﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.99.7808.230"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings ppi="96">
    <identity>
      <id>85be91b9-d8cf-447d-a379-e1db0bca7e7e</id>
      <revision>81</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <roundingMode>0</roundingMode>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="false" viewMode="1" printGrid="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="9" orientation="Portrait" width="827" height="1169" />
      <margins left="39" right="39" top="49" bottom="49" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.99.7808.230" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="MathRegion" version="1.11.7808.230" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="PictureRegion" version="1.10.7808.230" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="SpecialFunctions" version="1.12.7808.230" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="Numeric Up-Down Region" version="1.0.7602.37882" guid="43438e49-5428-4036-8991-ce03b1d1e572" />
      <assembly name="MaximaPlugin" version="1.98.7100.23756" guid="44011c1e-5d0d-4533-8e68-e32b5badce41" />
      <assembly name="TextRegion" version="1.11.7808.230" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="AreaRegion" version="1.11.7808.230" guid="4974b228-4974-44cf-8274-bf2936b4a766" />
    </dependencies>
  </settings>
  <regions type="content">
    <region left="18" top="18" width="130" height="23" color="#000000" fontSize="10">
      <text lang="jpn">
        <content>
          <p>P-P resonant circuit</p>
        </content>
      </text>
    </region>
    <region top="54" color="#000000">
      <area collapsed="false">
        <title lang="jpn">
          <content>
            <p></p>
          </content>
        </title>
      </area>
      <region left="126" top="99" width="106" height="33" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">MHz</e>
            <e type="operand">Hz</e>
            <e type="operand">10</e>
            <e type="operand">6</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="243" top="99" width="106" height="33" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">KHz</e>
            <e type="operand">Hz</e>
            <e type="operand">10</e>
            <e type="operand">3</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="45" top="108" width="54" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Hz</e>
            <e type="operand">1</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="126" top="135" width="84" height="33" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">uF</e>
            <e type="operand">10</e>
            <e type="operand">6</e>
            <e type="operator" args="1">-</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="243" top="135" width="84" height="33" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">nF</e>
            <e type="operand">10</e>
            <e type="operand">9</e>
            <e type="operator" args="1">-</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="126" top="171" width="84" height="33" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">uH</e>
            <e type="operand">10</e>
            <e type="operand">6</e>
            <e type="operator" args="1">-</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="243" top="171" width="84" height="33" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">nH</e>
            <e type="operand">10</e>
            <e type="operand">9</e>
            <e type="operator" args="1">-</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="45" top="216" width="46" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Ω</e>
            <e type="operand">1</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="126" top="216" width="72" height="33" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">KΩ</e>
            <e type="operand">10</e>
            <e type="operand">3</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="252" top="216" width="72" height="33" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">MΩ</e>
            <e type="operand">10</e>
            <e type="operand">6</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="306" top="252" width="119" height="41" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">Y.L</e>
            <e type="operand">1</e>
            <e type="operand">j</e>
            <e type="operand">ω</e>
            <e type="operator" args="2">*</e>
            <e type="operand">L</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">≡</e>
          </input>
        </math>
      </region>
      <region left="45" top="261" width="72" height="26" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">j</e>
            <e type="operand">1</e>
            <e type="operator" args="1">-</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="162" top="261" width="115" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">ω</e>
            <e type="function" args="1">Y.C</e>
            <e type="operand">j</e>
            <e type="operand">ω</e>
            <e type="operator" args="2">*</e>
            <e type="operand">C</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≡</e>
          </input>
        </math>
      </region>
      <region left="90" top="315" width="107" height="26" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="function" args="1">ω</e>
            <e type="operand">2</e>
            <e type="operand">π</e>
            <e type="operator" args="2">*</e>
            <e type="operand">f</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="207" top="315" width="117" height="26" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="function" args="1">s</e>
            <e type="operand">j</e>
            <e type="operand">f</e>
            <e type="function" args="1">ω</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="378" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="450" color="#000000">
      <area collapsed="false">
        <title lang="jpn">
          <content>
            <p>circuit</p>
          </content>
        </title>
      </area>
      <region left="27" top="468" width="495" height="280" color="#000000">
        <picture>
          <raw format="png" encoding="base64">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</raw>
        </picture>
      </region>
      <region left="45" top="828" width="95" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">C.1</e>
            <e type="operand">100</e>
            <e type="operand">nF</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="180" top="828" width="95" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">C.2</e>
            <e type="operand">100</e>
            <e type="operand">nF</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="45" top="855" width="87" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">L.1</e>
            <e type="operand">10</e>
            <e type="operand">uH</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="180" top="855" width="87" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">L.2</e>
            <e type="operand">10</e>
            <e type="operand">uH</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="36" top="909" width="62" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">k</e>
            <e type="operand">0.8</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="36" top="945" width="85" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R.ac</e>
            <e type="operand">20</e>
            <e type="operand">Ω</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="180" top="945" width="87" height="30" color="#000000" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">R.1</e>
            <e type="operand">0.5</e>
            <e type="operand">Ω</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="288" top="945" width="87" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">R.2</e>
            <e type="operand">0.5</e>
            <e type="operand">Ω</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="990" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="1026" color="#000000">
      <area collapsed="false">
        <title lang="jpn">
          <content>
            <p>formula</p>
          </content>
        </title>
      </area>
      <region left="45" top="1080" width="161" height="49" color="#000000" fontSize="10">
        <math>
          <description active="false" position="Top" lang="eng" width="15">
            <content>
              <p>1次側共振周波数</p>
            </content>
          </description>
          <input>
            <e type="operand">freq.p</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operand">π</e>
            <e type="operator" args="2">*</e>
            <e type="operand">L.1</e>
            <e type="operand">C.1</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="270" top="1080" width="161" height="49" color="#000000" fontSize="10">
        <math>
          <description active="false" position="Top" lang="eng" width="15">
            <content>
              <p>2次側共振周波数</p>
            </content>
          </description>
          <input>
            <e type="operand">freq.s</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operand">π</e>
            <e type="operator" args="2">*</e>
            <e type="operand">L.2</e>
            <e type="operand">C.2</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="45" top="1161" width="101" height="55" color="#000000" fontSize="10">
        <math>
          <description active="false" position="Top" lang="eng" width="15">
            <content>
              <p>共振タンクQ</p>
            </content>
          </description>
          <input>
            <e type="operand">Q</e>
            <e type="operand">1</e>
            <e type="operand">R.1</e>
            <e type="operator" args="2">/</e>
            <e type="operand">L.1</e>
            <e type="operand">C.1</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="9" top="1224" width="159" height="23" color="#000000" fontSize="10">
        <text lang="jpn">
          <content>
            <p>definition of F-parameter</p>
          </content>
        </text>
      </region>
      <region left="369" top="1242" width="272" height="72" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">m.4</e>
            <e type="operand">1</e>
            <e type="operand">0</e>
            <e type="operand">1</e>
            <e type="operand">f</e>
            <e type="function" args="1">s</e>
            <e type="operand">2</e>
            <e type="operand">k</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">*</e>
            <e type="operand">L.1</e>
            <e type="operand">L.2</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">*</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">/</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operand">2</e>
            <e type="function" args="6">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="36" top="1260" width="160" height="52" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="function" args="1">m.1</e>
            <e type="operand">1</e>
            <e type="operand">0</e>
            <e type="operand">f</e>
            <e type="function" args="1">s</e>
            <e type="operand">C.1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operand">2</e>
