Z9b3ua3ux3E4E4W677qkisrEVtpQqiqIoirJAUayqzZZMMuwEBCzNSsGFcKqdNVYOsErGQCMInW2aF5b2O5BvGV8WtHjD/2gNvCzpT4u8O8sb4WgR7XY/wjJmfdff/S1szfJQEQXr8nRi6L2LPYLVielqsozZ9qJmPW/ESXYPkx6FlbFfUf95X2+O+BF3rmLXuUK6X4WtF4YdbZobY2yMtUnSXW2sSfKNlJirZmM8bImOYjXaH6mnM1JMeWXS5estk2RhmULRGIisyUdh5xG4xcRXxSou7XTJZORbI0WzYJevWjSqfITJ9yuZYXUwemtb7qXcDYrzXo9YA9xUW25gm2IsuZw5zoXY5D2Sz1zdwxBcx0kBVu9+o73guYtU0XgUmC59N8cN7jG2nH4ihhPQEA+Z8s/DC0YSi7q1zR94DSfGUMhO9YwUydNfRFoS2uPn2WXtjWA7q+HbjbEm53cHYkdZf+e7cRv/BhvKdU9hxY8lEzAzncVMz/a9weVxYddoXNLzJm0T63ratfrMbEG3N6WHTRXL2vU2FZG5WMq60YpmP9wA+9iT5UL0N2n3iVxA2CArRpe7l0MjrGhgzB/mnhGrmLjMlNfVClLlaTL2xTUQ8dGv7/ZWFEVRFKX5MgdGyl8SIxZhpWC4122G6WOVDKfAMsPfkQjx076ky1llgjce77D0C/I3yjIKoS76o6TdKfJlVm4ZW/lam2c515YxnvQ5kiO9xvAbpwU/hl+RE+KLNZeNOldRBluWswmYDpwmcdGKws3n78GGbp1WkkakU2lP6b3fLqdwnKQAP9i0mCG1u02LdQFLiZH0jhg+1lA0yrlvpFzIedbD3qLfWva15Z0ioiFtx4sED0e9upzyzOO5mfMD7MK/Jt/O2M0k1kUnu64fSnivuo7Tl2YTialGyimqbh1/QLxJOw4y5YtlouTbQWSGjBT7sdyeR2t8FvDSyjYv0E0u8iVwYSdOo+jaAZmKRZgxJdf4dgj33zJlnCwi9iH5eRt92tSvOy63omVrmz/w+oxl+CIpZaRcIuJdFHcXhFzXy4toGL+xnejRtaS0snm8y6w0Mf/TNyC6A79GXy7PBEna08qhK3FmrOQJW8hEXkFE5j5Jc/3+DEvYa3UZEQ3X06XJecWIqqS4tcTYl7MpIzRS5JgHN4ls+AOfmvWjjpv3GTl+FP453K4bni9uSVEjRVEURVEWSEK1u6Fk095n4qdIKVhc4h7sYnUfL9tbrFB4soHT6GfMAeuZvuSL2lShO16U5RYeV7GZJ69hlJHAm9g+VKI85f7XWBnC4pTmd32qsZpyqsx1jrkSu/F6MSV7ou1Tv7GIeBzXsNxaRMc3lOZtMFPmuYuSmcr9cQOuzluKZPnVpHk98g3sTWqVYSIIpiXlb//AcnlvRd14DFOwHK3rz3/IPEBpq8X6Utm6hGN6KG52RTxOkf4eY8gq7PnsKoqNpd8tbOLs4HLiFi0xEStzegsRBatIixByJNmKdO5947EmPjg65+YDSe9l6x1atsROLFNwBoLPVyW29xineR4CeF2JYlWKL1OkAX8SYKVgX/QQkTFGajYphhTDZQZYSiRsTnJYxbXNstDlseFtvOxvt9quH7hZJ4VfjeODc0Si6yI5MRqbYVo8JB7CadL9SrpPxrKcbNOi0zLYzKMT+C2gw0qs96ekRX3NiG7ozGnOwGHHCKGlfhjl31DizFE4hfPGCh2OQzjNznJpMeNhuOOkRyW3QrYUgcnibzVSFEVRFGWBpJbqUh/5bDQR31tuXIIJAzF57PfIpy+Xbhg27C15TR91DqtfhmF9D8FZ11jvRcbGEA9WQfA0jt7lWIx6+XL7lX+NB6wD1WcGY7hbn7ScF9yQGOMNisKKu+O4fdaUuCzDG3EPQNfDjBX5NPQURGGtMUh73WFSYTe2n/Cgy7P+IvTbG/tuFdgB9xzM1/7eMrA7wJ777Yqz738Cx68oXrg876rpdHkt5dSEltuQbroo9r66Z5R2AecZhcedTOGgsgL+wVf4XroBmfDgX/jenYR81E7zzoA10Spc9zj8OY3d796EUWYQsg3t6dj9g6/xyyVRGntwsn7YhkZpEtwH8rTzbhYLg8Ut8z9WXmRtLLnF0raLEJ2nZZfYCGe6lhK8hfNYGXfrbvoYXh0TtVnc5NKDHXFSS/rd+3rSq13aBdYl7ifPShcrDsvisTe/i7pJ+V6cQiN6KylDRMbth4hMvmYGXvY9VZFREg3vLvYSty/MSKo3vbSeSdMaVf3tdWT/uvRb8dontmsgn6p8Ji0tYMzN0brB0ubX9rCT8UkmPIOH+YLNTkTPMG137OoG85jxGEVh0UPRx2sGyifLpVMgIa0vQbAubrvuHHQ9pre9J8PmiwppqSDDdb8jccD6kt95DPv9DTwqyznc+fI34tTh6NCr3Nl3H4JgtbPE458NS3S4JWzB+cGlL7+S+T1mNFuTx0gLIYdd0cn1QEvLuJ2V9sZue4kXPaq77RVZiYzX2hrc8hm+4eS/No3SWj6O68PhL5nZTLKqKIqiKEpzpFFGSs6bl+Onke1x/D4tsO4BHdHqsOdQYbpNvYMLe+6PbVvsji1W2hkjXc+rs1vi6af6ocdFV+D8Dqtj1x3WQtBWlpGK9+FBK+CiN65B1932wYAupGSscGnkKeqZfhhy+IbYcNc9sdnOJ+GKD52GPhVjL+6BrVudg8cfOB3rbOqPNH8JV+99ELpvvQ5abbcrzpKxIrmR+6DndmujNW1nzyGf+HPzIZf3P/1eaLqKLb5bW7RocwFe+druiJkpPBxLcAaCAc9haOd9ceqAg8lmaolO5/jzPxRQyLHnKY/ha5MhsxSCjc7AJUd3t/NhfLQtugYbY3UjfI7hR3fGVuttiQ3WOxX3G0Urh/cGkeK46jbYfqM2OOuhRORxyRuHMe6Wjjij2zZoue1OaNHtdau44RVc1ecwbLHmpthwvX64w5RXg/cHHYPOq2yHHTfbEiffNgOhK4SPzrAun9fth71irVSkN562ARYjpfHIg1pjuWUHet2HeIy1KIdesN3JLhOFvxy37bM3Dt14HXTq1QMdh7+ND3/15/C4GUNacP6NcdaFXbCCGdzyM740XquuhNFdf7kRo49bH6u0bYNNDhyKq5/0+lTRdRldmXaMCjsxQPIsLOb365r2EyrPuViMsojPL9sBPfbbFi13oePc4258KOmG83bCUctTPVYaDTfW/acrj0SHpdfGJmuuhePvnGiP30fn4pI2y2Gr1ltih3534hZvuxkZNxPyzRBcwC16K5+E1q4VZdrlOChYCTu0XBv79LySzGzmIzzdZTVsv+VG2K3nKTg6HPhPZZ6yOpZaYV906bwVll3sArwp6SGZTNTVcPrx6PbAyziqW3/ccG4ntGi5LZZapF+8axtx7arL4qh7HseQndri5JsromM67gFc12sDbLt3a6zb/gJc8tBEO9aGeYFbQvg8kUG3xPWYPv1NfP/VACwTbIkdD35FxrkwX+Kh1QOsuPxqCKxbP+JKbLPW1nS9744eR5+G6/wmwCtWw9Y978Gl5+6ME/qMwOBwONgETLnsaGy9RTtst9J+6H7mGPvh5Ofbceoam2G79TdDt77D8WQ4wz5dG2qkKIqiKMoCR6OMFOW/R3a2Cl5XUlBXJtWxGFZcKfheqJR5jPsq0BjIfPKdyymKoiiKojQD5txIyeWRL2SQyRRQyLsv2Tnk8wVUZzKoLtByUXC5BSZH+e1vFGQhFUXLOMSW28V2O9VUJgWvTN5WPL+3Di+jehR4NnK/HrSNQjWlVReonmHm2kh5+bBcinM5GQpmQDKty+lUBpcTbZ+CLaEEstzPT2VxeRxYBjhefPw4H+2LqTcv57QSNPh81F2eOT7mmNHxMfURuDxTT/rlJoGqyfKFvDKcm6WWR93nOX0guog73gqegDJHZfO2ed9tssUdDz9Qvnw+Q5umY2My8fZLXQd14coSkXFlixhS8tgxFOf61nMdhfnlOs1Q/Qq0vNY2PEoe55Lrl96+TSdZQq39LIYW8nZcCI+xLDawzPvCodZyTq+jHllKF4lb6XLceijHMnaPcV1ln8PzX+cx4+3zfrl94yCLGC6r+D5uxPFXFEVRFKX5M3ctKaxwmMn0fCQtljgblYGUivopVebsqGMdSsg3oKBSNTZKocQZ0osaR+lCi3a/dL1t2mw2aPJQENHSmPJIeS6R1xCrZxakm4Y8vYa0msTCCEQemalc88tKpYk0DN6mRC2l96VJMOVSEDGElfNS26SEWteRyVeijFrUcZxLri9pxXnN+Wj4weScs81db4Y66lELl69ERkmPLSmVZqi/tnzsa22jzrIURVEURVnQ0O5eypxRwuAKk/7JxMb7sAcuZWEmh+zs+wUqiqIoiqI0GDVSlLlgdorpDFTFrBVFURRFURRFmT1qpChzSR65TAqpZBLJMKSRSmW4942iKIqiKIqiNBo1UhRFURRFURRFaVaokaIoiqIoiqIoSrNCjRRFURRFURRFUZoVaqQoiqIoiqIoitKsUCNFURRFURRFUZRmhRopiqIoiqIoiqI0K9RIURRFURRFURSlWaFGiqIoiqIoiqIozQo1UhRFURRFURRFaVaokaIoiqIoiqIoSrNCjRRFURRFURRFUZoVaqQoiqIoiqIoitKsUCNFUZT5Ty5H/4uCLFIURVEURVEjRVGU+YyaI4qiKIqi1I8aKYqiKIqiKIqiNCvUSFEUpXmRz0tEURRFUZT/KmqkKIoy78mmkZUoKgIEaw1AEAToTyHoVWHi7V/9AhN4eTJpsimKoiiK8t9FjRRFUeYD3jiUCRean//r1hZ9yDjZlOLjTh1m0gzakqIoiqIo/3nUSFEUZf5SJb/VlyMI9hBBURRFURQlQo0URVHmE7Y1ZZr5ewIG7hiQkWIEMlzSqMrkUBBRURRFUZT/NmqkKIoyf8j5rocXxaSTOyAYLyKRVQtFURRFURRBjRRFUeY9ZKCEA+eJw3jAPAeRmYIaKYqiKIqiCGqkKIoy3/n79nPw5JPGlxdRhmRFEslcXrt7KYqiKIpiUCNFUZTmg05GP/dk/Tarf5nmVBdFURRlgUKNFEWZK/LI5wsoFOoIeVouOec/s6lbgZdL1vlKAdnEZFTOqf6az5l6N+fjSv+bpn58/ZTchgvz4hzK/hVfu/9KXZR5hjufxee5BHnK06jz68quq3y3vNSyWvB27fXVZPeVoigLBGqkKMpc4V6gdYQGvYTnEbnZ1O1fVCrzMyTCnMvjU7bCZSICqXoaVGjJAmGkUB0l91zhlLk6w7w4h7J/xdfuv1IXZZ7hzmfxea4F32/z10iJf7/g7drry9xX2tqqKP8Z1EhRlH8LevHm0lXIUDT+3s0hk8nFnWH9S+Sqkkg39UCRQhWmSxR7ywB6E0ain0lMgnY/Tq5aIrODVJ5MGkk+qEXkchkKdFxFXvjJ0mGrRFWzcZum2uW/RW5GFf6RuPJvUaN3gDL/yCQxxc1JZpiF6lQZysqSSM2SpAzJFSmkRLT8jZpkVbPxtqlGiqI0ElZ0beRDvMRzfax/F95I1CDz8RBcdGRLbLz5hmix+Z7o9sCveHf0cHwx0aln3isqX100SDyScjUSaSxSr6ikT3HhgMNxVPudsc6hI/H4xBQyb47E6a22xZY79MK9L92N01+MvmMa9d2Jafl1pL26zyWzUu7J+ToeZuPk0a/FSHkLo0163EjJ+QfqsSF49oI90KMCmCJJjP3Cm0e26NhVO9tmjg+qkMt6X3fH4aZRw3BK+02xzV4nY8Crv2Fq+Xu4/bCW2Gbz3XDmiMtx7bu/4DmqoyO8ZmZLkXH68Qd4/ewDsW+rXdG2wwg8NGkaprw3HKfvuSVaHXoy+o76EI+f/V6kgB5jDb42IoZMr2/7tM3QqPsJI1ssge4HbIqg3ZW4b6wkM19/gLfPPBB7tdoNu7QfgQd/n4ap/xuOs0xdjkHf0Z/huYHvIjQnB9i6bCUivRFR2XSXkdJAcmmvreK6c/AN/cy6cw8cveN+6DCa74vJ+OxXs9SSIuOWfvw75otvpwLlt6NzsDpO+V4S6XyGrRp0A0bfBe7Bfmv0xaivOJ7Cxxd1wgbBcXjSLCNeOhE9dzwaI6lI/HEm2h88Eg//bhdZrsNWOz2PD0L35HdgyzUOw+ALO+CcL6K5YD9PSoTIl/goMXvirTiT3pAIE90Qc4y9j2dh7Itv4flnTJKh4c8CRZkTcsj6PRWI776USH3U8A0J+KsmG/ptcB6iRoqiNJJcWm7jqc/h7hZWEYvCUlgmJnM4D7eZFez3ikzae/1XP4IbXvhThLkk9vLztr9YOwxZ15M77IKNl3TyouhARhSTytArmwyCsJTJz2DAHQkRiFlN0woxQ5SLwhmHmzpYwrYVIuNtp8ozDri+F+J+tx/B/ySdbKik/y0oh/cfeQ7/a+yYl1yedBNrINXaz5TTiH5AKtz+Nuh2qItz6ISW+7SK5I6yCpGq1TRUB9m0p+ztFJV1yAHYYxOJc1ixHdquHMldZY1rRL7CSP+Hj++aEn0lq9NOyyGTysnisbjt9M2j7VxiEom9orSD22PPbSXOYYV2aLNKJO8lazwk8pkio5BCKm6ZK/Mc74A/chS2b/+omUx12vAd0FHOjw2L4TmbC6iY7F3/p+D0WD46v2Pc3Zox90redMPKIBVq/AOxQ2yd5bH3iofIM5AeIy/1w2ax5Sfi0R9mylLiBk47Jrym3zd5LsAD60fr4P/49xKMkzzVyQztaYGMpiIjPwYv85anE6iUKG3Elv2ByPwckCivEFsvxKXbBSZOBySSzQ9+fH0Qzu9wEsJbiQwXftYoSpPjLjrH58eiQ+dLcG25yEzVb/jpix/x2Ys3YvAl98Fd8oYXjsQm3