            <e type="function" args="6">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="36" top="1323" width="268" height="52" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">m.2</e>
            <e type="operand">1</e>
            <e type="operand">f</e>
            <e type="function" args="1">s</e>
            <e type="operand">1</e>
            <e type="operand">k</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operand">L.1</e>
            <e type="operator" args="2">*</e>
            <e type="operand">R.1</e>
            <e type="operator" args="2">+</e>
            <e type="operand">0</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operand">2</e>
            <e type="function" args="6">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="369" top="1332" width="268" height="52" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">m.5</e>
            <e type="operand">1</e>
            <e type="operand">f</e>
            <e type="function" args="1">s</e>
            <e type="operand">1</e>
            <e type="operand">k</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operand">L.2</e>
            <e type="operator" args="2">*</e>
            <e type="operand">R.2</e>
            <e type="operator" args="2">+</e>
            <e type="operand">0</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operand">2</e>
            <e type="function" args="6">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="36" top="1386" width="272" height="72" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">m.3</e>
            <e type="operand">1</e>
            <e type="operand">0</e>
            <e type="operand">1</e>
            <e type="operand">f</e>
            <e type="function" args="1">s</e>
            <e type="operand">2</e>
            <e type="operand">k</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">*</e>
            <e type="operand">L.1</e>
            <e type="operand">L.2</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">*</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">/</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operand">2</e>
            <e type="function" args="6">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="369" top="1404" width="160" height="52" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="function" args="1">m.6</e>
            <e type="operand">1</e>
            <e type="operand">0</e>
            <e type="operand">f</e>
            <e type="function" args="1">s</e>
            <e type="operand">C.2</e>
            <e type="operator" args="2">*</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operand">2</e>
            <e type="function" args="6">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="369" top="1458" width="126" height="68" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="function" args="1">m.7</e>
            <e type="operand">1</e>
            <e type="operand">0</e>
            <e type="operand">1</e>
            <e type="operand">R.ac</e>
            <e type="operator" args="2">/</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="operand">2</e>
            <e type="function" args="6">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="54" top="1530" width="279" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.p</e>
            <e type="operand">f</e>
            <e type="function" args="1">m.1</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">m.2</e>
            <e type="operator" args="2">*</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">m.3</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="54" top="1575" width="329" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.s</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">m.4</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">m.5</e>
            <e type="operator" args="2">*</e>
            <e type="operand">f</e>
            <e type="function" args="1">m.6</e>
            <e type="operand">f</e>
            <e type="function" args="1">m.7</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="54" top="1611" width="241" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.all</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.p</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.s</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="45" top="1692" width="182" height="71" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">Z.p</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.p</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.p</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="252" top="1692" width="182" height="71" color="#000000" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">Z.s</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.s</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.s</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="468" top="1692" width="208" height="71" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">Z.all</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.all</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.all</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="45" top="1782" width="343" height="62" color="#000000" fontSize="10">
        <math significantDigitsMode="true" trailingZeros="true">
          <description active="false" position="Top" lang="eng">
            <content>
            <p>電圧利得</p>
          </content>
          </description>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">G.V</e>
            <e type="operand">R.ac</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.all</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operand">R.ac</e>
            <e type="operator" args="2">*</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.all</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="45" top="1908" width="343" height="56" color="#000000" fontSize="10">
        <math significantDigitsMode="true" trailingZeros="true">
          <description active="false" position="Top" lang="eng">
            <content>
            <p>電流利得</p>
          </content>
          </description>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">G.i</e>
            <e type="operand">1</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.all</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="3">el</e>
            <e type="operand">R.ac</e>
            <e type="operator" args="2">*</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">F.all</e>
            <e type="operand">2</e>
            <e type="operand">2</e>
            <e type="function" args="3">el</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="45" top="2016" width="228" height="30" color="#000000" fontSize="10">
        <math significantDigitsMode="true" trailingZeros="true">
          <description active="false" position="Top" lang="eng">
            <content>
            <p>電力利得</p>
          </content>
          </description>
          <input>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">G.p</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">G.V</e>
            <e type="operand">f</e>
            <e type="operand">k</e>
            <e type="function" args="2">G.i</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="2079" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="2106" color="#000000">
      <area collapsed="false">
        <title lang="jpn">
          <content>
            <p>result</p>
          </content>
        </title>
      </area>
      <region left="36" top="2142" width="171" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">freq.p</e>
          </input>
          <contract>
            <e type="operand" style="unit">kHz</e>
          </contract>
          <result action="numeric">
            <e type="operand">159.1549</e>
            <e type="operand" style="unit">s</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region left="243" top="2142" width="171" height="30" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">freq.s</e>
          </input>
          <contract>
            <e type="operand" style="unit">kHz</e>
          </contract>
          <result action="numeric">
            <e type="operand">159.1549</e>
            <e type="operand" style="unit">s</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region left="36" top="2205" width="52" height="24" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">Q</e>
          </input>
          <result action="numeric">
            <e type="operand">20</e>
          </result>
        </math>
      </region>
      <region top="2277" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="333" top="2295" width="112" height="35" color="#000000" fontSize="10">
      <numericupdown settings="" value="3" decimalPlaces="0" increment="1" maxValue="100" minValue="0" useMaxValue="false" useMinValue="false">
        <input>
          <e type="operand">k1</e>
        </input>
      </numericupdown>
    </region>
    <region left="9" top="2304" width="108" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">f.min</e>
          <e type="operand">10</e>
          <e type="operand">KHz</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="135" top="2304" width="124" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">f.max</e>
          <e type="operand">1000</e>
          <e type="operand">KHz</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="252" top="2349" width="60" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">k</e>
          <e type="operand">k1</e>
          <e type="operand">10</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region top="2394" color="#000000">
      <area collapsed="false">
        <title lang="jpn">
          <content>
            <p>graph </p>
          </content>
        </title>
      </area>
      <region left="72" top="2421" width="325" height="195" color="#000000" fontSize="10">
        <math significantDigitsMode="true" trailingZeros="true">
          <input>
            <e type="operand">f</e>
            <e type="operand">f.min</e>
            <e type="bracket">(</e>
            <e type="operand">f.max</e>
            <e type="bracket">(</e>
            <e type="operand">f.min</e>
            <e type="operand">10</e>
            <e type="operand">4</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">+</e>
            <e type="function" args="3">range</e>
            <e type="operator" args="2">:</e>
            <e type="operand">ii</e>
            <e type="operand">1</e>
            <e type="operand">f</e>
            <e type="function" args="1">length</e>
            <e type="function" args="2">range</e>
            <e type="operand">p.all</e>
            <e type="operand">ii</e>
            <e type="function" args="2">el</e>
            <e type="operand">f</e>
            <e type="operand">ii</e>
            <e type="function" args="2">el</e>
            <e type="operand">k</e>
            <e type="function" args="2">Z.all</e>
            <e type="function" args="1">arg</e>
            <e type="operand">180</e>
            <e type="operand">π</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
            <e type="operand">p.p</e>
            <e type="operand">ii</e>
            <e type="function" args="2">el</e>
            <e type="operand">f</e>
            <e type="operand">ii</e>
            <e type="function" args="2">el</e>
            <e type="operand">k</e>
            <e type="function" args="2">Z.p</e>
            <e type="function" args="1">arg</e>
            <e type="operand">180</e>
            <e type="operand">π</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
            <e type="operand">p.s</e>
            <e type="operand">ii</e>
            <e type="function" args="2">el</e>
            <e type="operand">f</e>
            <e type="operand">ii</e>
            <e type="function" args="2">el</e>
            <e type="operand">k</e>
            <e type="function" args="2">Z.s</e>
            <e type="function" args="1">arg</e>
            <e type="operand">180</e>
            <e type="operand">π</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operator" args="2">:</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">line</e>
            <e type="function" args="3">for</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">line</e>
          </input>
        </math>
      </region>
      <region left="36" top="2664" width="358" height="285" color="#000000" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">draw2</e>
            <e type="operand">color</e>
            <e type="operand">red</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">key</e>
            <e type="operand" style="string">Zp</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">x</e>
            <e type="operand">k</e>
            <e type="function" args="2">Z.p</e>
            <e type="function" args="1">abs</e>
            <e type="function" args="1">vectorize</e>
            <e type="operand">x</e>
            <e type="operand">f.min</e>
            <e type="operand">f.max</e>
            <e type="function" args="4">explicit</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">sys</e>
            <e type="operand">color</e>
            <e type="operand">blue</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">key</e>
            <e type="operand" style="string">Zs</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">x</e>
            <e type="operand">k</e>
            <e type="function" args="2">Z.s</e>
            <e type="function" args="1">abs</e>
            <e type="function" args="1">vectorize</e>
            <e type="operand">x</e>
            <e type="operand">f.min</e>
            <e type="operand">f.max</e>
            <e type="function" args="4">explicit</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">sys</e>
            <e type="operand">color</e>
            <e type="operand">green</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">key</e>
            <e type="operand" style="string">Zall</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">x</e>
            <e type="operand">k</e>
            <e type="function" args="2">Z.all</e>
            <e type="function" args="1">det</e>
            <e type="function" args="1">vectorize</e>
            <e type="operand">x</e>
            <e type="operand">f.min</e>
            <e type="operand">f.max</e>
            <e type="function" args="4">explicit</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">sys</e>
            <e type="operand">xlabel</e>
            <e type="operand" style="string">f</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">ylabel</e>
            <e type="operand" style="string">Z</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">sys</e>
            <e type="operand">title</e>
            <e type="operand">impedance</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">5</e>
            <e type="operand">1</e>
            <e type="function" args="7">sys</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="27" top="2961" width="344" height="333" color="#000000" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">draw4</e>
            <e type="operand">color</e>
            <e type="operand">red</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">key</e>
            <e type="operand" style="string">Gv</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">x</e>
            <e type="operand">k</e>
            <e type="function" args="2">G.V</e>
            <e type="function" args="1">abs</e>
            <e type="function" args="1">vectorize</e>
            <e type="operand">x</e>
            <e type="operand">f.min</e>
            <e type="operand">f.max</e>
            <e type="function" args="4">explicit</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">sys</e>
            <e type="operand">xrange</e>
            <e type="operand">f.min</e>
            <e type="operand">f.max</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">sys</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">color</e>
            <e type="operand">blue</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">key</e>
            <e type="operand" style="string">Gi</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">x</e>
            <e type="operand">k</e>
            <e type="function" args="2">G.i</e>
            <e type="function" args="1">abs</e>
            <e type="function" args="1">vectorize</e>
            <e type="operand">x</e>
            <e type="operand">f.min</e>
            <e type="operand">f.max</e>
            <e type="function" args="4">explicit</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">sys</e>
            <e type="operand">xlabel</e>
            <e type="operand" style="string">frequency</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">ylabel</e>
            <e type="operand" style="string">gain</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">color</e>
            <e type="operand">green</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">key</e>
            <e type="operand" style="string">Gp</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">x</e>
            <e type="operand">k</e>
            <e type="function" args="2">G.p</e>
            <e type="function" args="1">abs</e>
            <e type="function" args="1">vectorize</e>
            <e type="operand">x</e>
            <e type="operand">f.min</e>
            <e type="operand">f.max</e>
            <e type="function" args="4">explicit</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">sys</e>
            <e type="operand">title</e>
            <e type="operand">gain</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">7</e>
            <e type="operand">1</e>
            <e type="function" args="9">sys</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="36" top="3303" width="322" height="397" color="#000000" fontSize="10">
        <math>
          <description active="false" position="Top" lang="eng">
            <content></content>
          </description>
          <input>
            <e type="operand">draw3</e>
            <e type="operand">title</e>
            <e type="operand">phase</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">xlabel</e>
            <e type="operand" style="string">frequency[Hz]</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">ylabel</e>
            <e type="operand" style="string">phase</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">point_size</e>
            <e type="operand">0</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">points_joined</e>
            <e type="operand">true</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">xrange</e>
            <e type="operand">f.min</e>
            <e type="operand">f.max</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">sys</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">yrange</e>
            <e type="operand">100</e>
            <e type="operator" args="1">-</e>
            <e type="operand">100</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">sys</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">color</e>
            <e type="operand">red</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">key</e>
            <e type="operand" style="string">primary</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">f</e>
            <e type="operand">p.p</e>
            <e type="function" args="2">augment</e>
            <e type="function" args="1">eval</e>
            <e type="function" args="1">points</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">sys</e>
            <e type="operand">color</e>
            <e type="operand">blue</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">key</e>
            <e type="operand" style="string">secondary</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">f</e>
            <e type="operand">p.s</e>
            <e type="function" args="2">augment</e>
            <e type="function" args="1">eval</e>
            <e type="function" args="1">points</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">sys</e>
            <e type="operand">color</e>
            <e type="operand">green</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">key</e>
            <e type="operand" style="string">all</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">f</e>
            <e type="operand">p.all</e>
            <e type="function" args="2">augment</e>
            <e type="function" args="1">eval</e>
            <e type="function" args="1">points</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="function" args="5">sys</e>
            <e type="operand">10</e>
            <e type="operand">1</e>
            <e type="function" args="12">sys</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="3708" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="3789" color="#000000">
      <area collapsed="false">
        <title lang="jpn">
          <content>
            <p>graph</p>
          </content>
        </title>
      </area>
      <region left="36" top="3834" width="661" height="403" color="#000000" fontSize="10">
        <maximaplugin>
          <ImageFile