a7BXSIaampd+PMVNVIUZa55w77gFhExZBd5qbpviLZ5oso1teI99ODlJ36NyZJimYi2wQ3hCxjphnzVIwXbf5aY7XovXTwhdRGRMfLeOFDEVIYVmjyq5LP8jOvXsOt8YWVmRhP0/Uo7fb+freMQEQ1FfVLSZX9LTJSV+zk2Bo+buq9q0plkmWekmNaErjj8fZEdBy2B275z/d3jDdyzI+VstcrV7DGpdRwXRfgeuJtlCqaulnQDjZRCsixSK3eXck4QGX9h2eJtr8by8jAfrXEaevnLC3L+9vUUwBK4r+GzfL3JlHMCzhARB7JMwWmOREt/W8ymNs+bRrgQ5xcvr2RFUvlXGBBgbToZUauWY3V7XjmUSRI9jcKr9ZR96HaS5TtJWl3k/4mPJVlT1hOxmCwvW1cEH04PLSZbxgYiTeVlFB7chX93xChJzySqGn9t5VKRIdLflhsMFzlDy7jA4tu2YbexMCt6nH3bm8pvH61ORt3ct9Uoik8BOb8Z5FS5poNzQv3CfcQKgpWxThgPsLssx8ubYTGTtij6SBKitvF/hbqeH4qi1MOs1JToJTNabvZnRfY4xNzwN1mhqsobEXo1JmxPy3YTETXRV71OtrzlPrXijAmJWLeEktBLL3p/fmXrE7wmMnGpLTM4QmRmGMktWZ1kUqh2G8lHhgEw1Kx36l8i5qfMvi51YmuYFCMlv7Ot01ArEhmkYkrADJSF3c5s3lBfjzHDMzm49WFriRPhgv52/4NReIfF6rK4QlUnUmfzF/iwja1HhJWD4HmRiekBBnGanD8m1UCNJO198Tqby/AMRDwv2/pcZAOnXWyjlQG25+VWEpbD+atS2g4iEtV+9x86CnYP/e5sH8s+Ra1bF7L8lgiM+/L8usiGJShN2k1mBWhXVJfKOb9wlMaS8/tr0nlY/kQEx4lIZ9za3GTF/3Mw+PKZac43JN3xHlY+GHiHrp8hu9LypSWZSFXRjTWruGmuBtWx7W4g15EzJYgpkSlxNS3bTOIRn5p1zhEJV/D6QXj/NQrfaplD6zj2OGIKDXtqhBtMeQpeL9qXoyVOJJrNWDFlYSCf8/oXT+b7Zh2cLaLlPHs/OkPcMNKmHSqiYx9ef9Oid8m/Q3Oog6IscKQrvbYPvsmDZXCniEB7ktc3sWuXpBdxh/tMnAdMuFd41Xq8TgAxX+JweXtK3NCAIa+Z0MQBBnPZg7GI92YvmDoGWN7/0mLSvsTKRoiPA0n7DQ2cb7VPcIeIvo6bJ+MonSxHeXkCiYQfOC2JZMbv9y0Kv7zny6TL2f5G4ualTMkB74ZnOa/EiwkHBx6Dy7mu54sYg9dvgbdF8slXRTU8mtZfSeJGgXe6Bv95I8CmXL5/bvrYfYiMTYLStuW0d1mwO9swfWQGEuYC4WvLlhtrA+EyKURfuL6lwGmnW3H8pbhs77PxtZWi718n2fV+E5EPmBnDU0sDc9j8gWuJqrays1MNUpfI5v2JAqeJGVlxOy5vfRqiDnl8dpX5QyE+pILP1aoX4TQj2OvR2sKXAJ+cgIAtgkF87lZCO/+ayFEa2Rfvd9kB73EZK0o64alDJXGq/IdynawmckjmMEqPTJRI9ef87kr7DnctwvJGRS3N9TDla3Ml1skfvyBsMKqP4o/HDVrpJ7w05D3TnS6iwjtWm9G+bI5w+E2ZtiwqTUUBae8aNe9Be8PHqfWhaLK5P4M9ip/OL0irvd8ZLFf3K2MeokaKoswBycnudp2Ag8zNfJQowCfgSCMbwfCn92Cwax1vHwyB96rPf46ZX9+OVVfidArrn4c1hnyKL2W4yqzZ+d30+zi/1xv/J1FLAqub7T2ApyTFlPbNobg3/HTqt8QQqTLveSZ1claYWDONf8HaEkNDZB0pV0QuMRHrTlaD8Z99hFtM3TkMw6V7LIkLX59pFfFptvJhb7idbL7OIvL2MvgGl623JS4z66+MYJlLgXe+tUpPwRpG4z4fJzX7y27HfSBOfIefxFgze5x8hbJUwh9fa/vLUxDZkCPr5OsJ8Hp7IV/IIE/GXFktY45CeRnKklSDgj/4+At0iTqxE0/ieLMtO9ok4j20OVKixD9hV0JS/H5zmtYp2ITXDU9wBr+FH8FTOFf2Yc2TJuCKHs8AA1ke5NX/RRwR2+wb0pUr/p3O1OVwiRKzIs1Tma9kkPF0DjP+40h5kGStuwk7RPZM4M6dEGzJcXsNBK7vJ8My/eR/749LOb6eTY64wKyzWO8LcCgvb/0ArpQlIS9LueuIbLgY5Sdyuoi+RcB5bX9Buo9WtOtSOPH+HujzGTDm2vtwhaTxmJRozXfMdbzc+htj+36HYTmzfMeoPrmT0ZednCx1AvbdcQNszMu3LqCMr9GJrrwAuxbrapsFWHLLI7HfoA7owh+WWko6GfoV7d16/fHQa3vi2JM7YgUpx/9anYp9zwqwr8SR88a9KMpckUV5+Orczlxn14uE5G8xJzOG8OuXXK9OYSiriDofyDjDnUXkt2ADey03KbF3q6IoDSGPsvDrvRtk/CC9Jh/AKSZOQZZGeF0jnpI80cQgxHTgTUmncMHba9GL/RRc+5ht+kgVD4hrFMvbcjcXEUnvy2Ud5JOe0TJA6vWeFXkWcd+W+OA+fGgK5BYfafXJT0f1F49gjJUIHtRqVwrHuHN3Ny439CxUbKQAf//5oGybws1Aa/rd/J6ENVJmWSPFNhh9gmEmX9TOYPkcp7r1+zyExe2vI6AAAC15SURBVOgg7HPOvTDOTuKbMlxJ+VaR+Ox5DWuYstfH3ZIy75B98C6sRHgNFiEvoGzGaUdf4tuidR3jTTqFNv1x368/R32WW0iGkqxSuy5eQ16MBjQCKk1NNdgHhuUSe65Gipi05om9Z+4AhiyOYAWO/469zDkdiT/MMtZRAjxoYj3QgpdtbwRhCEaa/CPkNlq21jVheQr3mXSvqXHwcjiZ00SM7sN3TBnhOCgMw/C1eN0A7ByLPxTXVOQwtrNNC4K98IPJRxjDup0IwO1mOQWRJxn5UDxqpEpMN/LO2MC4E2yHzV3+70wGQdIO/Iael1Pxshu4L0vxusgc1j8aF/OhTXeWj1RBNEZtfPS0vZGXPQFpbSn3zpOizAX0vg6vN+N4wvtcUOYezlmkJ/+GcaHXPOB6c61GDiRq/K4MXwVYjZc/JDLhf/yYX9R6pCiKMhsKmaj7wVD7Qgo+YuEJbGBu+kCU81n0XEigjF5E+axnZGwh63hOvcIuAiN5mcTnlHwGyUnjo68n0q87mCRyerL9gpex3bFKfh3JpT0j5U9saPbrfDG16KWbsR3XCjesbMuuM0yCHVZBdRIDJOn6vEnLR/SFPy9Gin1zh7rL9A1NPqteeTijx/w90o6BCD4zEvN3eFCfNuvfIlJ9vEj5DpJ4LWam6XRO8hwfuH38UGTekQIylSnkqlPgxpE5Ik8GHVLIVs3AFPdSOE225V0zCTOApxJJ2pDZFBmyxsMQx5l0IjJGl+b1B4ogmEk0A6wpomWQ3U7YwjYeicxM5NMzMNnV5TKpi9evJmFcVEtd+LQU10WZf/gDwrGHOVeLviSi3Hz2niEThJX7pYwAmK5Va8iX08so7sZ2bWPPtzdwvnp5ew10F9kgA3XXFjHkSpvuHmuFriuRHN1lBWfITuAxLBeIIPC4uaC9CB7vcbprF6YLzuQT0XHMMthOoiNo4YqxbqDPo+OR7+Oq8B79gNYP0FokHpdlnXOI6DBpfocyloPQc5nlWJMWugHPRCN9nuL1D3E9VBPROEBFmRvoXW6f9TNFv4jelgnbh7g2B3O+pTzvXtOi94VhS3pFUx7vvs9Uz/8nuhopitJYsk4F+BMTzUsriFz2dWV5GRGITNYokHn/q7esE9188mgoX852y2llRWaKG8DRSPJpz6Wv2d7ykQvMyd5glbrgiQ8lyhxgyugk3cjmrE7O7AiNFDM4zz8ObKTYX8Z2hvsO15pttzWSgYxEewZseTb3qrasyOIRRYw4gNOjkSb4fXzUpP2O1KHO8KNkpEPCylTeGyVymOQZLDK3dlGVQr1DuuiZXTJft+oPg0xuImGvGcbaWdPtmAAKblPcTStpd79uyEgJj8EOvP5GiEy47tjSlCmiQ7q+PCIiyiJDx9blH/wgdYm6PFNd5vSSUJqemJHSw5yr4DER5eazj6M32CNCdA2k7XkNVp1AgpcuirhvKzzBMoe+V9nfsHWDQmw8HXMZVuV0Y72cjj9vYSXeLCCc44bTkG5NeTyfF4ZDbJm1GuqM6/dbooa6MTZfGFr9En34YZz3Lhf2fkEWOOyHkCC8YQZZ70cHi+g4iNf3zDDzvA/gTzODjPUA6AwkZMOnjW196urupSnmW8/sbmNFmR350EX+JLqN+ZoUkUiUejjL/Rq+c+iNU8E3onz4s90o96Vs8bLYVf38xtu8oigNobpivLQotDY3ehCEvT/x8W2HkuyPWiiB+apNQcSQnnWk10OW+wtkKuk3g2T4/Mhj/Gfu690tUsdnQmVzSiJSYeqkyEjZ35TRCa8aiUpyCyfeLV3c1sSi9LsIx5fzWldC/8J5ZKRvg/PuZV/4FETkcq2RYgu3x3glLGHKMgK90fP0zqft8+RxFRUmp1W4WmN5ky/UMoSbpAuTiLOBu4xtJPHaZJGcXIVpVs/DG6ZcCm5Eun/APOpIrhtzmGitaZPFmGpht0PHP4TOd6T61IFvpLACGGyC0AHd01J39zHasRSnm2ZBD6rQNNdX2R3nvY1kICVstnVR5iNkxDsrF0/Z8+y6lsrNZ8fY3oF/juVzaQTi+rC76pEr0r0sqaFXudDj9w84x+STrpVVdQxrr45aEHgjQTAZk8jouO2PL2G/w3BLs4nQjbeG7SYlooVMkO3sttlFRIzFOP2C6Pp2LklG7o7DVrfrmBBOPMmQAjahp7hYtWGFsABJc14nMNDKketBy5k2X4i0Bn8somGCTVtORH/IjdlHuudqGyYlFElFaSD50K//FPxtnuEiEslp8TfQFL4GOcQuWod9cNh37x724+SiRjBkmnBS54bSwFe3oii11U35eu/1u582qwKuV5XN/j3efOEu9D31F5Nk2E0eEkWzwNoBocZBrnmpD/spC9O7h5SAZCaHArcgkPbBH+zrpNbbT76kisRMybj+SnnkSdmtpJDJFFDIpE3XL1N8zEhJYCNTtwEis5EiL9Xkc7iSJxVscRC2a70Ndt5uM+zYZh+03mh10499xXD0dcFsgwmNlBO4TL9uzkjxcK6T3ZdgYoZ3vCNOlDlCXL8W4QV/Gy0w/OIXsIdxr5OLz2QvvEZ595P47DCG26YiCPWdmjlH9sF3TVZZY/yh1Yvf3YuUzthA99OlTBEtu1oHCyb+MP565GGs9bgRPGQ973xwM8ps66LMR/iDgESJnny+jhI1f2bxENpd4t7wRAkPAp6X3nGivdZlSBrzk8kToNhzKbJnoE1o43pGsrtuKEQdurLhSL13dmfPV1FTTWj0mhaS0CFxxAOc7h4E062xIJLlRGl95PjPODY4q2jc2G+mLkHYJ+sKI0d3yCcYHa7vYdLCSVyAsSx3EcExwpT1sEgRtkvZKSKVYt48P5SFnlRSzPSZgHHtH304SJf59/wgDGh3Ca4TyXIT/vyNNRXG/9y0mnW64X2P0pYURWmu1NJoEzjKvLAoDJOkIgpmlTyeuPt4rOZ/kpsp620hsmFNmxZYR78c3/a+362RUgvPj3AZr7MK1rpdZMEqjW9inKvjjSYhYhY9bOr7eBcbk3Kw1E2G5vHA+UbDX2jsV5rQSDlH6iZiKSOlUupvJ3Pj9Z1aQ7z3Yswz6AOS1+cnmdfEdL3g5esPxY7GSCEjzOxgEr+F3r2mxetT9jl+lvr4ztPy3FfjR1tuENwK3yzi417SEVs+ZVw1T55c7N2rDGXl5ShPpuzpyHva5QyrKFqHABRqaYRksEqsFIW0ezl9gV9MGSIyPy5tywydKfB0P7IdFsiI2XSbLlj+abOITo1Vcrlvv8njNepYCqpgNRvouoiaUoBN6Hxtd6lM2urdP+PXtV65wslmibfl/B4lMlFl+q5z8O77v1bF4iZNZCJ7WGBaU4PLJYEo8+b9Ocvkvzb0uMW9oGwtOX0xBKsbweNVPGPWKR7z8QI+MelryLxJ94qXPf9BTHW9aXMEZhT+26YMfk76LTLnBhvgTB6RzzinJZd4Stq7Nm1X11I6QSbnDecL+tSOMaFwoqQYzCB+CtxrLgan3+m5JD7XOAKJPIbRU6m6Aa3cilJM1hs4/wRfZ1Gfy5rxUcfHL8z1uiGWNe+11/EYXYwPmbTLYf1iRJ8VcD+nU/Du4cy/4N4r/kZXFKU0YXMqcbTcvEVhpBkGMgtTxnt5HdLkb3/uwx5mHZk/xdBeWiskSGppIiMl4a0TeQh90brYLBFWPtcqrrP9IEIPvTCL6b6wHAL3KdJXgBqFLTE8lDdJvURklSURm2gQWN/U233qJcXD2Yrn7G/H73DcpbkZdkVkfnfjRkzwxpP8Ex2AdDgS/kubL7R8qsJ5bWydq/AWT8gWlucH6weJSafnxIiz5JJOhanBRSW3E8A4Y2LI2iuy6WJUJdyBOci6RhXJUR0rl2fEDsR1K4fLMU7yMVeF6fGwpNOpZlMXZT4TmyilEzrsfC6CvUQk3peB77FglrTDKI6bSTqDWNeoMDjFvrJ42WbYOHS3xeRRSHmD8TjPRdxGwfwRPcU243XXR+DP4fTNbbiPW2j98h8A3nt/LC7x07h58Y3++FucQMTDbjBTFeED7F1rGYVFf7ZdRV8tSj98nHQhpSeOn26CLCAD5eMV/PQlcOJnH+Gtm9fy0iicKtmRwV8sR0PceBKZMF94av5IiuGmKI3Bd0HMXc49xw30erOfJoquzVj4TsZVRUa6uV4p2MmeLeqCWFEWAsJnBfHZRnyjH4727s3jbnIzkNnzmV8nY/H82pS3NY8GeRSXfQqM92Yyt3TCz1fciaAuN7D1kD6e63ESTuIuGi/sh7DBpbpo4P1e3+AVI/yN1Fy+RWc4bfZFewyihxAZKeIi1SLLtxLR95CW+ho3hBPqu/TTbItB8eDb/yjuDE4fat3DhqgW9N/jxS1xyqJ0b/i9OZoLZV957TtzbuA3X57F52bsT9gROMYqwXL4WeLsn11vT2VOyCWie2cCvwc9pw9pb1xUwzjZvntjXw6iN+38RI0URWli2PVqiBkLsJncaFW00JkwfyHbgZeVHL0m3IQzVuCvH1Zx/808NF5BJ98Kwjh0ofTNj/9K5Nk9RrzRA9x3dZcfrGFyH5cdYHGzwIfT94OZToCZEX9oNZ4cJn8uo1ldc7KViAL+nOwpKWZ/KUwUmd7eabP5Ctx36mK0zPVuz2FGeEyONuv0FqkU9Y7pWRjw929EgK35GHpjmKsb8TlsoT9W/yUmjcYJa/fC8yIq84fP7huC/offH3kbCxu5JqCc7839RSSq5vYLkPLfJVvl9bGQ7uNdRWwkdnzsRfD7evxbqJGiKI0ll0EqnUR5eTkSZjxBEslUJhyLkPMGMNTQzX7mkLBjv/kbdcSowFBavtGNUeflRDrN/YVkrAU/KCi4fjccD1eWTyOfHoeDez8TuZY1yjr3SU8hxfXi+kkdp5Emn/gz0lbNCzLUWJai4v0nWhL45EZc1HYp7BlO/kTlNvhDJx+D2b1w+9j5V0Riw21i2FNOul4FL8ucM9ZVqX3Rj8Avl/H8D0YwVFV6ltvVAZbfeTCummwNspoqqnQhbZ0P1Fcl8RhWSb91Zcvl6dy745rgY0vxdDVSTd4OnjPnME3b8q+zNF1n9W0qxxehq/y4F3HGhm3Q/6GYVWttGHbCUFmJKreI5MoEpYnMfY/pMAhzVheleZCt9jrivXg/zHyF+RRmJsvxJ59Lcw3TueTzba4Lkvk5Yxx10H1D53oq5fvTnPOUnHN7TZh7IZmmRxbFzfVQ1wVB91SS7i3aSJ3XjJ9O5fBcQ3zNlVH90lK/PF3feaoTj++yz92scShSoLokqG6pVDXJ1VTvFCppJ+wlnEOGlyUpZDKoLhTIUE9SXQpUHhdqn+dJPg6Up5q2YatC61XSOvQ8TptA8UrnUMS/J2g9U7+CqYt9PvB4M86XR3lFDpPDU5BD0vUl++UsrBssIxNmMjVz3pNWUehay3lDzjByPTvmabtT0N98F8yb63Xy5HIkwzGRdK1OnozJf5s1gOd3x1LmvbsfTI9PQ1037PxBjRRFaVIiYyUasFnk5zVHL9FQ2X8RW7d9BFPlJcYvS8aKAY4KlkDQywjGHeCeY23c4T+TGsQ0r6861+0miRuDKPS/SXyCskevwfZh1emFPaMxDyt+27pt0QvdX7XCjFwnvsKlVIdwjAUZRlG/2tvQJtgUd4cv7YqoDWh4gK5cdxEZM7NIOH8NMP3g9rjlqTJr1BRS4sRg4cdvxUsOWx+DQ6OvDujAsKIWHh6y4grRBawsLGRJmZdos4MNEg4iLrSQBsnuJex5sJ+hIg/JOdTobafMNXQR+dfR15tiaXpXLvKoyETt54D7KDdVnD508eb9md6ID5PzBjVSFKUpyfkDiPmG57Ajnq2MullZPZJeyiW1Bvu4cOr2M/tubsp4e7QrK8A6/V+FGX8pmvcsMh5SMSugHjLewBUza/MBFNaQ5l0OF+Idz46x0Kt1rl6gGaTCvvDWDacN3bFv4HUwy1fHnq8x/AelW994ILULwq+zc1fRhZSZKPzLLxqlGcCGAAcRlfmDOeZ1Gv41xomHnhOlSclVszPiuSMbnyvt30KNFEVR5jFV7PxJOM4zUih4UyDM0L5DiqIoiqIIaqQoyr9Kds6mHZlPNE3VeCJHb8B+vwDLB9thH29yOCY+XkS++s6p3dKcD+p8Q4+BoijKf5bGtp42Nv98QI0URZln8MBTntE9V3qCv9mSM+vbmdozSPEgThmg3yQPkVwSSSrIDB7NVCJZyYM/59Xjqb5yq5BtzIMxk7THZV5VVVEURVGUfx01UhRlAaDk8JUFkto9Zc3QEkVRFEVRFA81UhRFma/EOyFlPN/uhLaOKIqiKIpCqJGiKMp8wrdAVsUlp+6CICijp1DgPYiScz2jvaIoiqIoCz5qpCiKMl/gAXkhy5Fhsv752IrjD7KnL8DNJ1WeWng6tymKoiiKMmeokaIoynzBt1E+4daTRe8ViY2UT8J2loSZ7lpRFEVRlP8yaqQoijJf8I2UL9hIWW60jE9hI+UzVJm4GimKoiiKoqiRoijKfCLW3YuMlBXbP4ERHP/YdveabBYA5Qnt7qUoiqIo/3XUSFEUZT7hGSloh8uOZuPkYlxEFsqqksoD5zM6cF5RFEVR/vOokaIoynzFN1VqoxaKoiiKoihqpCiK8i9QI78x6rdeFEVRFEX5D6FGiqIo859cBplMCol0DtlEEpmC2iiKoiiKokSokaIoiqIoiqIoSrNCjRRFURRFURRFUZoVaqQoiqIoiqIoitKsUCNFURRFURRFUZRmhRopiqIoiqIoiqI0K9RIURRFURRFURSlWaFGiqIo85g88rkCCiJZcsjVSlMURVEURbGokaIoyrwjl0baTYBSqMDkJBkm+ZpoTpR8ElPSEm8ABbVqFEVRFOU/gRopiqI0b3LVqE4lkEhkSCggk8kgk8+QwZJGoiyBVHVeJ4JUFEVRlIUMNVIURWliik2Gcrx546144SMRDd/jsauuwD1P50VmcsjXsjZyaoAoiqIoyn8QNVIURWlasmlkJYovAwSBF3bixKvw2n1HRGlfmJxEBhXcWKIoiqIoyn8eNVIURZlPsFEiUcfEs3GPRHmAfc5rWMmlZ0qMWEcMGhNWRy+T2NPK7wE1LObLkDTpiqIoiqIs6KiRoijKvOMv11lrDLAEGRS3iEjc5owOkdlISed5ZLy1VFJu1QOL8k2+FvhiQyy9nE1/RZKRLDdrFtJJGayfQy6TQTqjHcYURVEUZUFDjRRFUeYB/lgTy1dvSSRkPbQ3hoqIRDLNRop14WVbRT5CT5NnZyOFVInh4q1bOeVviSmKoiiKsqCjRoqiKE1LLoNcLhsNeH+lMwYMvgRDRIyzqWdo1CCRiFpSrJHSFq2MMVJmJPxebX/RHltw+rsiElnT54v47TeJWNR2URRFUZQFDzVSFEVpYrzR76+7Fg8XWgEvRXL3rdbDQZKVMb29CtZIsaW0xQYm7wdGChls199QRGCq/JbhJEpfoZLjCbx43DKUb7BZYiDjSVEURVGU5o8aKYqiNDNsG4xtSXkDvY2RcqqRHH+atAAPicxMkF+8Nwq/S5T58CXPMFmgh6foDP3zk7meODTHY6JSSKXSSKfrCikkUhlkKK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        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
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    </math>
  </region>
  <region id="51" left="27" top="4959" width="638" height="292" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="1272.94498797848" scale_y="1.29103408075853" scale_z="3817.74807519246" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-281" transpose_y="-107" transpose_z="0">
      <input>
        <e type="operand">fissile</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">fissile</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">fissile</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand" style="string">o</e>
        <e type="operand">5</e>
        <e type="operand" style="string">blue</e>
        <e type="function" args="4">plot</e>
        <e type="operand">fissile</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand" style="string">.</e>
        <e type="operand">12</e>
        <e type="operand" style="string">red</e>
        <e type="function" args="4">plot</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">sys</e>
      </input>
    </plot>
  </region>
  <region id="52" top="5391" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     Stem Construction Utility     </p>
      </title>
    </area>
    <region id="53" left="54" top="5418" width="314" height="198" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
      <math decimalPlaces="4">
        <description active="true" position="Top" lang="eng">
          <p>Core component of the stem style</p>
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          <e type="operand">P</e>
          <e type="operand">v</e>
          <e type="function" args="2">replicate</e>
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          <e type="operand">1</e>
          <e type="operator" args="2">:</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">v</e>
          <e type="function" preserve="true" args="1">length</e>
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          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">1</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">continue</e>
          <e type="operand">j</e>
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          <e type="operand">P</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">T</e>
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          <e type="operator" args="2">+</e>
          <e type="function" preserve="true" args="2">el</e>
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          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
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          <e type="function" preserve="true" args="3">for</e>
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          <e type="operand">k</e>
          <e type="operand">P</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">line</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="function" preserve="true" args="3">for</e>
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          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="5">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="54" left="378" top="5418" width="357" height="249" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="6">
        <description active="true" position="Top" lang="eng">
          <p>Stem construction</p>