FileName="hznfl4g2.png" DataLenght="25040">iVBORw0KGgoAAAANSUhEUgAAAosAAAGLCAIAAAAgYE/dAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdeVhUZfvA8e+UZfVGuxqaa0CJu6SpuKUlgoqIommWSwo/LZfKyhaTV9uXN0ktMcstN1xQ2VxwyQU1wBUXllwyQU3NwC0Uzu8PyEYYdGY4Z84ZuD9XVxfOnOd+7nNmHm7O9hyToigIIYQQwmBu0zsBIYQQQlggFVoIIYQwIqnQQgghhBFJhRZCCCGMSCq0EEIIYURSoYUQQggjkgothBBCGJFUaCGEEMKIpEILIYQQRiQVWgghhDAiqdBCCCGEEUmFFkIIIYxIKrQQQghhRFKhhRBCCCOSCi2EEEIYkVRoIYQQwoikQgthbBlh3t5hGarFMoXEqRNLCKG1CnonIIS4KbdRW7fqnYMQQg+yDy2EsRXsQ2eEeXuHhHibTCaTd1hcWOEPGZi9/u/ecVyIyXTDKxmFDb44YBb1hmUywrxDQkJubFVsIQuRhRDakQothJNISPGcrSjpkxj9IQU/RMRkXH9dSZ+U4hcSBxlh3h96piuKoiixFL4yYHT9WEVRZnumJACQETYgone6oihKbPD05YXFdjoBN7wSF+JeuFBh6OKRhRBakgothJNo1buL240/3PC6W5ferVLSMkg/kJAw2t1kMplMftNJScvIiIlg0pu+gNuo94MBcBu1dTYD/l2kII6nO4C7Z6uUtAzISEv5pyO3UVuVcN/ikR237kKUS1KhhShzgmOVf2wd5WZhgbgQk/uB9wv2mNWNLIRQj1RoIZxcQsHB7oyYiIT6Hm64e7aa/mFYBtev3Hbr0pvRXxQcuF4+/Z9WwQG+N75QlJtH/cLIEBdi8g7LKBZZCKEpuZZbCCfXqv6BASZTAgTHKr7AqK2xB0zuptH8+8rsSd7uJhO0atWK+oBvQLCfn2k6BAcHk3AgHdyLx/UNT0/zLohDcKwyyg2KRRZCaMikKIreOQgh7JUR5j2A2XLEWYiySI5yCyGEEEYk+9BCCCGEEck+tBBCCGFEUqGFEEIII5IKLYQQQhiRVGghhBDCiKRCCyGEEEYkFVoIIYQwIqnQQgghhBFJhRZCCCGMSCq0EEIIYURSoYUQQggjkgothBBCGJFUaCGEEMKIpEILIYQQRiQVWgghhDCiCnoncIOKFSvm5ubqnYUQQghhJxWf6Wys50ObTMbKRwghhCPl5OS4uLg4pqFNTaxcWN0qZqyKKBVaCCGE81K3isl5aMNJTk7WOwXLHJmYFn2pEtPuIHY0tKmJlQsb9tvlSIbdCDLERBHG2meVfWghhBDOS/ahhRBClE3OfphKXcbaZ5V9aCGEEM5L9qHLuJycHL1TsMyRiWnRlyox7Q5iR0Obmli5sGG/XY5k2I0gQ0wUYbgKbTKZTCZTaGhoTk5OWlra9dfNjzCkpaWZfxXM3zL/2UkjZGVl6Z6DxQhZWVkOy6GgL3XXIiMjo/TbYdu2bfZFKFgjm9bC4gYvKUJWVpY1a5GVlWWcb5ReEez4LByzFvHx8Q7L4fq3S8W1KD5sbxKhbLjJZ6EKYx1VlqPcQgghCsWFmPym3/BKcKwS7qtTNlaR+6GFEEKUMxlh3u4RvdO3jnLTO5ObkvPQQgghypW4EPfR9WO3jnKDjDBv75AQb5PJZDKFxOmdmLakQhuOYU/VyHQKpQlikFtBDPvtciTDbgQZYiXICPP2S5mU/u/h7YQUz9mKoqRPSvGzUKNDQzGZNPkvNFSbFSyRsY4qy1FuIYQQ5uJCTH6YnX7OCPMewOx/dqf/+dEo1K1ixnq2lRBCCHFd4e7zVkNfHaYdOcothBDCkMzOPt8gISImA8iIiUio72GgHWjVSYU2HNXvqFOLIxPToi9VYtodxI6GNjWxcmHDfrscybAbQYbYjTLCPpwO0/1MZgpOO7eqf2CAyWRyH10/1tj3XpWWsc77ynloSvF4VK05MjEt+lIlprM/vNaw3y5HMuxGkCFmFQOefDZTxu+2kjnFXFxcdM/BYoTrY88BORT0pe5acOPf+PatxfWZmGyNULBGNq2FxQ1eUgQXFxdr1sLFxcU43yi9ItjxWThmLYr8rGkO179dKq5F8WErc4qVkrH2WWUfWgghhPMq4/vQQgghhEAqtAEZ9kCQTKdQmiAyY4lxGHYjyBATRRjrqLIc5RZCCOG85Ci3EMIJnTjBd9+Rn693HsJ5xIWYiijrE3EXYax9VtmHFqLM6t2buDi+/57nn9c7FeGE5NlWwggMey5HTpKVJkh5Pw99+TKrVvHRRyxdqk8CZmSIadSXlvmbzy6WEeZduEftHZahWY+GYKx9VtmHFqJs2rKF119nyRKaNePUKb2zEc7lxt3nuBDT8gAl3Nf8J3Ohofz3v5rkMX78rZ9upW4VM1ZFlAotRNn0v/9x7BhhYdSowYYNPP643gkJp2Hh2VbuoxOA4Nhi1Vl/cpRbCOFsdu6kaVOAxo3Zt0/vbITTKPZoaHAbtVVRlPRJrab7lflLx6RCG475JHmG4sjEtOhLlZh2B7GjoU1NrFxYt2/XoUM8+SRAgwbs3q1PDv+QIaZRX+rHtPRsq4wwb1NIXEGdjg0mJa0sn4qWCm045jM/G4ojE9OiL1Vi2h3EjoY2NbFyYX2+Xfn5HDhAgwYAnp6kpuqQgxkZYhr1pXZMy8+2chu1NZbC1/xSJs02+LXdpWOs875yHlqIMigtjc6dOXwYIDmZwYPZs0fvnITQhJyHFkI4ldTUwkPcgKcn6ekyb4kQ1jBchZanT0oEiVDWIuzfT716hT/ffTcPP3zx4EHnWwuJoGqEskHrp0+iGInR8tFFUlKS3ilY5sjEtOhLlZh2B7GjoU1NrFxYn2/Xyy8r4eH//tPPT1m5Uoc0/iFDTKO+DLthHUndKmas875yHlqIMqhNGz76iLZtC//55ptUqsRbb+makxCakPPQQgincvDgv+ehgccf59df9ctGCKchFVoIoaUzZ1AUKlf+9xV3d9LT9UtIGJuVz7PKCPP2Dsso+L/Dc3QYqdCGo/61BipxZGJa9KVKTLuD2NHQpiZWLqzDt+v6XCXX1a3LwYOOTsOMDDGN+lInpq/ZJQvpk1rRatKbhpva02GkQhuOq6ur3ilY5sjEtOhLlZh2B7GjoU1NrFxYh29XkUPcQNWqXLnCuXOOzuQfMsQ06kvtmDfMKPbvA63K9jyfN5IKbTguLi56p2CZIxPToi9VYtodxI6GNjWxcmEdvl2pqTzxRNEXn3xSx91oGWIa9aVqzBsn5M4IGxDRO11RFCU2ePrym5foUEJNmLT4L5RQ9VbQKlKhhRBaOniQunWLvlinTuEUY0JYUnRCbrdRW2czwGQymfym32oq7lBCFRQt/pMKLYQoWyxWaF33oYXBWXieVVyIyf3A+wX70Pol5nhSoQ3HsNPuODIxLfpSJabdQexoaFMTKxd29Lfr0iVOnaJ27aKvN2hASopDMzEjQ0yjvtSJael5VgDBAb5A3PLpKvThNIw1Q4jMWCJEmbJrF4MGWXjcZHo6Pj5yoFsUkxHm7T464cbXgmOVcEJMftOB4ODg6dOJVcLdw7wHMHs2AwYwu3g514+6VcxYFVEqtBBlyk8/ERPDggVFX792DRcX/vyTu+7SIy0htCJzigkhnMT+/dSvb+H1ChWoUwej3pcshEFIhTYcOUmmUV9yHtq+NEolIwO3Eg5ANmjAvn0OTeYfMsQ06kuGmOqMdVRZjnILUaY0asTMmTRtauGt0FDy8pg40eE5CaEhOcothHAGublkZODpafndBg3Yu9exCQnhZKRCCyG0kZpKzZolXgvWpAm7djk2ISGcjFRow8nJydE7BcscmZgWfakS0+4gdjS0qYmVCzv027VnD40alfhu7drk5HD2rOPy+YcMMY36kiGmOqnQhpOVlaV3CpY5MjEt+lIlpt1B7GhoUxMrF3bot2v37ptVaJMJT0/273dcPv+QIaZRXzLEVGesK7PkSjEhyo6OHXnrLXx8Slxg5Ehq1eL11x2YkxDakivFhBCGpyjs3k2TJjdbplEjvW64EsIpqFuh40LMH90ZF1L0aZ7FXxFClEmpqTzwAJUr32yZxo1JSnJUQkI4HxUrdFzhvKnX/+mXMildUdInpfgVVOTirwgLZDoFjfqS6RTsS8NOCQl4e99imUaNOHaM7GyHJPQvGWIa9SVDTHVqHTHPCPP+wmNrwHLT8gAl3LfghcIJzf/5iWKvFJtrSM5DC1FGDBuGpycjRtxisTZtmDCBZ55xSE5CaM6Y56HdRm01f5gnpB9IqO/hBuDmUT/hQLqlVywxmRlhNrzN/35JS0szv/Dd/C3zn3NyctLMJv6VCBJBIjguQmIizZrdOoKXF4mJxl0LiSAR7I2gCnX3WeNCru9DF/8Ri2/emI3sQwtRBly+TKVKnD1LxYq3WDIiggULiIx0SFpCaM6Y+9DFuHu2SknLAMhIS2nl6W7pFWGJ6n+FqcWRiWnRlyox7Q5iR0Obmli5sIM+xORk6tW7dXkGmjUjMVH7hG4gQ0yjvmSIqU6zCu3mUT8hIiYDMmIiCo5uF39FWOLq6qp3CpY5MjEt+lIlpt1B7GhoUxMrF3bQh5iQQMuWVi1ZuzbAkSOaplOEDDGN+pIhpjrt7of2DY+tP9rdZHIfXT+24Hh28VcsKDgDHRoaasDzCo6J4OLionsOFiO4uLg4LIeCvtRdC278K9i+tTCfV8imCAVrZNNaWNzgJUVwcXGxZi1cXFwc8Y1KSKBVK2sjtGx55Kef1M+h5Ah2fBaq52AxQpGfNc3h+rdLxbUoPmztWIsivwA1HZvmK37L7WBxPDrXeejSkvPQQjg9RaFKFXbu5LHHrFp+yhT27SM8XOO0hHAEJzkPLYQonw4e5L77rC3PgLc3mzdrmZAQzkoqtOEUOTBrHI5MTIu+VIlpdxA7GtrUxMqFHfEhbtpEu3Y2LN+oEadOceqUZgkVJUNMo75kiKnOcBVazkN7eXnpnoPFCF5eXg7LoaAvddfCw8Oj9Nvh+rkoWyMUrJFNa2Fxg5cUwcvLy5q18PLy0vobdS0+nrZtbYhw223nGzRg3ToVc1D9s1A9B4sRzGmdw/Vvl4prUXzY2rEWRX4Bajo2zd1yO1gcj3IeWgjhPK5d49FH2bOHatVsaDVlCrt3M2OGZmkJ4SByHloIYVQ7dlCjhm3lGfDxYdUqbRISwolJhTYcOUmmUV9yksy+NGyzdi2dOtncyt2dihVJSdEgIQtkiGnUlwwx1RnrqLIc5RbCuXl7M2ECHTva3HDECGrWZMwYDXISwnHK+FFuuVJMIkgEZ43w55/5e/fmNGpkTwRfX6KjDbEWEkEiqH3dn92Mtc8q+9BCOLH581m4kJUr7Wl7+TJVqvD779x3n9ppCeE4ZXwfWpj/sWYojkxMi75UiWl3EDsa2tTEyoW1/RCXLKFXLzvb3n03bdsW7EZrTYaYRn3JEFOdVGjDMZ9d1lAcmZgWfakS0+4gdjS0qYmVC2v4IV65woYNdOlif4TAQJYvVy+hEskQ06gvGWKqM9ZRZTnKLYSzio7mq6/YsMH+COfOUbs2p05x113qpSWEQ5Xxo9xypZhEkAhOGWH+fHr3LlWEhx6iadMTs2Y593aQCBJBPcbaZ5V9aCGc0pUrVK3KoUNUrlyqON9/z7p1LFyoUlpCOFoZ34cW5n+UGYojE9OiL1Vi2h3EjoY2NbFyYa0+xNWradKktOUZCAhgzRouXFAjpxLJENOoLxliqjPWPqvsQwvhlPz96dGDQYPUCdWnDy+8oEIoIRxO9qGFEEZy9iybNxMUpE60vn2ZM0edUEI4OanQQojSmTOHrl259151ogUGsnMnx46pE00IZyYV2nBUvxpQLY5MTIu+VIlpdxA7GtrUxMqFNfkQZ85kyBDVolWsyAsv8MMPqgUsRoaYRn3JEFOd4Sq03G3l6uqqew4WI7i6ujosh4K+1F0LFxeX0m+Hixcv2hehYI1sWguLG7ykCK6urtashaurq8rfqISEKzk5tG1rf4RiOVzs3Zs5c8jLszuC6p+F6jlYjHDq1CmH5XD926XiWhQftnasRZFfgJqOTfMNfsvtYHE8yt1WQggDe/llPD154w2Vw7ZsyTvv4O+vclghNKZuFTNWRZQKLYQzOXcOd3cOHlThPqsi5sxh4UJiY1UOK4TG5FpuIYQxfP89/v7ql2egd2927eLgQfUjC+E8pEIbjkynoFFfMp2CfWmU6OpVpk5l9GjVApq76y6Cg5k8WYvYMsQ06kuGmOqMdVRZjnIL4TTmzmXuXNas0Sr+6dPUravJIXQhNCPnoYUQesvPp0EDvvmGjh216+TKiKEbm19a/WLldNJ/5deKVKxN7Va06kOfGtTQrl8h7KZuFaugViAhRDmyYgUuLtqV50tcCiPsm0kr3BPP+115t+Nd/1eb2n/zdwYZG9jQlKZ++H3GZ664apSAEEZguPPQcj90cnKy7jlYjGCeodY5mP9frbXYvHlz6bdDZGSkfREK/m/TWljc4CVFSE5OtmYtkpOTVfg+ZGf//f77vPuu/RFumkPUpagGNNjL3vjbN0ROfG7spLu60rUe9ZRkpTe9v+O7YxyrnFu56bWmm9lsRw52fBZ2rIUdEX766SeH5XD9nyquRfFha8daFPkFqOnYNN/gt9wOFsej3A8thDCY5cuZOJGkJEwmdQMrKB/z8TSmfc/3nekMcPAg7dtz6BAPPlhk4TWseZEXZzHLF1910xDCbnIeWgihn7w8GjXiiy/wVbku5pM/mMEHORhJZFWq/vvG0KE8+igTJxZvsp3t/vivYU1jGqubjBD2kQothNDP3Ll8/z2bNqkbVUEZxrA00mKIuZu7b3jvt9/w8uLgQR55pHjDxSx+m7eTSHqIh9RNSQg7yIwlZZz5KRNDcWRiWvSlSky7g9jR0KYmVi5c2o1w6RIffMDHH5cqiCX/5b+72b2CFUXLM1CjBi+8wHvvWWwYRJA//iMYYX1fMsQ06kuGmOqkQhtOVlaW3ilY5sjEtOhLlZh2B7GjoU1NrFy4tBvhiy9o0YLWrUsVpJgYYn7kxxWscMHF8hITJrBiBfv2WXzzEz75hV/WstbK7mSIadSXDDHVGeuoshzlFsK4MjNp1IjERGrVUjHqEY60pGUkkS1pebPlvv2WyEjWWi7DMcSMYUwKKbdzu4q5CWErOcothNDDG28QEqJueVZQXublMYy5RXkGgoPJymLlSotvdqFLVar+yI8q5iaE7oy1zyr70EIY1OrVvPIK+/Zxd7HzxKUwlanzmLeZzVbt+65fz8svs38/99xT/M1EEnvRK420ilRUMUMhbCL70GWcTOuvUV8yrb99aQBcvswrrzBlirrl+Td+CyV0JjOtPTTdoQOtWxMaavHNZjTzxHM+828ZRoaYRn3JEFOfYiTXsxo/fnx2dnZqaur1t5KSkq7/nJqamp2dbfEt858lgkSQCOpEePPNs507q55DH6VPqBJqW4TTp5VHH1V27LCYwxplTUOl4aHUQ8bdkhKhrEdQt6oa66iyHOUWwnB27CAggL17qVRJxajrWT+YwQc4cA8WDlnfzOLFjB/Pzp3cdVeRdxSUJjT5jM988FEtUSFsIUe5hRCOcukSL77IlCnqlud88l/jta/52ubyDAQFUb8+48YVf8eE6VVe/Z7vVUhRCAOQCm04qs+9rhZHJqZFX6rEtDuIHQ1tamLlwjan8d57NG9Oz562tbqVBSxwwaUHPexs/+23LFzI+vXF3+lDnw1syOJmt67KENOoLxliqpMKbTiurgZ9oJ4jE9OiL1Vi2h3EjoY2NbFyYdvSWL2apUv55hsbmljhKlf/y38nYmGebWs98ggzZvDyy5w/X+QdF1z60vfmu9EyxDTqS4aY6ox13lfOQwthFCdO0KwZixbRpo26gaczfRnLVrGqtIFGjeL4cZYtK/LyL/zyIi+mklra+ELYTs5DCyE0dvUqffsyYoTq5TmX3E/5dBwWziLb7IsvOHqU8PAiLzen+W3cto1tKnQhhK6kQgshinnjDe6/n7ffVj3wXOY+wRPeeKsQ6847WbSI8ePZvr3IOwMYMJvZKnQhhK6kQhuOTKegUV8ynYK1iy1YwOrV/PQTt6n8+yGPvC/58m3UK/zu7syYQVAQJ0+av9yPfstYdpWrFhvJENOoLxliqjPWeV85Dy2EzpKT8fNj7VoaNlQ9dgQRk5m8mc0qx50wgVWr2LCBiv/O99mKVqGEdqKTyn0JcVNyHloIoY3jxwkMJDxci/IMfMEXb/Km+nHHjaNGDYYMMX8tkMBIItXvSwgHkgothADg4kW6dmXkSAICtAi/gQ2XudyNbuqHNpmYOZNDh5j47x1cAQSsYEU++ep3J4SjSIU2HDlJplFfcpLsZotdu0a/fjRrxhtvWN+pTb7m61GMMmHSJPrddxMdzaxZzC68QMwNt0pUsnhFtwwxjfqSIaY6Y533lfPQQuhAURg0iNOnWbGCO+7QoodDHGpP+yMcuRs1n45VrJtDPPMM06fTrRswjnG55H7GZxr2KMSN5Dy0EEJVr71GRgZLlmhUnoFJTBrOcG3LM/Dkk0RHM2QImzcDPem5hCUK8ke/cFaGq9Amk8lkMoWGhubk5JjPg2p+hCEtLS0nJ8fiW+Y/SwSJIBFuGeHkwIFs3Up0NPfco1EOf/HXYha33NvSEdvBy+v3zz9XevZkx47GNL6d2xccXKDKWkgEiXCTCPn5xMdfGjr0T1RlrKPKcpQbyMnJcXFx0TsLCxyZmBZ9qRLT7iB2NLSpiZULF13sgw+IjGTjRh5+2KbcbPI1XyeRNI952nVRVGwsgwaxatXrTeY+yINFpjCTIaZRX+VwiJ07R3w8UVHExvLYYwQGEhoqR7nLtKysmz2WR0eOTEyLvlSJaXcQOxra1MTKhW9YbPx4IiNZv17T8pxH3hSmjGKUdl1Y4OdHeDh+fl0znowhpsibMsQ06qv8DLGMDP73P555htq1mTePVq3Yu5c9exg/3tYUbsFY+6yyDy2Eg7z3HitXsm4dlStr2s9yln/O5wkkaNpLCX0vv/pqSOWjl1Ir/FoZbVdTlHl5eWzfTnQ0K1Zw/jz+/vj788wz3H3jxRXqVjFjVUSp0EJoTlF4/XU2b2bVKh55ROveOtAhhJA+9NG6I8vi43td6epfZ/RLnp/qk4BwcufOsWYNMTGsWkW1anTrhr8/Tz2FqYTbBqVCCyHslZtLcDBpacTG8sADWve2j31++B3hSAUqaN1XSX5MfXvtwW8WXJ1DUJBeOQink5ZGTAwxMSQm0r49fn74+VG9+q0byt1WZZxMp6BRXzKdAhcvZrdvz19/ER/vgPIMTGPaUIbqWJ6Bzk+MWtu1Yt6br/PDDwWvyBDTqC9nH2L5+WzezJgx1KvHM8+QlsbIkZw8yYoVhIRw+rTMWCL70EJo5ORJ/P1p2JDwcG6/3QEdXuZyDWokk1yDGg7o7iYa0/i74++27PAeffowcWKJByhFufTXX6xfT3Q00dFUq0ZAAH5+NG1q56PdZB9aCGGjXbto0YKAAGbMcEx5Bhax6Gme1r08A53pvKr6frZtY/16XnqJy5f1zkjoLzOT8HB8fKhRg/BwmjQhMZGdO/ngA556SvUnr9rJWPussg8thPqWLmX4cL79lp49HdltU5p+zMed6ezITi3ayMaxjN3Odi5dYuhQMjJYupTHHtM7L+FoisIvvxAdTVwcR47g60uPHvj5Fb0euzRkH7qMM5/XxlAcmZgWfakS0+4gdjS0qYnlhRWFjz/m9ddZvbqgPDvsQ9zIxktc8sHHMd3dXCtaHeTgec5zzz389NOZtm1p0YLERL3zKkqGWGmC3KThlStERREcTI0aDB5MXh5ff82pU3zwQVrPntaWZ11+M+t5BYewyNXVVe8ULHNkYlr0pUpMu4PY0dCmJhYWzs5m4EBOnmTbNqpWtTsN+0xlqoZPsrLRndzZghY/83N3umMyVfzgA9q0oUsXvviCAQP0zu5fMsRKE6R4w5MnWbOG2FhWr6ZxYwICGDMGDw87+9LlN7OxjirLUW4h1HHgAIGBdOjApEnceaeDO88kswENjnLUBaNMrvk5n//O79/wzb8vHTyIvz9+fnz5pXaPDBGOd/QoS5cSEUF6Os8+S+fOdOtGpUoO6l3uhxZC3NScOYwZo+MO4gQmnOTkt3yrS+8W7WJXP/od5OANr54/z6BB/P47Cxbg5qZTakIF+fls21Y4P/apU/j706cP7drp8KeXVGghRAlychg+nJ07iYigXj1dUsgjrza1o4hqRCNdErBIQXHFdQc7alLzxjcUvv2WiROZNo2AAJ2yE3a6fJk1a4iOJiaGSpXo3h0/P5o31/NKbLlSrIyT6RQ06svZp1O49cKJiTRtyj33kJhYUnl2wIcYTXR1qhuqPAMmTM/x3FrWUmQjmEy88gpRUbzxBiEhXLigW4oyxKwO8uefzJtHUBCurnzzDQ0asHkzP/6YPGECLVrYUJ7VnxRIbcbaZ5V9aCHsce0an33G5MlMnergW6qK88GnP/1f5EV90yhuLnNXsnIxiy2/nZPDqFFs28bcuTz1lGNTE1Y5fpxly1i5kqQkOnSge3e6ddP0wWz2kKPcQggzBw4waBD338/MmVSrpm8uhzj0DM8c5WhFKuqbSXFZZDWgwWlO33aTY4eLFjFqFK+8wtixcvmYQezZw8qVREdz+HBhVX7uOe65R++0SiBHuYUQACgKYWG0b8/gwaxerXt5BiYzOZhgA5ZnwBXXylTey96bLdSnD0lJbN9O8+bs3u2o1ERR+fkkJPDWW7i7ExjI+fN88glZWcyYQffuxi3PqpMKbThyHlqjvsraeei0NNq3JyKC7dsJCUneuVOjNKz3F38tZGEIIdp1UUrtab+RjbfYCI89RkwMr72Gjw+hoVy96qjsZIiRm8vkyen/939Uq8awYdx9NxER/PorX31Fhw5UuOn8HZQubWIAACAASURBVIZ4OI3ajHVUWY5yC3Fr167x5Zd89RXjxvHqq0aZQRjCCNvBjvnM1zuREi1hySxmRRNt1dKZmYSEcPw44eE8/bTGqZVrFy6wZk3hoey6dQkIoEcP6tTROy27yHloIcqxrVsZPpyqVZk2jZo1b728o+ST/wRPzGFOS1rqnUuJ/uTPWtQ6zWkbjsMvWMDrr9O3LxMn8p//aJlduXPuHCtXsnQpmzbRogX+/vTocX36O2flXOeh40JMIXHm/zKZTCbzl4QQ1vnzT4KD6dOH994jLs5Q5RmIJfY+7jNyeQYe5MG61E0gwYY2ffuybx/nzuHpSWSkZqmVI2fPMmMGPj7UqUN0NH37cvw4q1fzyitOX55Vp2mFjgsx+U03/6dfyqR0RUmflOInNbpEOTk5eqdgmSMT06IvVWLaHcSOhv82yc9nxgw8PalYkf376d3b7vjafYhTmDKKURoFV9FzPBeTG2Nbm0ceYdYs5sxh3Di6dePoUU0yK+tD7Pff+eYbOnTg8ceJjyc4mMxMliyhXz/uu0+FxEo1xLSJX3raVeiMMO/lAUps8L8vpKW06t3FDdy69G6VkpahWc9OLisrS+8ULHNkYlr0pUpMu4PY0bCwyZYtNG/O7NnExTF5MvffX5r4Gn2IaaTtZndvLPzpYDTtab8hb4M9Ldu1Y9cuWrbkqaf44AMuXVI7tbI5xA4f5ssvadmSxo3ZtYvXX+fkSRYupGdPy5dk6zDENItfetpVaLdRW8N9zV9IP5BQ38MNwM2jfsKBdMvNTGZGjBhx/XXz6+jS0tLM/5wxf8v855ycHPPnhTlLBA8PD91zsBjB45+Hwjggh4K+1F0LV1fX0m8HzNgUoWCNbFoLj/vvZ9AgXnjhSM+ebNpE48Y3ieDh4WHNWnh4eGjxjfqGb4IJvou7jDyyCn5uScv0u9MvcMGeCHfckezjw969pKfz5JOX58xJS01VcS3Mm2i9Ha4PZxU/C/Nhm5rKhAnUrft3y5ZKRgYTJpCVxauvJnftyl133WwtivwC1HRsmr9+y+1g8RfgTT4LVWh9ZVZciGl5gBLuW+KPN2YjV4oJAVy5wuTJfP45gwczbhz33qt3QjfzF3/Voc4+9lXFOc4idqTja7zWla6lirJlC6NGceedhIXRvLlKqTm99HSWLGHxYk6dIiiIXr1o1co4dxs4gnNdKWbG3fOfY9sZaSmtPN0d17MQTiMvj5kzeeIJEhJISOCzzwxenoGZzPTBx1nKM+CDzxrWlDZK69YkJjJ8OD168OKLHDumRmrOKi2NiRNp1Ih27cjMZNIkjh9n0iRaty5f5Vl1Dtx4bh71EyJiMiAjJuKf492iOJmxRKO+nGDGkuhoGjVi1iwWLSIyMjk7W/XEVN+weeRNYcpIRqobVlNVDlXZzGYVAt12Gy++SGoqtWvj5cVrr3HuXGniOd0Q27+fTz7hqado356zZxk5MvX335k8mbZt7S/MBpoUqNTxVaBoKzaY4FjzfwGYv3SD61mNHz8+Ozs7NTX1+ltJSUnXf05NTc3Ozrb4lvnPEkEiOE2ErVsvNWuWV7euEhXlXGuxRFnSOKexvjnYGiFXyX1AeeBwzmE1c/jjj9O9eikPP6x8+KFy4YJTbAe7I/z6qzJ8+O+enkrNmsrIkUp09MUDB5xvLTSKoG5VNdZ5XzkPLcqdXbt4/30OHOCDD3jpJW6/Xe+EbPMMzwxneBBBeidimx706E3vvvRVOe6RI7z3Hps28fbbBAdT0Yjzk9vt119ZtIilS/n9d3r1ol8/WrXCZNI7LYNx2vPQQghz+/bRpw9du+LnR2oqgwY5XXneyc7DHA4gQO9EbPYsz8YTr37c2rWZP58VK1i7Fk9PwsPJzVW/F8c6eZJJk2jenNatycriq6/IzGTqVLy9pTxrTiq04ah+vb5aHJmYFn2pEtPuIDc03LePwEB8fGjWjLQ0XnmFO+8sZV9WLqzuhv2SL0cz+g6c7CmNaWlpbWm7iU1adeDlxcqVzJlDVBTu7kybZmWdNtQQ++svZs3Cx4d69di7l08+oeAcc/v2Jf4laaAhpkETXX4zG65CF9wJHRoaapz7gB0cwdXVVfccLEZwdXV1WA4Ffam7Fi4uLqXfDhcvXrQvQsEaXdy2LcfPj06daNuWX39NfuaZ61M9F49gcYOXtB0K7va+5Vq4urqq9X04ytF44ocwxFlGFmafRX3q5yg564+s1zCHhg2JjmbJEqKjc2vWJDy84DFZN4lw6tQph22H69+uIhESEnYtXkxgIDVrMn/+hRdeuPz77/z4Ix07snv3LXIoPmztWIsivwA1HZvmG/yWW9LieHT2+6FtI+ehRZm1bRuffEJyMm+8QUhIGXgGw0hG3su9H/Ox3onYqT/9O9BhMIMd0VliIuPGkZrK6NEMGWLAT//aNeLjmT+fqCiaN6dvX3r0KGn+OnEz8mwrIZzKhg18+CFHjvDmmwwaVDijkpM7y1kPPPaz/1Ee1TsXO81gxs/8PJe5juvyl1/4/HO2buWttwgONkid3r6defOIiKBOHfr2pU8fqlTROydn5pgrxeJCvMOKzZx944OqhBA3kZ9PZCQtWzJsGAMGkJbGsGFlozwDYYT1prfzlmfgOZ6LJ17BgbsEzZuzZAmrV5OQQM2avP02J086rvcb/for//0v7u4MHkyVKiQksG0bI0dKeTaWks9DJ4x2l8dE6kFmLNGoL8fNWHLxIt9+y5NP8vnnvPkmBw7w0kvJe/Zo0peNC6uyES5yMZzwMYwpfShdFGyEmtS8i7vScPjlPw0bsngxSUlcuUL9+gwbRnq6eWKaOn+eGTNo04bmza+eP8/ChRw4wPvv8/jjKgR3gkmBStFEl9/MN7lSLDhWUQKWO/ppznKlmJeXl+45WIzg5eXlsBwK+lJ3LQqeLVGaCDk5OS4uLjeLkJnJ2LHUqnV+6VJmzmTbNgIDk3ftur5GNq2FxQ1eUgQvLy9r1sLLy6v0W3LK31O8crwe53G7I+j7rb7+WTT7q9n16T8dvRa1ahEWdmHHjrMVKtC6NX36sH07ZtTN4do1vv46o3dvatdm9WoCAzNOnrzj66/x8lLzsyg+bO1YiyK/AFUbm5beMnfL7WBxPOp1pZj5sy3iQkx+04NjlXBKeOCFetnIeWjhpPbtY9Ikli/nxRcZOZI6dfROSCt/87cbblFENaax3rmU1iIWLWLRMpbpnMeFC/z4I2FhVKnC668TGKjiZNZ79zJrFvPn4+bGgAEEBfHAA2rFFhY4fsYS33ClYG/ab7pa3QpRNly7xrJldOhA587UqUN6OpMmleHyDMxhTiMalYHyDBTcFX2Nazrnce+9jBxJejpjxvD117i78/nn2DIre3FZWXzxBQ0b0r07//kPmzezZQtDh0p5djIlVWjf8CL7yr7hipI+qZUDUirv5Dy0Rn2pfJLs7Fk++YQ6dfj6a0JCOHqU997joYdU7N2A56Fzyf2ET97l3dIE0d31jeCKa3WqJ5Kobz6FbrstuWZNtm4lIoJ9+6hdm5EjOXDAphh5ecTFERhI/fqkpzN1KocPM3Ei7sWeJegEQ0z7hsY/D22so8pylFs4gd27+e47Fi8mIIBRo2jUSO+EHCec8OUsj6PsXEH6Gq9VocpYxuqdSDEnThAezowZNGnCiBH4+Nx8js20NGbNYu5cqlZl6FCef974jy0tm+R+aCH08PffLF7M1KlkZjJ0KEOHlrcbU3LJ9cBjMYub0UzvXFQTR9ynfPozP+udSAn+/pt585g6lQsXeOUV+vcvcpwmN5fISL77jtRU+vdn4EDq1dMrVwFl/skZci23RDBchPR03n6bWrWuzZyZOWAAhw/z/vtUqeJka1HqCHOZ+yRPNqOZU69FkQjtaLeTnZe4ZNC1qFiRwYNJTk4dO5YdO3j8cQYOPDR3LpCeztix1KihhIVdGjGC337jiy+4csWQa1EuI6jCWPussg9NsdsGjMORiWnRl80xr15lxQq++67ghmZefhkPD7sTs6OhTU2sXNju/C9z+QmeWMzip3najuaGUmQjtKPdWMb6ot1NKta69afz559Xvpu5JOzEjEv9Um+r++KgCkOG3+nhoU1fOsV09iFWxvehRVZWlt4pWObIxLToy4aYhw/z3nvUrMmUKYSE8NtvfPYZHh6lScyOhjY1sXJhu/OfznQvvMpAeabYRvDFdzWr9UrG3M0/nUOHeG3Cg9W/fv2nJl+NHH3bbx0HfT7X1eN//0eiPVe66TzENAhikCGmLmPts8o+tNBTbi7Ll/P99+zdS//+DB3Kk0/qnZMh5JDjgccqVjXihsvi8vP54w9ycjh9mkuXCl+8917uvZeHH6ZKFRVv69XQDnaEELKb3XonYlleHlFRTJ3K/v0MGsSQIdSu/c97mZnMnMmsWTz8MMOG0auXQeb6Ls/kSjEh1LZnDz/+yIIFNGzI0KEEBFCxot45GchHfJRK6uS/5uzaxb59HDxIejq//caxYzzwAC4uVK7MPfcULpyTw8WLnDnD+fPUrImHB15eeHnRurVBb8a9xrVHeCSDjEd4RO9cbnDmDD/8wLRpuLry6qv06mXxMeKQn09UFD/8wNat+Pvz8su0bu3oXMU/pEILoZJz55g3j1mzOHOGgQMZONBs90QAHDpEzI4z7wd6PtY74dRWt4YNadiQevVwc6N2bWrUuNmjQC5f5tgxDhxg505++YXt26lXj4AAevTAvlOn2ulBjyCC+tFP70QKJSUxdSrLl9OjB6+8wj/TTd5KVhaLFjFtGhUr8tJLDBjAI8b6m6M8ULmKKUZyPavx48dnZ2enpqZefyspKen6z6mpqdnZ2RbfMv/ZSSMkJSXpnoPFCOYZap2D+f/VWotNmzYVRrh6VVm58lyHDsoDDyj9+ilr16YePGjlWixbtsy+HAr+b9NaWNzgJUVISkqyZjskJSXdMocTJ5QZM5S+fZVHHsmtVUupG/9qh72j5s8/cPXqLXK4+XbYvj157Vpl+HClWjWlQYO89947/ddftkVQ6/tQ/LP4Vvm225lujszBYoRZs+YtWKC0bKnUqqW8+ebpo0dz7MkhP1/ZsEEZNCjvvvuu9uihxMYq164Vj3D9nyquRfFha8d2KPIL0PoIdozNuXPnWszBYgSL47H4WqhbVY21zyr70EJbKSnMmsW8ef9OUiwPqQfg2jUSEli1ilWrOHaMTp3w8aF9e/Jq/dqSlgc5+DAPq9WXovDzz4SHs2oVffowZgxubmrFtlMqqT74HOWoXgmcO0d4OFOm8OSTjBhBt27cfnupg54/z6JFzJzJ0aMMGsSAAXJdhQPIUW4hbHTuHAsWMHs2WVm89BIDB1qYBbFcunyZNWuIjCQ6mjp18PGhc2datPi3PPSlb33qv8d7WvT+xx+EhTF9Os89x7hxOpeP6lRfxzoPHH38PS2NSZNYtIiAAEaPpkEDbfqYPp0FC3B1ZcAABgzgvvs06EaAVGghrPX338TGMncuGzbg68vAgTz7rHNcXqyxnBxWrSIigjVraNaMHj0ICKBataKLJZDwPM8f4tA93GMpjDouXGDyZCZNws+PDz+0kIZjhBBSl7qjGe2wHtetY9IkEhMJDuaVV7SfoS4vj40bCQ9nzRp8fXn+eXx8bnYdgbCL3A9dxqk+K41aHJlYqfrKz+fnnwkOplo1Jk+mWzeOHWP+/LRatUpfnu1OzI6GNjWxZuGLF/nqq6zu3alenVmz6NyZo0eJj+eVVyzUxXzyRzHqEz7RtDwD997LO++QkUHVqjRuzEcfcfmyph1a3lbP8dw61mnbMQBXrzJnDo0aMXo03btz9CgTJhSWZ22H2O2307EjEREcPkzbtpc+/ZTq1Rkxgl271OpBlfydeoipT8Vz2qVntHx0YX5Rg6E4MjE7+9q5UxkzRqleXWnUSPnsM+X4cRViqpKYXQ1tanKThXNylJ9+UgIDlfvvV3x8rs6dq1y/ROsmpivT2yht8pV863MovcOHlV69lNq1FbOLftRncVv9ofxxv3J/rpKrXb8XLijffKPUrKl06KCsWaPkF9u0jh5iR48qoaFKnTqKh4fy8cfKkSMqxFQlMUc1VGuImVO3ihnrqLIc5Rb2OHqUefOYP5/Ll+nXj7595ekBwJUrxMSwbBmxsbRpQ8+e+Pvz4INWtT3PeU88Y4hpQhON07Rg40ZeeQUPD779FldXx/XbilYTmdiRjqpH/uMPpkxh2jTatOGtt2jeXPUeSicxkR9+IDISd3f696dXL7lNy25yHloIAE6fJiKCBQtITycoiBdeoGXLmz+hrzy4do1161i4kBUr8PKiVy969rT59+1IRuaSO41p2uR4a3//zccfM20aEyYwdKiDLh74L/+9xKXP+EzFmOnpfP01ixYRFMQbbxj7CsWrV1m7lp9+YtUqWrXihRfo3v3fmWiEdeR+aEPfzSwRNI9w7pwyY8ZfTz+tPPCA8uKLSmxs2oEDzrcWGkRYtuzo//3f35UqKS1aKJMmKatW7bEvh93K7ipKlbPKWd23w969StOmOS1aKAcPOiKHLcqWpkpTtdZi06aLzz+vVK6sjBunrFlj52dRyhzsjJCdrSxYoPj45Lm45D7/vBIdrfz9t6NzcNoI6lZVw1VovVPQn/lHbiiOTMxCX+fOKTNnKn5+yv33K716KUuWKJculTamKolp1tDKJrt3K++8o1SvfsXNTRk/Xjl8uFQx85S8Vkqr6cp06/PUVH6+8t13SqVKymefFUy8oYKSNsJV5eqDyoOnldOljL9xo/Lss0qtWsqXXyoXLqiQmBas6uvMGeWbb5Q2bZSHHlJefVXZutXCyXNbY6qSmEoNbWpi5cLqVjFjHVWWo9yiqOxsVqxg0SK2bOHZZwkKomtXeTwAcPw48+czbx4XLvD88wQF0USNU8bhhM9l7iY23WakGz2OHmXIEK5cYfZsHn9cw4560jOAgBd50Y62ikJMDJ98wpkzjB3Liy9SoYLqCerk+HFmzmTxYrKz6dOHfv1o3FjvnAxKzkOLciA7m6goFi9m40bat6dPH7p149579U5Lf+fOsWQJ8+axfz89e9K/P61bq3by/SQnG9N4DWsa0lCdiOpRFCZPZuJE3nuPkSO1OjM9k5mrWb2QhTa1unaNiAg+/xyTiXfeoVevsnvXfUoKCxawcCH5+fTpQ//+1K+vd07GIhValF05OURFERFRWJiDgujWTeY/AnJyWLmShQvZvBkfH/r1w9e3hCcdlUIAAY1pHEqoynHVk55OcDBXrzJ9Op6e6sc/wYnGND7FKSsPIVy6xMyZfPkltWrx5pv4+pabSxVTUgqP4dx7L4GB9OkjpbpAGb9STO8U9Fcez0OfO6fMnVt4x27Xrsrcubt+/ln1TpzxJNnly8qyZUpQUOGG+eknpaR7Mq2Mf5PFlihLPBXPv5W/bc3TwfLylKlTlcqVlfHjCy5gstnNt1U9pV6iknjLIKdOKePGKZUqKYGByrZt9qRha2LqUqev/Hzll1+UN99UatZUGjY8MWyYcuCAXonJeWjNyT50+XL6NEuXsmwZv/xCx450727DHbtl2vU7plaupFEj+vUjMJCHHtKwx7OcbUSjRSzyxlvDbtSTmcmwYaSlMXUqHTqoGXkMY+7n/nGMK2mB/fv53/+IjOT553ntNWPfQOUwisKWLSxdytKlPPAAvXrRuzd16+qdlg7kKLdwcidPsnw5ixezaxddutCzJ506yW2XQH4+mzezcCFLl+LmRp8+BAVRtaojun6BFx7l0a/4yhGdqWflSkaPpmlTvvhCtUd7r2XtBCZsZnOR1/PzWbWKsDBSUnj1VYKDeVi1x32VIYrCtm0sXszSpTz4IH36EBhYrp6pJRVaOKfffiMykqVLSUnBz4+gIJm4v0DB77RFi1iyhCpVeP55evemVi3HJbCABROYsJOdd3O343pVyZUr/O9/fP01gwczdqwKh2CucKUKVY5y9EEKY505w4IFTJ3KvfcyejS9e6t/BUAZlJ/P1q0sWsTKlbi40LcvvXqVh1It56HLuLI2L/f+/cpHHylPPaU88ogyeLASHa1cuaJVX9rHVHfS4KQkZcwYpWZNpV49ZcIExWy+BJv7snLh4osdV45XVirvVHZa35cBZWYqISFKpUrKhx8q587dYuFbbqsAJWCuMjc/X9mwQRkwQHnwQaVfP2XTJtWytTsxg/dlOWZ+vpKQoIwYoVSvrnh6KqGhyq5dWiRWJuflLqv3BDixrKwsvVOwzIbEFIUdOxg7liefxNeXU6f4/HNOnuSHH+jShYoV1ezLaqrEtDuIecN9+3j/fdzd6dePu+8mJoaUFMaNw8OjxCZqJVZksXzyBzBgFKN0mX9bRa6uTJvG1q1kZFCnDkOHkpRU4sI331b5+TyZ3u3DXTE1ajBqFI0bk57OvHm0aaN+2jYlZvy+LMc0mWjZkm++4dgxZszgwgV69cLDg/ffZ+dOFROzo6EWQ0xlKlb70ruelcz66ZQRrlxJmzxZGTZMqVZN8fTMHDxYSUoqmITImdZCswiHDinvvnvFze3vWrWUt95Sdu7Ufy0+VT5tktPkmnJNxxxUj5CQkPHBB1fq1FHq1lXeeUeZPv1Qbu6tIyxblvLjj8qAAYqrq+LW9sjdFx/ad+CaU28HQ0f45ZesAQMUNzeldm3ltdcurl2bWjCzq3OthfazfhrrvK+ch3ZKf/5JbCwrVrB2LfXr4+9P9+5F9wfLsdRUli5l8WL++IOgIPr04emnDXHX7A52+OOfRFJ1quudi/oKjuOsWMG6dRw4QP36eHjw+OM8/DB3343JxMWLnD/P779z5AiJidx3H23a0KYNHTvi5kYTmkxlaita6b0eZd2+fURGsmQJZ84QGEjPnrRuzR136J2W/eRKMWEMR46wciUrV5KURIcO+PvTtSuVKumdllEcOMCSJSxZwtmzBAYSFETr1gaaauoc57zwmsSk7nTXOxfN5eSwdy/p6Rw+zNmzZGdToQL/+Q8PPMBjj1G7No0bU6XKDU3e5d3buX0iE3VKufxJT2fJElasICODbt0IDOTZZ7nb+S5dlCvFyjhDz1iSl6fs2KG8957SoIHy6KPKkCHKypW2PsHC2r4MGfOWQVJSlPHjFS8v5bHHlJEjlbVrlatX7exdi+kUChbLU/L8FL83lTdtTalssGZbbVI2NVGaOCAZc843Y4kGMffExSlff6107Kg88IASGKjMm6f8+adGvcuMJbaRfWiDunyZdetYuZLoaB5+mG7d6N6dZs0MtEuot/37WbyYiAguXKBHD4KC8PY2xKFsiz7io9WsXs/6CpSZZzuoLI+8KlTZy96qOOSGdFHcH38QF8eSJWzahLc3XbsSGFj0WIfxyFFu4SgnTxITQ3Q069fz1FN064a/P3Xq6J2WgRQU5oULuXKF7t2NXpgLxBM/gAFJJLniqncuhtaXvh3pOIQheidS7mVns2oVUVFER9OoUeEvIqPO5SYVWmhs926io4mKIj2dTp3w98fXVybjvE5RSEwsPMdcoQK9etGrF02b6p2WdQ5xqD3tF7GoHe30zsXo5jN/EYtWsELvRMQ/Ll9mw4bCg3n330/37vTowVNPGeqPYnWrmBylNJy0tDQder1yhbg4hg+nRg2Cgjh3jk8+4dQpFi6kX7+C8uzIxLToq5Qx8/LYuJGXXjpfsyYDB1KxIpGRpKXx8cdWlWc7erepiTULn+e8b67vp3xazsuzlRvWF9+NbLzCFa3zua6cD7FbB7n7bvz8mDaN48eZNQtg4EBq1mTUKDZtSjt4UM2+SrewWoy1zyr70EBOTo6Li4uDOjtxgrg4YmJYv77w8FHXriXNd+/IxLToy76YeXmF0wxHRPDQQ3Tvntu//512PPfQjt5tanLLha9ytQtdPHI9ptw5xaY0yh7rN2w72r3FW13oonVKBcrnECttkEOHWLaMpUuVI0dMfn4EBuLra+VF4OoOsQJylFuUTl4eO3YQE0NsLMeP06kTXbrQubM8B8Dc5cvEx7N4MdHR1KlD16688IJhz3xZZRjDTnAiksjbuV3vXJzGl3z5K79+x3d6JyKskJlJVBTLlrFtG23b4u+Pvz+PPurgLKRCC7ucPcvq1cTEsHo11avj60uXLrRowe3y+/pf58+zdi1RUaxcSf36BAU57ulSmvqCL37ipy1sccFRh2fKhDTSOtDhOMdNGOhMp7iF7OzCS1zj4vDwoFs3evZ02EM7pEILqykKu3cTG0tsLCkpdOiAnx++vjz2mN6ZGcvZs8TEsHgxmzbRti3duhEQQOXKeqelkjnMCSV0M5urUU3vXJyPJ56zmd2MZnonImyXl8f69URFsXw5Li6FA1vjKf3kSrEyLjk5ubQh/vqLpUt5+WWqVeP55zlzhtBQTp8mMpKhQ+0uzyokpmtfxWMeO0ZYGO3a4e7OqlW89FLhcbLg4BLLs92J2dHQpiYlLRxL7Nu8HUNMQXl25IdoWDZthO50X8lK7ZIxV/aGmCODWGh4++0891zhQzt+/JE77+Tll3F1ZeBAFi/m8mVVhpimjLXPKvvQpZKSQlwcsbEkJ+PtjZ8ffn48/rjeaRnOnj2sWMGKFRw//u/0glY8cMv5bGZzL3pFEdWc5nrn4qy2s30IQ1JI0TsRoZKjR4mLY/lytm/nmWfo2pUuXXBVbW6AMr4PbTKZTCZTaGhoTk6O+dXt5n+/pKWl5eTkWHzL/OfyEOHCyZOsXMmwYdSs+bePD0ePMmYMJ08mf/ghI0YUlGfjr4UDIuTlsWbNpeDgc088QUAAZ88yZEj6iROFz8M8dsw51sKmCPMOzutFrwUsaE5z510L3SM0p3nmtczjHHfqtZAI/7519izDhrF6NUePHmnWjPXrqV+fFi3+Dg09GhOjYg6qMNY+q+xDW0VR2LuX1atZtYqkJJ5+ms6d8fMr6S6pHYt7uQAAIABJREFU8qzgkuzoaFas4OGHCQqiWze8vPROS3u72e2L73d8F0CA3rk4vZd4qQUthjNc70SENq5eZdOmwucAVaiAry9du/LMM/Y9YquM70OLEs92nD3LokUMHky1agQFcfx4we4ya9fyxhsOKM9OdJLs7FnmzKF3b1xd+ewzPD1JSmLOnOTQ0NKWZ6c4D72DHZ3pPJWpxcuznIfG9o3Qgx7LWa5RMuacaIhpF1OHIXbHHXTsSFgYR46wZAnVqxMayqOP0qcP8+bx11+lTKw0jLXPKvvQReXlkZjIqlWsXs3Bg7Rrh48PnTvL5NgWFTwPMzqaxETatCEoCH9/HnhA77Qcazvbu9N9FrN88dU7lzLiEpeqUvUIRx5E5r4tNzIzWbOG5ctZv54mTejRAz8/ax57L3dblQO//caaNaxZw/r1PPYYPj74+NC6NXfeqXdmRlTw+IroaH77jc6dCQqiU6eyeeXXLa1jXT/6zWZ2ZzrrnUuZ0pOe3eg2kIF6JyIc7soV1q1jxQpiY/nPf+jalW7daNOmpJkkpEKXURcu8PPPhYX53Dmee45OnXjuORUvMixLcnPZsIHly1m5kgcfpHt3AgKMNoW+o0US+X/83xKWtKGN3rmUNfOYF0GEPEWjvNu5s/CpQkeO4OuLvz/PPlvkqUJSocuQ/Hx27SqsysnJNG9Op04Xvb3/06qVAUuNESYNzslh1SoiI1m1Ck9PAgIICMDNrVQxVUlMi4Y2Nfni7y/CKoZFEdWEJuqmUfbYsRGyya5O9Uwy/8N/NMoKYwwx3WMadojdsHDBzAlRUWzezFNPERCAj0/BMXC5Usz5HT/OzJn07UuVKgwYwB9/8PbbnDxJfDxvvXWiUiUDlmcgKytLr76yspgxg65dqV6dmTN55hkOHmTLFsaMsbY8F4+pSmKaNrSyST75oxk93TR9C1tuXp7tS6PssWMj3Md9zWkeT7wW+Vyn4xAzTkwDDjELC1etSkgI0dFkZTFqFHv28OyzeHry1lu25nBzxtpnLcv70H/+yYYNrFvHunWcO0fHjnTqRKdOVJOJGC1TlMJDStHRHD5Mp04EBODry3336Z2ZkVzi0gu8kE32UpY+QDm7KM6xpjFtC1t+4ie9ExGGpCgkJREbawoNlaPcTuLaNfbsIT6e+HgSE2nWjGef5dlnadKE2+TohWUFdzBHRREdzX330a0bXbrQujUVKuidmfEc53gAAQ1pGE74nchVhNo6xakneTKLrLu4S+9chHHJeWhjKzi1XFCVt2/niScKq3KbNuX08mLrnDxZeAXGxo00a0bXrnTtasMR7HJoM5v70vc1XnuDN/TOpbxoR7u3edsPP70TEcYl56ENKTWVqVMJDOSRRxg4sPDkRGYmSUl8+qlN8z4bdk4JLRLbu5ePP6ZFC+rVY/16+vbl2DHi42nTJln18uys0ykUo6B8xVd96PMDP1wvz1bGN+y3y5Hs3ggBBEQSqW4y5mTGktIE0evhNJoy1j6rk+1DHz7Mhg2F/1WoQMeOhf85/JnhziU3l40bCy+EvP12unXD35+2beU4tlX+5M9BDDrJycUsrk51vdMpX37n98Y0ziLrDuyZD1KUB+pWMfmlaKOsLLZsIT6etWu5dIm2bXn2Wd55h3r19M7M6M6cITaWqCji46lbF39/oqOpX1/vtJzKFrb0p38ggRFEyIlnx3uMx+pQZytb29Ne71xEuWCsfVaD7kOfOsWmTcTHs2ULZ87Qrh3e3rRuTdOmxrwtylAOHWLlSqKi2LePjh0LTzBXqqR3Ws7mGtcmMGEGM77n+y500Tud8utzPv+VX8MJ1zsRYVByHtoh/viDqCjGjuWpp/DwYPp06tRhzhxOniQiglGj8PLSqDyr/vwytVifWF4eW7Ywdiz16tGuHSkpjBzJiRMsXcqgQVaVZy02giox7Q5iR8PrTTLIaEvbX/hlJztLKs9Wxjfst8uRSrMR+tJ3GctyyVUxn+sc+enIELO1iS5jR45ymzl5ks2b2bSJDRs4cYK2bXnmGX74gQYNHHlzlKtRp/m8ZWLnzrF6NdHRrF5NrVp068bcuTRpYs9fMlpsBFVi2h3Ejoaurq555E1hykd8NI5xr/KqiRI3pZXxDfvtcqTSbITqVPfAYyMbO9FJvYwKOfLTkSFmaxNdxo6xjirrcJT7+HF+/plNm9i8mdOnad2adu1o147GjUuaGF0UsX8/0dHExLBnD+3b06ULXbrIRCwq2MveoQy9h3tmMONxHtc7HVHof/xvP/t/4Ae9ExFGJPdDl1pmJlu3/nteuXlzWreWiURscuUKGzcWFmagSxe6dqV9e+6SuRzUcIlLH/LhD/zwMR8PZvBNdp2F4/3Gb0/xVCaZFeQYpChGruW2y+HDbNnC1q2sXk1uLq1b4+1NcLBc7WWT338nJoaYGH7+mcaN6dKF6Gi5jF1li1n8Jm+2otUe9jyK3LlnODWo8TiPr2WtPIFbaK3s7jLm57N/P9On89JLVK9O69ZER+PlRUwMmZlaX+1VGkabUyI/n+RkQkPx9LzUpAnr1tGrF0eP8vPPvPWWVuW5fE6nsJOdbWn7MR/PYc585p9IPqF6Ykb7dumi9BuhP/0XsECVZMzJjCWlCSIzlmiutMcHcnL45Re2bWP7dhIScHWlbVvatqVdO6pWVS/NcuGvv1i9mqgoVq2iWrXCs8tPPy1n5zWRSeY4xsURN4EJgxl8Wxn+07lMOMnJetQ7zvF7uEfvXISxOPt56LgQ0/IAJdzi4SGb101RSEtj+3a2bWPbNg4fpnFjWrakVSu8veWuWzv8+mvhUysSE2nduvDBFdVl6irN/MmfX/JlOOFDGPIu796HPLrLOTzHc8MZ3oMeeicijMWpz0PHhZj8phMcUJoYFy6wezfJyWzdysaNVKiAlxetW9O/P82aydMp7FDwsI+Cwvzbb3TuTEgIkZE46lny5dQ5zk1i0rd8G0DALnbJFJ7O5Xmen898qdBCU448mJYR5r08QIkNtqNpZiaLFzNqFK1bU6UKo0dz+DBdu5KYSGYmUVG8/TatW5eN8uywsx1nz7JgAf37U6UKQ4eSn89333HqFHPmEBRkoTzLSbLSBDFveJrTYxnrgcdJTiaSOIMZFsuzFifJ5Dw0Km2EAALiic8hp/ShrpMhVpogZfI8NIqjxQYTHFvCe9ezuhdaw5I2bZSgIKVSJcXV9XybNsqnnyqbNytXrqSmpmZnZ19vlZSUZPHn7Ozs1NRUi2+V5wjz5x/46CPF21u57z6lY8ecsLDLx48731o4aYSUCykv/fnSQ8pDryqv/qb85qRrIREKdL3a9eOsj519LSSCuhHUrarGOw8dElJ4RrlJE1q0oFUrWrSQp0WV0qVLJCQQFUVkJHfcwbPP0rUrnTqVjYMOziGRxK/4ah3rhjBkFKPkNqoyYClLpzFtLWv1TkQYiFOfh7ZCvXq8/DKNG3OHPN+ttDIyiI4mNpbt22nRAj8/1q3D3V3vtMqTK1xZxKLv+O40p0cy8nu+d0FO75cRXegSQkgmmVWRW0WEJox3U8eIETRrVp7Lc05Oqc5s5eYSH8/rr/PEE7Rrx4EDDB9OZiZr1jB6dKnKcykT070vVWJaHySV1DGMqUGNCCLe5/1dObtGM9qm8mxTwlYu7MgP0bDU2gh3cVc3ui1lqSrRkCFWuiB2NNRiiKnLcBXaZDKZTKbQ0NCcnBzzZ4mYn6VPS0sz31jmb5n/7KQRsrKy7Ijwxx989tnhl17i0UcZO5Zz507+8AO//8706XTs+P/t3XtQVNcdB/Dv1heCK6KowWh8LQSUOElWyYwaHyMoz6rJaNKqdaJTTDJjrDXGNpNkEmst1j502mSG1Ikmpo06k4mPCKmg9YUGBaNElseCqDESXyssDxWF2z+WbFZYYPfu3XvP7n4/wzi4e+/v/s7Z+/N4H3tu3dWrCrSiurpatX6wbUvZz6KiosLzT/PkyZOdR6hH/Sf4ZHzd+GmY1gM98pG/tnBtKlKvVV9ztxVOO7yjCNXV1a60orq62kfrQsEIto5VJIdnrzz7KT5VqhW5ubkeRnA9B/vepeBn0b5sZbSizT+ACtZm+7ccO7zLfnBaj518ForwrxlLAkxLCwoKWqfhrKpCQgJSUpCYyO+Ba6AZzYdwaDu278O+KZjyK/wqDWk90VPrvMi7mtE8FEOP4mgkePWIAN+fsaQzHKFdUVuLAwewfz+yszFoEJKTkZyMSZPQXbybCvyeBOkUTu3Ezh3YMRRDF2HRL/CLcIRrnRep53W83gu9/og/ap0ICYEjdIC6cKF1UpFTpxAXh/h4zJmDxx/XOq2A1ISmIziyD/t2Y3cf9JmHeb/ELx8HP4xAdB7nk5B0CZc4VytB6VFMuF2K16ELCwvtv9+9i717G9PTLTExmDgRhYWIj79w5QpycrBmDXQ6VVvhmKG3+8HxT6VacezYMQ8jfF///epTqxdgwSN45B280/J9y1f4ygTTe3hPV67rPILtT7da4bTDO4pQWFjoSisKCwt9tC4UjCDjs+gkh1jEDsTAPOR53opPP/1UtX6w/1XBz6J92cpohWNubkX44osv3G2FY4d32Q9O65HXoQPR5cvIysL+/Th6FE8+ieRkpKQgNlbrtAKSBKkIRf/Ff7ORXYjCyZg8G7NnYza/0Ex2G7GxBCUf4SOtEyHt8Sy3f2puxtmzreexL13C9OlITUVaGsLCtM4sIFWg4giOHMKhgzjYF31nYVYSkqZjem/01jo1Es51XI9G9Pf4nrsHcYT2K7du4dCh1oE5IgJpaYiPx7RpvO1LbRKkcpQfx/HDOPw//E8H3TRMm47pMzBjOIZrnR2JLhGJC7FwIRZqnQhpzM+vQweI4mJs2ICEBIwejU8+weTJKCpCcTEyMvDYY+ViDs+KX2JReVvtY9aiNgc5f8AfUpASjvBEJB7G4WmYdgRHvsN327F9CZa0GZ5lJyZjRbdWcXFhNT9EYXmjE36NX3t+ltv/SkzNIIKUmLKEG6H9+E4xqxUbN15YuhRDhuD551FWdvu11xqvX8e+fUhPx7VrrWtFRESI2YqIiAjVcrBtS9lW6PX6YnPxaZz+AB+8hJdG3R01DMPWYV0DGlKupuTX51ehaju2L8XSmsKajlrR0NAgLwdbi9xqhdMO7yhCRESEK/0QEREhzh6lVQQZn0WXOaQi9ZsH31ShypNWXLt2zZMc3GqFfe9SsB/al62MVrT5B9D1CDJq07HDu+wHp/XIO8V8nv1bUqdPY8IExMfj5z9HTIzWaQWGW7h1FmeLUHQO587ibDnKoxA1ARPiEBeHuFjEdkM3rXMkP7ESK/XQr8VarRMhLfE6tA+4cwd5ecjNxe7duHcPM2ciPh6JiU4eukwKssBShrISlJSitAhF3+LbRjSOwzjbz1N4KhaxQQjSOk3yT0UoSkNaFar4xehAxhFaXFVVyMlBbi4OHIDB0Hoz9tNPQ6fTOjO/04SmSlSWoawc5WaYy1BWitImND2Ox2MQE43oWMQ+gSd4kxepKQ5x67BuJmZqnQhphneKicX+LKnoaEyahPx8vPACLl9GQQHefRdGo9vDs+OFDaGomZjjtqpR/TW+3oEdGch4GS/PwqzRGB2K0NmYvQVbruHaeIx/D++dw7ka1OQjfxu2/Q6/S0Vqm+FZkfxlB5GxoluruLiwsHuXmrzXCYux+GN8LHt1rUpMqJi+XmLKEuuY1YeOoa9eRVYWsrJw6BBiYpCaiqQkPPUUD5dlssByBVe+w3c/4IcruHIFVy7h0mVcvoRLoQgdjuEjMML+Y4BhBEb0QOA+opTEVIOaURhVhrKB4ONrApSfH0OLfC/36dOFhYXYsAGTJ2Ps2OasrAeJiSgpwcmTSEwstJ/NFueeVXEiWOus+ZX5JpgO4/C/8e9VV1atxupFWDQDMwxNhmAp2ADDQiz8AB/svbm3BS1xiFuFVeuK11lg+QE/5CN/S92WpeVLX8ErSUiKRGRRYZEv9gMj+HeEfuiXhrT/4D8+3QpGUCSCIsQ6ZhXzGNpiwcGDyM3Fvn3o3bv16vLUqejBQzgAQAMaLLBYYLmFW7dw6yZu3sTNG7hxHderUX0DN2wvhiFsMAYPwqBH8ehADHwUjw7G4CEYEoGI4RgeghCt20GkgEM4tAqrvsE3WidC2uCdYipp8yyp1FTMnYvHHvP6dgsLC41Go9c30wEJUg1qrLDWoc72U4vaWtRaYS27WhYyJMQCy23ctg3Jtl+6oVt/9O+P/gMwoD/6hyN8EAYNxMDBGPwIHhmAAeEID0e4W99r8kYnKBJTdhAZK7q1iosLa7t3CcKrnSBBMsCwEzvHY7y766r56bDE3F3FxYU5QntRfT1yc5GdjawsBAW1PrJi6lT06qVhUu6pQc1d3G1EYyMa7+FePerv434tahvR2ICGWtTWo74RjfWor0FNAxoa0FCHuhrU1KO+HvUNaAhDmB56+08/9OuLvn3RVw99KELDEGYbj+2/8PtLRI7+jD+XoGQrtmqdCGmAI7TySkuRlYXsbJw6hWeeQVISUlIQFaXkJu7hXiMaAdSgRoJ0H/frUQ+gGc1WWAG0oKUWtQBqUduClgY0NKHJvpZtuAVQh7oHeGD7q20Z25+3cfsu7t7BnVCEBiEoBCG90TsIQX3Qpwd6hCI0GMHBCO6HfiEICUawbbjtgz4hCLH/bvtRstlEgecmbkYh6iIu9kVfrXMhtfn5CF0pVbZ/3T56tWcb8Nq8aBu3Og9y/z5MF+4WX7hjMuHOHRiiHwyPrRs5svVw+TZuO92EFdZmNP8U5MeB1sZ2wAqHcRc/jri90CsYwQBCEfoz/Kw7uuuhB9AN3WxlrIOuH/oB6Iu+3dAtGMG90Mu+lm24BWAbcW3v2v4MQUhP9OyHfkEIsi1MRNqaj/nxiE9HutaJkNoUPs6URAIAlUAlwixhI5pHDGsaNkoaNUoaNVoaHdMQY5SMtp+xd8Y++eBJ2+8zpBlxtXHxUrztx/Z7spQ8T5o39/7cRGviPGme7WemZWa6lP5ibfqzpvRhWS/13Jo+6LPXJh1bs7h6zeLqxW9Kb2ZIGRlSxvIryzOkjEwpM1PK3Hxn89of1u6QduySdu2SdmVUZnwlfZUj5eRIOVu/27qnYc9h6XCBVFAgFWw3bS+QCkql0kqpcs+3ey5KFy2SxSJZLtddLikrsTewoKDA/ntZWZnVam3/ltVqdVzMarWWlZW5FaHN70pFsC+pQg62V5RtxdWrVz3vhzNnzsiLYHvXrVY47fCOIrT5jDpqhdVqFWeP0iqCjM/C3Ry2XNlifGB0N8LRo0cVzKHzCPa3FOyH9mUroxVt/gH0am06dniX/eC0Htu3QtlRVbgR2hth79yRcnKkNWsko1EaNEhatEjatUu6fdsbm1KA414iFDUT88a2FIkpO4iMFd1axcWFhd271KRCJzyQHgyXhp+RznS9qAOWmCdBBCkxZUcx4c5yK5jPxYs4cAC5ucjJwejRnIOTiNSzARtKULIN27ROhFTl59ehPcynqQnHj7fO9mWxICkJSUlISEBYmFI5EhF1zQKLAYZylIcjXOtcSD0coZ2wzcGZnY2DBxEdjZQUJCXJmRObiEgpS7AkGtFv4A2tEyH1+Pmsn65raYF9Ds5x43DgAGbNgsmEr7/G229j/HhfHZ6FfbYBp/X3JIgg0/oLu3epSbVOWIZl/8K/WtDi4vIsMU+CCFJiyvK9Y+hbt3DoEHJzsXcvgoM5BycRicsI43qsn4VZWidCKgnQs9zFxfjyS+Tm/jQH53PPYdgwlRMkInLDR/hoD/bswR6tEyGV+PlZbsdnW507V7FvH5Ytw7BhmDXr3oULeO01XL+O998vX7Kkzj48+9DTThiBERghoCK8iBdP4MSX337p061gBK2ebSXi96ErK6VNm6T4eKlvXyk+XsrIkEwmrTNTkbDfWOWXNT0JIsiXNYXdu9Skcie8Lr2+WlrtypIsMU+CCFJiyo6qwp3lHjFCAlpnxp4+HcGBN4tlXV2dXq/XOgsn1EzMG9tSJKbsIDJWdGsVFxcWdu9Sk8qdcBEXJ2DCRVzs8hGrLDFPgghSYn5+Hbq4WBozRus8iIiU8zyeT0DCy3hZ60TI6/x8hBYqHyIizx3BkVfxajGKtU6EvM7P7xQjIvIzUzG1BS3HcEzrRMjHcIQWjrBzSnA6BU+CCDKdgrB7l5o06YTlWP43/K3zZVhingQRpMSUJdZZZZ7lJiK/1IjGkRh5DMeiEKV1LuRFPMtNRORjghH8Cl75O/6udSLkS8Q6ZuUxNBH5q2u4FoOYKlSFIlTrXMhbeAzt54S9UsiLZJ4EEeQimbB7l5q06oTBGJyM5C3Y0tECLDFPgghSYsoSboR2nPVTtFnc1IlgNBo1z8FpBKPRqFoOtm0p24qoqCjP+8FxygK3Itha5FYrnHZ4RxGMRqMrrTAajeLsUVpFkPFZKJXDb/Hbvzb9tRnNTiM48nY/2PcuBfuhfdnKaEWbfwC9WpuOuuwHp/Xo7Vk/xTqrzLPcROTfnsWzy7F8PuZrnQh5Bc9yExH5qlVYxfvFyEUcoYXjeEJGKGom5o1tKRJTdhAZK7q1iosLC7t3qUnbTkhD2g3cOI7j7d9iiXkSRJASUxZHaOFUV1drnYJzaibmjW0pElN2EBkrurWKiwsLu3epSdtO6IZuv8fv/4Q/tX+LJeZJEEFKTFliXffldWgi8nt3cXckRuYidyzGap0LKYzXoYmIfFgQglZi5QZs0DoREp1Yx6w8hiaiQHAbtyMReRZnh2Ko1rmQkngM7eeEnVOC0yl4EkSQ6RSE3bvUJEInhCFsKZZuxEbHF1lingQRpMSUJdYxK4+hiShAXMXVJ/BEOcoHYIDWuZBieAxNROTzhmDIXMx9H+9rnQiJS6xjVh5DE1HgKEXpNEwzw6yHvuulyRfwGNrPKT6zq1LUTMwb21IkpuwgMlZ0axUXFxZ271KTOJ0QjegEJPwT/7T9lSXmSRBBSkxZYh2z8hga7aaAF4eaiXljW4rElB1ExopureLiwsLuXWoSqhNMMM3AjCpUBSGIJeZJEEFKzM+PoflsK71er3kOTiPY904VcrBtS9lW4OH/BctrheO8Qm5FsLXIrVY47fCOIuj1eldaodfrxdmjtIog47PwXiu6l3cfj/HbsA0P75/ezsG+dynYD+3LVkYr2vwD6NXadGx4l/3gtB75bCsiIn+Wj/wX8IIZ5h7ooXUu5Ck/P4YmIgooz+CZ0Rj9GT7TOhESDkdo4YgwnYJTnE7BkyCCTKcg7N6lJgE74S28tR7rT585rdoWWWLursIZS3iWm4gC1FRMTUf6AizQOhHyiLKjmFgjIkdoIgpMOchZiZVFKPoZT236Ml6HJiLyNwlI0EP/OT7XOhESCEdo4Qh4kcyG16E9CSLIRTJh9y41CdsJi8yL3sbbzWhWYVssMXdX4XVonuUmooA2BVNexasv4kWtEyGZeJabiMg/vYE3NmBDC1q0ToSEwBGaiEgUKUgJQtBO7NQ6ERICR2jhOE5QJxQ1E/PGthSJKTuIjBXdWsXFhYXdu9QkbCfU1dXpoFuP9e/gnfu47+1tiRnT10tMWRyhheM4u6xQ1EzMG9tSJKbsIDJWdGsVFxcWdu9Sk7CdYEtsOqYPw7Ad2KHCtgSM6eslpiyx7szinWJEREdwZCmWmmDqiZ5a50Lu4Z1iRET+bCqmRiJyK7ZqnQhpTKxjVh5DExEBOIETC7CgBCVBCNI6F3IDj6H9nLDTKXDGEk+CCDKdgrB7l5qE7QTHxCZi4jiM24ItKmxLqJi+XmLKEuuYlcfQREQ2Z3AmFalmmEMQonUu5CoeQxMR+b+n8fQUTPkH/qF1IqQZsY5ZeQxNRGRnhnkiJpajPAxhWudCLuExtJ8rLy/XOgXn1EzMG9tSJKbsIDJWdGsVFxdevny5u2n4Hx8qsUhEPofn1mO9CtsSJKavl5iyxDpm5TE0gLq6Or1er3UWTqiZmDe2pUhM2UFkrOjWKi4uzBKDr5VYNapjEXse5yMQ4e1tiRCTJfZQNOXLNXuZLvlDAOlZUmaS07d3z3H6Dv/5IPIylpgvWo3VVlgzkal1ItQ1wc9yZy9LPr/JLEnmTeeTl2W3f9c2elPH3n33Xa1TcE7NxLyxLUViyg4iY0W3VhF2txGQsH3VUWJv4s3d2F2KUhW2pXlMlpgjpf9DXbF50mJ8nLfC4PCbw3sbo/Lm7OYxdKeE7QQ1E/PGthSJKTuIjBXdWsXFhYXdu9QkbCd0kthf8JeTOPk5PldhW9rGZIk56q5UoFZm04nYOQYAMETFnthtBn4aoQ0r8jKB7N2dBtDpdAqn5IOE7QQ1E/PGthSJKTuIjBXdWsXFhYXdu9QkbCd0npgOSqbNEnN3FfV3G6VHaM+I+R9bIiLN3cO9XuildRakKqWvQ0eOmXi+vAIAKsrPTxwTqXB4IqLAxOE5ACk9QhuiYk/s2l8BVOzfdSI2ytD1GkRERNSe4vdyJ2Vmxf4mUqeL/E1slu12sOxluvY3dRMREVFnBL2nkYiIKMBx1k8iIiIRcYQmIiISEUdoIiIidVRsnqTT6XS6SZsrXFiaIzQREZEaKjYvNr0lSZJknr9rowt3UIs1YwkREZG/MptiYdLpkoGJm8x5XS+v2jH0w9+5yl6m0+l0OoeX5L1CRF4qLpYbUVuufHm483r8EHMkSZKkt0yLXTjPrc4I3eaRVu2ffyXvFSLyUnGx3IjacOXZjF3WY/ocp4+N6oAKI3TF5km750hZ6T+9UH5+4vwUA2BImW+bI1TeK0SBzmvFxXIjeki7WnNlmXZ1FDnm/O4f/8PryqSbKozQhhV5Dz9r0mz6cT5QQ1TsCZNZ7itEgc5rxcVyI3pIu1pD9rLWc9f2X7quR8OKj8es0+l0Ot26MatdOJjmvdxERETuSspnGH7dAAABYUlEQVSUzGPW6XS6ZGRJma6euzasyJMkSZLyVrjy2AotRuj2z7+S9woRtaFUcbHciLpmNp3o9H2P60iLEbr986/kvUJEbShVXCw3oi5kL9MlI0uSpCwkd3CHt+d1JKkkKx3pWY5/AwCHl+S9QkReKi6WG1FbD9eaK8t4Vkd8thUREZGIeKcYERGRiDhCExERiYgjNBERkYg4QhMREYmIIzQREZGIOEITERGJiCM0ERGRiDhCExERiYgjNBERkYg4QhMREYmIIzQREZGIOEITERGJiCM0UeCo2DxJp9N18KQ8IhJMd60TICK1VOzfhU1maQUf90zkE/j0SaIAkb1Ml/whAKRnSZlJWmdDRF3iCE0UMCo2T1qMj/N4DE3kG3gdmoiISEQcoYmIiETEEZqIiEhEHKGJiIhExDvFiIiIRMRjaCIiIhFxhCYiIhIRR2giIiIRcYQmIiISEUdoIiIiEf0fWf53oYPWQQoAAAAASUVORK5CYII=</ImageFile>
          <plotstore>
            <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="">
              <commandList>
                <string>terminal=pngcairo</string>
                <string>file_name="C:/Users/takez/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/hznfl4g2"</string>
                <string>dimensions=[651,395]</string>
                <string>font="Arial"</string>
                <string>font_size=8</string>
                <string>title=""</string>
                <string>xu_grid=40</string>
                <string>yv_grid=40</string>
                <string>xlabel="x"</string>
                <string>ylabel="y"</string>
                <string>zlabel="z"</string>
                <string>yrange=[0.1,500]</string>
                <string>zrange=[-5,5]</string>
              </commandList>
              <prambleList>
                <string>"set term pngcairo font ',8' enhanced size 651, 395"</string>
                <string>"set object 1 rectangle from screen -0.1,-0.1 to screen 1.1 ,1.1 fillcolor rgb'#ffffff' behind"</string>
                <string>"set encoding utf8"</string>
                <string>"set grid xtics mxtics"</string>
                <string>"set grid ytics mytics"</string>
                <string>"set logscale x 10"</string>
                <string>"set logscale y 10"</string>
              </prambleList>
              <plotType>plot2D</plotType>
              <titleDefault>SAMPLE PLOT</titleDefault>
              <title />
              <titleState>Custom</titleState>
              <border>Disable</border>
              <borderVal>4095</borderVal>
              <textSize>8</textSize>
              <textSizeState>Disable</textSizeState>
              <textFont>Arial</textFont>
              <contour>Disable</contour>
              <contourType />
              <contourLevels>5</contourLevels>
              <pm3d>Disable</pm3d>
              <pm3dpalette>[blue,red,green]</pm3dpalette>
              <gridXu>40</gridXu>
              <gridYv>40</gridYv>
              <gridState>Custom</gridState>
              <width>651</width>
              <height>395</height>
              <pictureSizeState>Interactive</pictureSizeState>
              <filename>C:/Users/takez/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/hznfl4g2</filename>
              <termType>png</termType>
              <mapView>Disable</mapView>
              <xName>x</xName>
              <yName>y</yName>
              <zName>z</zName>
              <xNameS>Enable</xNameS>
              <yNameS>Enable</yNameS>
              <zNameS>Enable</zNameS>
              <xMinRange>0.0005</xMinRange>