        </description>
        <input>
          <e type="operand">vy</e>
          <e type="function" args="1">stem</e>
          <e type="operand">N</e>
          <e type="operand">vy</e>
          <e type="function" preserve="true" args="1">length</e>
          <e type="operator" args="2">:</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">N</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">q</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">3</e>
          <e type="operator" args="2">:</e>
          <e type="operand">q</e>
          <e type="operand">N</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">2</e>
          <e type="operator" args="2">:</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="4">line</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">line</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">N</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">v</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">i</e>
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          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">N</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">S</e>
          <e type="operand">3</e>
          <e type="operand">i</e>
          <e type="operator" args="2">*</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">vy</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">u</e>
          <e type="operand">q</e>
          <e type="operand">v</e>
          <e type="function" args="2">replicate</e>
          <e type="operator" args="2">:</e>
          <e type="operand">V</e>
          <e type="operand">u</e>
          <e type="operand">S</e>
          <e type="function" preserve="true" args="2">augment</e>
          <e type="operator" args="2">:</e>
          <e type="operand">V</e>
          <e type="operand">V</e>
          <e type="operand">3</e>
          <e type="operand">V</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="5">submatrix</e>
          <e type="operator" args="2">:</e>
          <e type="operand">7</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="9">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="55" top="5697" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="56" top="5742" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     Stem(data) ... paired data xy     </p>
      </title>
    </area>
    <region id="57" left="18" top="5769" width="440" height="275" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2" decimalPlaces="6">
        <description active="true" position="Top" lang="eng">
          <p>Spectrum stem plot for QuickPlot unicolor</p>
        </description>
        <input>
          <e type="operand">data</e>
          <e type="function" args="1">Stem</e>
          <e type="operand">stemX</e>
          <e type="operand">1</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operator" args="2">:</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">stemX</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">stem</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">data</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">data</e>
          <e type="operand">i</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">data</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">0</e>
          <e type="operand">2</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="6">mat</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand" style="string" />
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">stem</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">stem</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">stem</e>
          <e type="operand">i</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">stem</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="3">el</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">0</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="4">mat</e>
          <e type="function" preserve="true" args="2">stack</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">V</e>
          <e type="operand">stem</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operator" args="2">:</e>
          <e type="operand">j</e>
          <e type="operand">2</e>
          <e type="operand">stem</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="operand">1</e>
          <e type="operator" args="2">-</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">V</e>
          <e type="operand">V</e>
          <e type="operand">stem</e>
          <e type="operand">j</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="function" preserve="true" args="2">stack</e>
          <e type="operator" args="2">:</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">V</e>
          <e type="operand">V</e>
          <e type="operand">data</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">row</e>
          <e type="function" preserve="true" args="2">stack</e>
          <e type="operator" args="2">:</e>
          <e type="operand">7</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="9">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="58" top="6093" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="59" left="27" top="6129" width="328" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Fissile</e>
        <e type="operand">idx</e>
        <e type="operand">0.25</e>
        <e type="operator" args="2">+</e>
        <e type="operand">MeV</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="60" left="18" top="6156" width="403" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="2128.13140305865" scale_y="1.13329029332728" scale_z="2411.79066201134" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-247" transpose_y="-49" transpose_z="0">
      <input>
        <e type="operand">fissile</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="1">Stem</e>
        <e type="operand">Fissile</e>
        <e type="function" args="1">Stem</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
  </region>
  <region id="61" left="432" top="6156" width="368" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Fissile</e>
        <e type="operand">idx</e>
        <e type="operand">0.25</e>
        <e type="operator" args="2">+</e>
        <e type="operand">500</e>
        <e type="operand">MeV</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="62" left="432" top="6192" width="403" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="2.61858198797482" scale_y="0.78567814080722" scale_z="2.96761354925352" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-131" transpose_y="-38" transpose_z="0">
      <input>
        <e type="operand">fissile</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="1">Stem</e>
        <e type="operand">Fissile</e>
        <e type="function" args="1">Stem</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
  </region>
</regions>