              <xMaxRange>5</xMaxRange>
              <yMinRange>0.1</yMinRange>
              <yMaxRange>500</yMaxRange>
              <zMinRange>-5</zMinRange>
              <zMaxRange>5</zMaxRange>
              <xRangeS>Disable</xRangeS>
              <yRangeS>Custom</yRangeS>
              <zRangeS>Interactive</zRangeS>
              <xGrid>Enable</xGrid>
              <yGrid>Enable</yGrid>
              <zGrid>Disable</zGrid>
              <xLogarithmic>Enable</xLogarithmic>
              <yLogarithmic>Enable</yLogarithmic>
              <zLogarithmic>Disable</zLogarithmic>
              <xLogBase>10</xLogBase>
              <yLogBase>10</yLogBase>
              <zLogBase>10</zLogBase>
              <azimuth>60</azimuth>
              <zenith>60</zenith>
              <scalAzimuth>1</scalAzimuth>
              <scalZenith>1</scalZenith>
              <view>Interactive</view>
              <mouseRedirecting>Disable</mouseRedirecting>
              <varNameMouseX>MouseX9</varNameMouseX>
              <varNameMouseY>MouseY9</varNameMouseY>
              <varNameMouseWheel>MouseW9</varNameMouseWheel>
              <viewRedirecting>Disable</viewRedirecting>
              <varNameAzimuth>Azimut9</varNameAzimuth>
              <varNameZenith>Zenit9</varNameZenith>
              <xRedirecting>Disable</xRedirecting>
              <varNameXmin>MinX9</varNameXmin>
              <varNameXmax>MaxX9</varNameXmax>
              <yRedirecting>Disable</yRedirecting>
              <varNameYmin>MinY9</varNameYmin>
              <varNameYmax>MaxY9</varNameYmax>
              <zRedirecting>Disable</zRedirecting>
              <varNameZmin>MinZ9</varNameZmin>
              <varNameZmax>MaxZ9</varNameZmax>
              <option>border=true;</option>
            </PlotStore>
          </plotstore>
          <input>
            <e type="operand">draw2</e>
          </input>
        </maximaplugin>
      </region>
      <region left="27" top="4257" width="662" height="379" color="#000000" fontSize="10">
        <maximaplugin>
          <ImageFile FileName="j4tko3g3.png" DataLenght="20082">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</ImageFile>
          <plotstore>
            <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="">
              <commandList>
                <string>terminal=pngcairo</string>
                <string>file_name="C:/Users/takez/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/j4tko3g3"</string>
                <string>dimensions=[652,371]</string>
                <string>font="Arial"</string>
                <string>font_size=8</string>
                <string>title=""</string>
                <string>xu_grid=40</string>
                <string>yv_grid=40</string>
                <string>xlabel="x"</string>
                <string>ylabel="y"</string>
                <string>zlabel="z"</string>
                <string>yrange=[-90,90]</string>
                <string>zrange=[-5,5]</string>
              </commandList>
              <prambleList>
                <string>"set term pngcairo font ',8' enhanced size 652, 371"</string>
                <string>"set object 1 rectangle from screen -0.1,-0.1 to screen 1.1 ,1.1 fillcolor rgb'#ffffff' behind"</string>
                <string>"set encoding utf8"</string>
                <string>"set grid xtics mxtics"</string>
                <string>"set grid ytics mytics"</string>
                <string>"set logscale x 10"</string>
              </prambleList>
              <plotType>plot2D</plotType>
              <titleDefault>SAMPLE PLOT</titleDefault>
              <title />
              <titleState>Custom</titleState>
              <border>Disable</border>
              <borderVal>4095</borderVal>
              <textSize>8</textSize>
              <textSizeState>Disable</textSizeState>
              <textFont>Arial</textFont>
              <contour>Disable</contour>
              <contourType />
              <contourLevels>5</contourLevels>
              <pm3d>Disable</pm3d>
              <pm3dpalette>[blue,red,green]</pm3dpalette>
              <gridXu>40</gridXu>
              <gridYv>40</gridYv>
              <gridState>Custom</gridState>
              <width>652</width>
              <height>371</height>
              <pictureSizeState>Interactive</pictureSizeState>
              <filename>C:/Users/takez/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/j4tko3g3</filename>
              <termType>png</termType>
              <mapView>Disable</mapView>
              <xName>x</xName>
              <yName>y</yName>
              <zName>z</zName>
              <xNameS>Enable</xNameS>
              <yNameS>Enable</yNameS>
              <zNameS>Enable</zNameS>
              <xMinRange>0.009</xMinRange>
              <xMaxRange>90</xMaxRange>
              <yMinRange>-90</yMinRange>
              <yMaxRange>90</yMaxRange>
              <zMinRange>-5</zMinRange>
              <zMaxRange>5</zMaxRange>
              <xRangeS>Disable</xRangeS>
              <yRangeS>Custom</yRangeS>
              <zRangeS>Interactive</zRangeS>
              <xGrid>Enable</xGrid>
              <yGrid>Enable</yGrid>
              <zGrid>Disable</zGrid>
              <xLogarithmic>Enable</xLogarithmic>
              <yLogarithmic>Disable</yLogarithmic>
              <zLogarithmic>Disable</zLogarithmic>
              <xLogBase>10</xLogBase>
              <yLogBase>10</yLogBase>
              <zLogBase>10</zLogBase>
              <azimuth>60</azimuth>
              <zenith>60</zenith>
              <scalAzimuth>1</scalAzimuth>
              <scalZenith>1</scalZenith>
              <view>Interactive</view>
              <mouseRedirecting>Disable</mouseRedirecting>
              <varNameMouseX>MouseX5</varNameMouseX>
              <varNameMouseY>MouseY5</varNameMouseY>
              <varNameMouseWheel>MouseW5</varNameMouseWheel>
              <viewRedirecting>Disable</viewRedirecting>
              <varNameAzimuth>Azimut5</varNameAzimuth>
              <varNameZenith>Zenit5</varNameZenith>
              <xRedirecting>Disable</xRedirecting>
              <varNameXmin>MinX5</varNameXmin>
              <varNameXmax>MaxX5</varNameXmax>
              <yRedirecting>Disable</yRedirecting>
              <varNameYmin>MinY5</varNameYmin>
              <varNameYmax>MaxY5</varNameYmax>
              <zRedirecting>Disable</zRedirecting>
              <varNameZmin>MinZ5</varNameZmin>
              <varNameZmax>MaxZ5</varNameZmax>
              <option>border=true;</option>
            </PlotStore>
          </plotstore>
          <input>
            <e type="operand">draw3</e>
          </input>
        </maximaplugin>
      </region>
      <region left="18" top="4662" width="662" height="379" color="#000000" fontSize="10">
        <maximaplugin>
          <ImageFile FileName="gfcxwgnq.png" DataLenght="24580">iVBORw0KGgoAAAANSUhEUgAAAowAAAFzCAIAAAA7fc/QAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOydd3xN9//Hn7FXjFIVvlWtUTVL7EQQqzFKR7QooUio2aFojdAqP9qirRI1SyktMZNaMdLESuyVYXQQeyQxIuP8/rhpRITcce495968n4/7yOO653Nen9f75H688/mcz/l8nBRFQRAEQRAE/ZFHawOCIAiCIGSPJGlBEARB0CmSpAVBEARBp0iSFgRBEASdIklaEARBEHSKJGlBEARB0CmSpAVBEARBp0iSFgRBEASdIklaEARBEHSKJGlBEARB0CmSpAVBEARBp0iSFgRBEASdIklaEARBEHSKJGlBEARB0CmSpAVBEARBp0iSFgRBEASdIklaEIRHiZ3l5jYrVmsXgiAAToqiaO1BEARBEIRskJ60IOQygv2cnJycnPxmzXLzCwaIneXmZCDj326zYmNnufn5+WX+XBAEmyNJWhByFcF+HY7PjFEUpevJEeEAsbN8VnWLURRFCfKdt/aRbDyPrtl+LgiCrZAkLQi5idjo4826dawCeHX1BaDK8LAl+Dg5OTl1mMfx6Mz3opvVqApQtUazRz8XBMFWSJIWhNxNsJ9T1ZNjDT1mrb0IgpAFSdKCkJuoUq1W+KpNsUDw2nn/fejb1evRDwRB0AmSpAUhV+EVEFRrRFUnJ6e1GDrOXl1953VwSv8g/GSMxv4EQciMPIIlCLmT2FluPiwJG15FayOCIDwZ6UkLQq4i/QEsJ6eqq7otkQwtCDpHetKCIAiCoFOkJy0IgiAIOkWStCAIgiDoFEnSgiAIgqBTJEkLgiAIgk6RJC0IgiAIOkWStCAIgiDoFEnSgiAIgqBTJEkLgiAIgk6RJC0IgiAIOkWStCAIgiDoFEnSgiAIgqBTJEkLgiAIgk6RJC0IgiAIOkWStCAIdkxSEv/8Q3Ky1j4EwTrk09qACpQqVerWrVtauxAEQRAEABX3gHaEnvStW7eU3EpERITWFrLBZq5Ur8hyQbMVTD3RpPJGFtbn1+lx7t1TBg9Wnn9e+eknJSFBURTl2jVl8mSlTBll+XIzNXUYu/22I1U0zVaIj4+3UnkjS6qb4BwhSQNOTk5OTk7+/v4JCQnR0dEZn0dGRma8j46OTkhIyPZQ5vf2pZAZ/UTh6upqGw+GilSMwiCoiYKrq6tJURgqMvJKVqtWzRoennIdrKdw9Spt23L5MsuWHe7fn2LFAK5fjx46NCEkhNGjmTPHHA/Ozs65tnVnRj9t02wFZ2dnk6JwdnZ+kocsZxlKGhmFWjipnvZtj5OTI0QhCEKOnD9Pu3Z068YXX+DklE2Bc+do2ZKpU+ne3ebmBAFQOyU5QnqTJC0IuYFz52jVio8/ZujQpxU7cQJPT9ato0kTWzkThEyom5JkuDvre/tSCA0N1dzD4wqGozbwkCGiVhSGTzRRSEhIMCkKw4lGXsm4uDhreHjKdVBd4a+/aNMmrU+fKxkZ+kkKNWsyenTsu+9imE5qpIdDhw7l2taduSL9tE2zFSIjI02KIvOJT78OmX/mGIVqmHSDXZ84RhTmERUVpbWFbLCZK9UrslzQbAVTTzSpvJGF9fl1UhTlwgWlShVl5kwTThk+XOna1YTyOozdftuRKpo6/I0YibopyREGimW4WxAcmOvXadmSHj0YM8aEsx48oEkTBgxg0CCrOROE7JDh7mzItcPdoiAKjq2wY8eRtm3p3JkxY0xTKFCAVasYP57AwBOaRyEKlijonKcEpQqO0AeVnrQgOCS3btGuHS1bMm2amQpz57JgAeHh5M+vqjPBdsTOcqs6ItzwvtnMmLDhVbT1kzPSkxYeYpV5ChZjM1eqV2S5oNkKpp5oUnkjC+vq65SYSIcOuLmZn6GBgQN57jmmTs25pK5iN2C/7UgVzcjISEOGXtUtJv32bFCtEVX9glXxZz84SJLOtcPdmdFPFLKYiRkKsphJ5kO3b9OmDXXr0rOnpR4GDz72/fccPZqDgixmom4U6ixmEjx9BDOXZPSdvQKCfI9HxxI7y81tVqzhs8zvNUGGu3NGhrsFwZGIj6dDB+rXZ9as7FcsMZWlS5k2jYgIChZUQU2wGbGz3HxYks0A98MDTyji78/EiVbxNGEC/v5PLyLD3YIgOCzXr6f3odXK0ECvXrzyChMmqKMmaEKwn2HA1MkvGKoMH1tr1aZYiN20qtbYbO5S+/ujKFZ55ZShVUeStH2j+tCKKtjMleoVWS5otoKpJ5pU3sjCmn+d4uJo2ZLWrZk9W7UMbWD2bJYuJdOiHVnRPPbHsd92pIpmdHR0lWq1wldtMoxlewUoiqIE+aYf9epaa8T04ODpI2p19bKwIp0jSdq+cXFx0dpCNtjMleoVWS5otoKpJ5pU3sjC2n6doqNxd6dHD6ZMUV/82WcJCKBPH+7cyb6ADpuS/bYjVTRdXFzwGjmTET4PbzkHr53331uvrr7H16497uvoOdpRknSunTj2pGLaRmHYK8YGHrLdvsaSKEza5UZdBWdnZ5OiMFRk5JXkyV8VSzw85TqYqhAUdNfDg7FjGTPGWi2rUyeaNk3u3/92tsXi4uJybevO8l4nbdPZ2RmqDA9Txp6smj7S7dSBICUgPSt7da01b54O+tEycSxnZOKYINg1K1YwYgQrVuDpad2K4uOpV4/p03nzTetWJORmZBesrEiSFgQ7xTARZ+lS1q+nVi1b1Lh/P126cOwYZcrYojohFyKzu4WHZBnS1Ak2c6V6RZYLmq1g6okmlTeysI2/Tnfv8s47bN/O3r02ytBAo0b07k3fvmT5X1SHTcl+25Eqmjr8jWiCI/RBpSctCHZHbCxvv029esyda+vHl1NScHenWzc++sim9Qq5BOlJZ0OunTgmCqJgjwq//krjxikDB7JoEQUL2tpDvnysWsW0afzyyyltr4MoGKOgc2TiWM5IT1oQ7IWkJEaOZPNmVq7k1Ve1dLJyJePGERFB8eJa2hAcD+lJCw/R520b+72XJvekTfJgKseP06gRFy9y4IDGGRp45x3atKF///Sb0zpsSvbbjlTRzE4hdpbbf09jOf23Yrfmi3dbGUfog0pPWhB0TloaM2cydSrTptGnj9Zu/iMpCQ8PundnxAitrQg5k74jVvo63cF+jzw1rSfkEaysSJIWBItITiYxEUWhRAny5uXePaKiSEykXj2KFuXaNfbvx8ODYsUeOWvnTjp25O5dChfm7bcpXPhJ8ucTSvfb7fPAqeDPnVa9WOIGhQtTqBD581OsGE5OlCyJszPFi+PsjLMzJUpQqpTVQ/6Pc+do0oR162jSxGZ1CmYR7Of0ZY3M20kH+7lFjwwbzpN24dAMdVNSPrWEBEGwLqmpxMcD3LqFonDrFrdukZrKrVsPP4yPJzWVhARSUrJ5byh/7RpxcaSkADg7k5BAvnwY1ocyFMufn1deoXBhDh8mKYnChalfnzffJCnpET9FirBpEy1bcvEigYHkz/+45TTFac6uGhM3uo5sc+ijhqF58yhQirt3uXmTBw+4cyc9kPh44uNJSCAhgdu3SUykTBlcXHjuOcqWpUwZXniBihUpXZqKFalQgXyq/cf14ossWoS3NwcOUK6cWqqC+sRGH2/WbWTmTOwVEOYFZDfSrekmWCojSdq+ybz8nn6wmSvVKzJN8P597t175M29e3dv3ChSpAh375KUlP654b2htwrp/zQkp0znply7ls/Qi71//+HRO3d48ICkJO7eJU8eSpQAKFGCPHlSixXLW7o0efOm9ztLlCBPHpydyZePYsXIn5+KFdOzb7589/LnL1ysGCVLkicPpUtTvnx6To2PzzxvyszrWb48gwc//vGJEwwYQJ48hB7g5ZebQlNjBZOTuXqVS5e4fJkrV7h6ldhYtm/nxg3++ovr13nxRV54gZdeokYNXn6Z6tUpX95k2//RoQO+vrz9duqOHXmz+0tDM+y3Hami+RSFYD+nDvMAfIOUgKrZFPD3t/1uVVZDsX8yYpkwYUJ8fHxUVFTGoYiIiIz3UVFR8fHx2R7K/N6+FNasWaO5h8cVDCda7iHh339jDxxQbtxQbtxQzp07tm6dcuaMcuaMEh3915o1d3bv/mvNGiUiQtm+PfrHH5WtW5WtW5U1a85MnaosWqQEBCgBAfenTr36ySfK1KnK1KnK55/H+fgoo0Ypo0Ypvr633nnnQd++yvvvK97eirf3jTZtlPbt7zRrprRpk/Dqq4qrq+LqqtSvn1qp0oPnn1deekkpU0YpVSqleHGlQAEFFEgrWDCtZEmlVCnFxUV56aX7FSooNWveq1lTcXVNqFdPadNG6dhR8fZ+0L37rXfeUT74wFD1BT+/dD8BAZcmTboXEKCsWqWsWvXPggXRP/6ohIYqERFKZGR6sJcuKTduJFy69PiVNHxi5JU8ePCgMb+LqKgoVb4Pd+8q48Ypzz6rfPbZ+bQ0cxSe5iExUTl2TNmw4cBE34BlHsN+rzBhetGQTs7Jzd2VQYOU+fOVgwcj9+41KYrUVKVRoyu+vknGerA8CiMUbNa6M1ekVhQZRy1XSCfIl2YzYx79wDdIUWJmNnv0cxvzeFDqJlZHuJsr96QtJTGR5OT08VJIH4c0cPPmI2XI1GtMScHwLGPGm7//5tgxoqJITiZ/fqpVo1o18uV7RJD/eocZnUUDGbKZBYsXJ2/e9A8zv8+b95HnZgydSAOGrmTRohQoAFCkyMOVMgyHDGTc9cwY6c1coGBBihQB0u+YZjGQIS5kx4YNDB9Oo0Z8+60l/duncYtb4xm/nOUd6Vif+le5GpjyW+nEgssC36q48yyRkZw/T82aNG2KuzuNG/P88zlqxsfTqBEffYSvb45lBU14dOJYxsyxqg5+T9oR0ptjJmnDoGhCAklJxMc/zFuGVGrIc4bEZhhHzSjAf5k1I+0Z/mlIiplTY0buNGSdjFRnmNFjoGTJ9H19MzJToULpU4Qy0lvGGxcXatemZk0KFODBA06d4swZUlMpUICiRR+GZpDKnP/IlBd5NHEK9kNsLB99REwMs2dbcauMcMLf4732tP+CL8qQvgB3KqkzmfkN32xkY33qc+cOhw/z55/s2cPevRQtSuPGtGxJy5ZUq/YU/82b8+uvtGhhLfOChWQMdGMY6/aCWEnSukcvSdpw4/D27fTbkDdvcvcu9++nz9aJj0/Ppoabjhmd1wcPSExMT8m3b5OWlp5TDV1AZ+f09JnRdzSkUkOeMyQ2Q07N3Lk0dBMz0p7hn4akmDk1ZsmdgmAuiYl8+SULFjByJCNGWHGgYSELP+Ozn/ipM50fP7qGNYMZHEpoFTL9j60oREWxdy87d7J9O/ny4emJlxetWz8+jXz7dnr1IiyMF1+0VgiCwyNJOisqJ+k7d7h9m/h4EhO5dYuEBO7c4c6d9PeJiSQmEh/P7dvpk1ETEtL/aRhlLVGCwoUpUoSSJSlShEKFKFUqfcqPIZsaeqKGLFuyJPnz4+yc/lCKYUA1o/NqBJGRka6urqrFrhI2c6V6RZYLmq1g6okmlTeysBnmU1KYO5evvqJ9e6ZMse4E6UlMWsrSIIKqkt1kIQACCJjFrH3sc+YJgzFRUWzbxqZNhIVRvTqdOtGpE/XqZcQ+ezZz5rBnj/ajOfbbjlTR1Od/bsYgSTorOVyRxERu3uTmzfRHVm7ffvjT8Mo4dPMm8fEULEiJEulPbZYsSbFiFC1K0aKUKkWxYumvEiUoUYJixR4+2Zn5jqkg5A7WrePzz6lQga+/pnZtK1aUSuoHfBBBRDDBZSn79MK++N7l7jKW5SCanMyff7JpE+vXk5TE66/TpQstWpA//+DBREcTFJTtY2WCkAOSpLPi5OSkLFjAtWtcucL161y7xvXrXL+enn0LFKBUKUqVomRJSpakRImHPw0vwyHDz+LFVXwEUxAclV27+Owz7t7lq6/wsvKaTw944IPPVa6uZW0xiuVY/j7361FvIhO70c3YOk6fZt061q0jKor27VO7vtV1cdfyz+cNCLDIuZA7kSSdFScnJ6VPH8qUSV/3oEwZSpemdOn01CsTcQVBPY4c4bPPiIrC358ePR5Oq7cS97jnjXde8q5kZSEKGXnWAQ68zuvHOJYxs8xYLl9m3TpWr07Ye8Iz3+4uryWNXfAihYytVxBQ/Q6sio9zaYVjRGEeWR8l1Ac2c6V6RZYLmq1g6okmlTey8NOLHTigvP224uKifP+98uCB8ZWbz03lZgulRQ+lxwPF5Po+Uj56T3nP+PJZY79+PW7az5ULXwgoPFx5911l/XolKekJp1oL+21Hqmjq8z83Y1A3JTnILli5dj/py5cva+7hcQUXFxfbeDBUpGIUBkFNFFxcXEyKwlCRkVfS2dnZEg/79/PaaylduqQ0b05MDEOGcPSo1b9Rl7ncilblr5RfytL85DdV4Qu++JM/Qwgx0sOdO3ceUTh3rtzIXpuPlf+i1LdzkzozfToVKjB48N3t2x2vdWeuSD9t8z+F7Ha+0hOyn3TO6OURLEFwOPbt44svOHaM0aPp1892947OcKYd7frQZxzjzBbZwIZP+OQIR4wfJ3+co0dp147ly/Gs8je//MKyZTx4QO/e9OpFpUpmywrGYTc7X2VG9pMWBMG6KAobN+Lpybvv0qkTMTEMGmS7DH2IQy1oMZrRlmRooDOda1FrClMsEalTh1Wr6N6d/ZcqMmYMJ06wYgVXr9KoEZ6e/PzzI6vpCeoSPH0EM5dkrFPiFRDkezw61rCHtJ+foYftF6ypReuj4tC5VjhGFIKgB1JSlBUrlDp1lPr1leXLleRkWxvYomwpq5T9XfldFbV/lX/LKGXOKecs1Nm4USlXTnnkJmlSkvL770rnzkqpUoqvrxIebmEVwuM8cVnumJnN0hfyjpnZDN+grMcnKBMwrLCv9muCMiFH2+qmJOlJ2zeZb4foB5u5Ur0iywXNVjD1RJPKG1M4Pp7hw/+tXJk5c/i//yMyku7dbf1A4jzm9ab3ala/xVuqCFagwlCGjmZ0jiWffok6duSrr2jXjnPn/vuoQAHeeov16zl1ihdf5P33qVWLGTO4ckUN4zlbUhFrVKR6Uwr2S78vnd5zbtatYxWgSsduzY5HZ71T7Y+/gmKNlz/+FsZlMiomfK1wjCgEQSuio5Vhw5TSpZX33lMiI7XxkKKkfKp8Wk2pFqvEqqt8V7n7gvLCTmWn5VI//qhUqqScO/eEw7t2KX37KqVKKT16KNu2KamplteY2zFi5yutN8HKBnVTkvSkBSGXkpZGUBCdO+PuTrFiHD7M0qXUr6+Bk1vc6kSnQxwKJ7wyldUVL0zhb/l2CENSSLFQatAgPv6Ytm25cCG7wx4eLFzImTM0acLIkVStyjffcO2ahZXmarxGzmSEz8Mp3cFr/9tdg/BVm2KB2E2rwmtV08/mGuojSVoQch23bvH999SowfjxvPEG588zeTL/+582Zg5y0BXX6lQPJrg0pa1RxZu86YLLHOZYLjVkCAMG0LYtV68+oUSpUgwdysGDLF/O0aNUrUq3bmzdSlqa5bXnPqoMD1PGnqz63yNYmeZ2N6t10sfJyanqiFpBep/tbSEq9sq1wjGiMI/M+43rB5u5Ur0iywXNVjD1RJPKZxTet0/x8VFKllTefVfZvdtSD5azQllRVim7Wllt7YpOKCfKKmWvKlefVMCk2MePV2rVUq5cMaLorVvKnDlKvXpK5crKlCnKpUvG12K/7UgVzacp6HCMOxPqpiRHeMJYnpMWhKcTH8/Klcyfz9WrfPABhlV0teUe90YycjObV7O6DnVsUOMIRtzn/lzmqqI2fjyBgYSE8Oyzxp1w4AABAaxZQ5s2DB4se1ZbhP72kM6MrN2dFUnSgvAk9u9nzhzWrqV1a/r1o317q6+2bQzHONad7rWpPZe5JShhm0pvcesVXgkm+FVeVUXQ5DwNxMezdCmzZ5MnDwMH4uOj/Y6YgtpIks6KJGlByMLFiyxfzuLFJCXh60vfvtp3nTOYy9zxjP+Gb3rRy8ZV/8RPS1m6i11OGLtl+9MxJ08DisLu3fz4I9u306sXvr688ooqfgQ9ICuOCQ/JvMqufrCZK9UrslzQbAVTT8y2fFISv/7Ka69RuzZRUcyZQ3Q0I0dSsKBR4tb+xcUR14Uu85kfRpjtMzTQj35P2mravNgnTeKtt2jR4gnzvZ+EkxMtWrByJYcOUaQIbdvSogW//sqDB5ZbMgNrVGTvTUkVZVXQTZL+70n1JyzxFuzn+Iu/mUNcXJzWFrLBZq5Ur8hyQbMVTD0xc/m0NHbuZMAAKlRg0SL69uXCBX76iebNcXIyQdyqv7hf+fVVXq1L3T3sqUpV61X0FPKQZw5zRjM6kcQsh8yO3d+fPn1o0SLTOifG8/zzTJ7M+fMMHcqCBbzwAhMn8u+/FloyFWtUZKdNSV1lVdDJQHGwn9OXNWLChjPLrerJsVnXTw/2c+owD98nrasuw91CrsXwpM+qVTzzDD170r27Zk9SPYUrXBnEoNOcXsrS+mjxIPaj9KJXBSpMZaqKmrNnM20af/xh2bj16dN8/z0rV+LhwbBhtGyplj3BljjicHds9HHDGm/ZLPEWO8ttbVclyFcrb4KgP86fZ+pU6tTB25uiRfnjDw4fZuRIPWbo5Sx/lVdf5uWDHNRDhga+5uuFLDzFKRU1Bw9m8mQ8Pdm/3wKV6tWZPZu//qJdO4YMoUYNZs+WDTxyOfpI0jEn/1szpkq1WuEnYzIfqzI8zMEfVRcEI7lwgW++oVEjGjfm77+ZPZvYWCZOpEYNrZ1lx1nOtqPddKYHEvgVXxWkoNaO0nmO5/zxH8hABTVH4N57j/nz6dyZnTstEypalIEDOX6cefMICeGFFxg+nFNq/kkh2BH6SNIW45SJoUOHZnxu1S3Z9aCwbNmybItpG4Xhpw08ZHyiVhSZf9pYITIy8klRnDx557PPrrq7U7cup07x/vvRFy/Sr19k8+bExBh1JUNDQy30YNJ1SCZ5OtMb07jmvzUPcKAxjU1VsNzD0xUGMjCRxMnnJmccCgwMtNyDh0fCypW88w4bNqjRus+fZ/VqDh2iRIlkDw88PVm9mtRU1a9k5v9G9NM2zVaIjIw0KYpsK7K8dauFPu7mPnwy/UnPqAf7Oa3tKvekhdzE+fOsWcPKlZw7R9euvPkmnp6229TZbEIIGcKQF3nxe75/iZe0tvNEIojoTOfjHFd9LdIDB+jalS+/pG9f9USTk1m7lu+/5/x5Bg2iTx9cXNRTF9TEEe9JV6lWy7BaurmLpRv60P7+/rr6a10URMEMhYMH8fenevW7jRtz6hSTJxMdnfDJJ9GvvZaeoXUbxUUu9qTnew/em8rUTWx6iZf0/LtoQAOPKx7jGa+6h4YNCQlh7NgH06erF8XRo3h7s3s3GzYkx8Sk1qhBz56GG+CaX0lRyPaQWuimD2qYwU3GHO4sXWfpSQuOTHIyoaFs2kRgIHnz8sYbvP46TZuSN6/WzowjhZTZzP6SL/3w+4zPilBEa0dGcZObtai1mtVNaKK6+IULtG9Pp05MmZL+IJyaxMezcCE//ICzM4MH0707RYuqXYdgJiqnJBXXAdcKx4jCPKKiorS2kA02c6V6RZYLmqQQH6+sWaP06aOULq3UqXNv0iTl8GGrVGRkYfPCD1KCaig12intTimnzDhdW5Yry19VXk1Wkq3xpb1yRXFzU3r0UJKSzDk9Z0tpacrWrUqXLkqZMsqHHz55p2uLK9JC02wFU080vryRJdVNSfoY7raYXDvcffnyZc09PK7g4uJiGw8u/92WUysKg6C1Fc6dY/Zs2renfPm0H35IqV+fw4f588/kDh0i69Y1NgpDRUZeSWdnZ2OicHFxMelKHuFIW9oOfTDU/57/ZjZXp/pTPOizZXWn+7M8O4MZd+7cUd3Ds8+ybRv37uHhEZ9xRM3W7eREmzaR48YREUGBAjRseNfd/d6qVRnbYhoZReaK9NM2zVZwcXExKYpsK7L8/we1cISBYhnuFvRPSgqhoWzcyMaNxMfj5UWnTrRvb6+DlJe57I//WtZOYEJ/+ucjn9aOzOc85xvScC97K1PZGvqpqQwZwt69rF/P889bo4b/SEpi9WpmzOD6dQYMoF8/ypa1Zn1C9jjixDFBcFAuXWLRIrp1o2xZRo2iRAl+/ZWLF1m4kDfftMsMHU/8eMbXpGZhCp/i1EAG2nWGBipRaTSjBzFI3cemM8iblzlzeO893N05fNgaNfxHwYL06MGBA/z2G2fOUL06/ftz5Ig1qxSsjoMk6Vw73C0KOlRISWHBgqixY3F1pWZNNm5MqV//0qlT7N/P+PGkpUVmTCPScxSPKxyLOfYN31Sl6j/88/Oxn7/l25KUtLsoslUYzvC4+3Fz7s+xnoePP+brr2nfnt9+u2f16+Dqyvz5xMRcKFiQTp1wd2fZskNhYZZHIQrGK6iGive3tcIxojCPiIgIrS1kg81cqV6RJYLnzikBAYqn581SpRRXV+Wzz5TQUCUlxVpVm1TeyMJPKvZAeTBHmVNRqfiG8sZJ5aTx9doRy08sL6uUvaxctmote/cq5copc+YYVVidr3dysrJ6tdKhg1KmjPLpp8r589aqSG1NsxWs15SMLKluSnKEu7lyT1rQihs32LGDbdvYto2EBNq25bXXaNfOxN2FdUwqqStYMYlJlak8kYmNaKS1IysyilHnOb+SlVat5cwZunShTRu+/ZY8thzKPHuW2bNZvJhGjRgxgrZtbVt9LkLdlOQI6U2StGBLkpL480+2bmX7dqKjcXenTRvatKFWLSs8DqsdaaT9zu/++JehzEQmtqKV1o6szn3uu+I6gQnd6GbVim7d4q23KFqUX37B2dmqVT3GvXusWsWsWdy+zZAh+PjwzDO2deD4yMSxbJB70qJgVYXUVPbtY9o03Nziy5Zl/HgKFeLDD/85ezZh0yY+/JDatTl4UO9RGKmQQspiFtegxqNaeCEAACAASURBVFeJX81k5m52t6KV3UVhhkJyQvICFnzIh9e4ZlUPV65E//EHLi54eBAcfNSm16FwYXx8Enbt+nvaNCIiqFKF/v1PrVhhUw+5Q0E1VBw61wrHiMI85J609QTT0pSjR5XvvlO6dFFKllTq1FGGD1cCA5WbN61iSQ/3pPdE7lmsLK6qVPVUPHcoO0zyY+9kXKJPlU/fVd61TaXTpikuLkp4eA6WrMiVK8rUqUnlyimNGilLlij37qklLPek1cIRBopluFtQC0XhxAl27GDnTnbv5plnaNECT088PR38idM73AkgYAYzalBjDGNa0lJrR5pxj3t1qPM1X3ehiw2q++MPfHyYNg0fHxvU9gTS0vjjD374gYgI3nuPIUN4Sb87o+gfuSedFUnSgoXExBASQkgIO3dSogQtW6a/ypfX2pn1uca1ucz9gR9a0GI0o+tRT2tH2hNGWDe6HeWo6htkZcupU7z+Om++yZQpWs/l+usvfvyRRYuoVw9fX7p0IZ99PwSvCXJPOhvknrQomKqwefP577+/36sXzz9P69Zs2HC9QwciIoiOxs8vskeP9Ayt8ygsUTjDmYEMrJxaOTY5NoSQlaysRz27i8IaCm64eV72HMxg23h45RX27SMyEg+Pu//8k6jldXjhheh+/RJOnsTHh++/p1Kli35+xMXZ1IOjKKiFI/RBc3NPOiEhwdnW00NzxmauTKooNZVjxwgN5c8/2b2bQoXw8KBFCzw8qPLf7qiWOzdbwdQTTSqfpfA+9s1gRgghgxg0mMFlKWueB0ciS+z3uV+f+hOZ6I23bQykpvLpp6xbx8aNVK+ejSXr8cSKTpzgxx/59VfatOGDD2jRQgVN6ytYrykZWVJ60sJD4v77I1dX2MxVjhXdu8euXXz5JV5elC5Njx4cPUqnTuzbx7lzLFnC++8/zNDGCFpuSa0TTSpvKJxK6m/81pjGPenZlKZnODORiRkZ2gwPjkSW2AtRaBGLhjHsKldtYyBvXr75Bn9/WrZk06ZsLFmPJ1ZUsyazZ3PuHB4efPABtWvz/ffcumWRpuWu1D7R+PKaNBBH6IPm5p608Di3bxMWRmgooaEcOULt2jRrRvPmuLlRpozW5jTiBjcWsvBHfixP+ZGM7EznPPIHuhGMYcwRjmxkoy0v1969dOtGnz74+2t9izoLO3cyfz5//IG3NwMGUL++1oZ0ikwcy4okaeGvvwgLIzycsDDOnqVhQ5o3x8ODxo0pUkRrc5oSQcRsZq9jXWc6D2awYy8ZpjoppHjg0ZOeGfenbcOVK3h7U7IkP/9MiRK2rNkI4uJYvJi5cylfniFDeOstChXS2pO+kOHubJCJY7lN4eTJmJ07786cSbduVKhAgwbJa9ZQuTJz57J168Ft25gwgVatSE3VdRTWU3jAgylnp3jg4Y13DWocSjz0efTnGRnaXqLQXCEf+RaxaFzKuGiibemhbFm2baNQoavNmnH8uPbX4ZH3Li6MGZNw5MhFHx+WLqViRT755HhgoE092IOCaqj4zLVWOEYU5pGrFjO5dUsJClLGjlVatlScnZU6dRRv7ytLlypnz6pWhQOswBCtRH+qfPqc8pyn4vmb8luKkmK8uD6/TrbhKbHPVmY3VZomK8m29KMoSkRExJIlStmyysqVVq/I/JNjY5VRo5TnnlPat1d+/1158EAFTcsUZDET3SHD3Y6KonD6NPv2sXcv4eGcP0+DBri706wZzZpRvLjW/vREMsmBBP7Ij9FE96JXf/pXparWphwEBaU97ZvTfBzjbF/74cN4e+PlxddfU6CA7es3jvv3WbOGgADDI4y8/z4VK2rtSTPknnRWJEk7EjdusHcv+/alv8qUoXFjGjemSRPq1ZOVFbLhOMcXs/gXfnmFVwYz+HVez09+rU05Ghe56IrretY3pKHta799m169uH2bZct4/nnb128Kp06lP7Xl7k7//rz2Gnnzau3J1kiSzookabvG0F3es4ewMPbs4cIFGjakadP03Owwez6qTiKJq1gVQMBFLvamd1/6VqFKzqcJ5vIbv41j3EEOFkGDuYhpafzf//HDD/z6K82b275+E0lIYNUqfvqJ69fx9cXHx8GX1X0UmTgmPCTznAX9kKOr27fZto3Jk+nUiTJl6NSJHTtwdWXFCm7cYNs2vviCTp1yztCqh2+5oNkKRp6YRloIIX3pWyG1wjrWjWf8X/w1mclPz9BGiuvz62QbcozdG+/GNP6Ij2zjh0ct5cnDmDEsXEi3bnz5Jer2StT/vTs7Rzdvzt69LF3K6dNUr8677xISYpJvazclM8pr0kAcoQ+am3vS+lwi6nFXDx5w+DD797N/PwcOcOEC9evTqBFNm9K0KeXKqVaRheh5maQYYn7hl8UsLk3pXvTqnNi5crHK6rrS59fJNhgTezzxrrhOYcrbvK2VpYsX8fambFkWLqRUKStWpKamYaR+3jzu3WPQICM3sZYVxww4SE861z6C9aRi2kZh+B4fPnzn668vDRtG48aUKkXv3nePH6dlS377jX37ojdsSJg2jTfeoFw58z1kNBi1ojAIaqLg7OycbRSXuPR/Sf9X536dFrS4ze31rJ8XOW8EIwwZ2sjfJk/+qhjjwYzrYHcKcXFxOSoUp/j8u/MHpQz6h39sEEW2xcqXZ/36hOLFb7q6sn+/Oh6yvFclikfaZokSDB7MkSOnx4zh4EHDJtZ3t2yxUut2dnY2KYpsK7K8dauFI/RBc3NPWlfcuMG+fezfn/6zWLH0+8qNG1O/PoULa+3PrkgkcR3rVrAinPAudOlBD08885Lr5uDokP/j/4IJDiFE21Xb1q7Fz48xYxg+HCcnDY2YztWrLF7MwoUUKMCAAfTqpb8VWyxCJo5lRZK0Vty/z6FDHDiQPoh96RINGtCkCY0b06iR+YPYuZkkkraydTnLgwl2x/1d3n2DNzSZqSQ8iTTSWtO6Na3HMlZbJ+fO8e67PP88P/2k2tC37VAUQkJYsIDNm3njDQYOpEEDrT2pgwx3Cw+xygI3TyYtjRMnWLyYDz6gQQNKl2bYMKKiaNOGwEBu3mT7diZPpkKFSNtkaNXDt1zQPIVkkr+L/a4XvVxwmc50DzzOcGYDG3rS80kZ2qSKjCxs46+TrjA+9jzk+YVffuCHAxzQ1tKLLxIaSvny1KtHeLgVK7KKppMTrVuzfDknT1K1Ku+8Q6NGLFxIYqKFrkw90fjymjQQR+iDSk/aqvzzT/qEr/37OXiQcuVo1IiGDWnUiFdflVV7LSKZ5K1s/Y3fNrChOtW70/1t3n6O57T2JeTMGtaMZORBDpZA+6HaDRsYMIDRo+1w6DuDtDT++IOffmL3bt56Cz8/XF219mQmMtydFUnS6nLzZvrwteGnk1N6Sjb8LFlSa3/2TzLJO9ixilXrWPcyL3ej25u8+T/+p7UvwTSGMOQqV1eyUmsjAOfP0707JUuyeDHP2fWfeZcusWgR8+dTsiSDBtG9O0WLau3JNCRJZ0WStIXcuZN+a/nAASIiuHwZV1caNUpPzHpf4ch+uMOdTWwKJHALW6pT/W3efpu3n0eur71yn/uNaPQJn/Smt9ZeAFJSmDSJBQtYsoQ2bbR2YyFpaWzbxpw5hIbSsyd+ftSoobUnY5F70sJDzLtH8uABERHMmcP771OnDs89x8iRnD3La6+xbh03bxISwtSpvPmmmRnaZndu7OKe9HWuL2FJV7qWp/wiFrWm9UlOhhH2IR9mztDWu5FmfGG5J20ShSj0C798wicxxOjBUr58TJrEsmX07cvYsaSmWqsiW2jmyRNZujSBgRw6RIkStGtH48YsWJBxx1rFquWetNWRnnSOpKZy8iQREUREcOAAJ05QtSoNG6a/atUivyz2rDbnOLeOdetYd4hDbWjTla6d6FQSuVvgaMxl7nzmhxFWkIJae0nn6lV69uTOHZYt48UXtXajCmlpBAezYAG7d9OrFz4+vPqq1p6eiAx3Z0WS9OMoCtHR6Vk5IoIjRwybLtOwIQ0aUK+ePLVsFdJI28/+9azfwIZrXOtM59d5vQ1tCiHz6xyZbnQrTek5zNHayEMUhe++46uv+O473nlHazcq8vff/PQTy5ZRpgwffIC3N8WKae0pKzLcnQ25dsWxzIc2bDj2+++MGkXr1pQsqbRtm7x+PRUq8MUXbNx4+NQpli5l2DDKlIlOSdFvFPaocJvbv/N7l2tdylPeDz8nnD4+/fEFLsxjXic6JSck20UUomC2wgIWbGf7d3Hf6ScKJyeGD2fmzFNjx9KvHwkJ9nElc1a4epUvvuDMGSZNSvn999T//Y/hwzl2TIdRqIUj9EFzbU/6338JDb138mRhQ3e5UCEaNHj4Kl1aM2M2WwJa27W7T3FqAxuCCDrIweY070CHjnQsnVBabwsOG19Y1u42+/RIIjvQIZTQalTTiSUDiYl8/DHbt/PLLzRubMWKVNc0SuHff/npJxYvplw5BgygWzeKF5e1uwXNuHyZTZuYOJHOnXFxoUED5s1Ly5uXwYM5dox//iEwkM8/p317LTM0EBcXZ6cV5Sh4l7vBBI9gRFWqeuH1N39/yqeXubyJTYMZXIlKZlsy9USTyhtZ2Ga/OB1iYeyuuE5i0ru8e497OrFkoFgxAgL4+mu6duXLL7OfTWaN37vlmkYp/O9/TJzIuXNMmEBwMJUq0b//je3b1a/IxJIq4gh9UAfuSV+5wsGDREYSGUlEBHfv4ur6sK8sD0fZjNOc3sKWIILCCW9Ag3a088KrLnW19iXoi570LEaxAAK0NpINFy/i40NSEkuX8sILWruxEpcvs3Ahc+dSrhwDB/LWWxQvbnsXMnEsK46UpOPi0rOy4WdiIq6u1K+fPufLQSZq2gm3uLWVrX/wxxa25CVvW9p64dWWts7k0gFhIUcSSGhAg3GMe4/3tPaSDWlpfPst06fz7bf07Km1G+thmApuWLzM25tBg2w8FVySdFbsOklfuPAwJR88SFIS9eunJ2ZXV156SWt/uYwUUg5wYCtbN7P5OMeb09wLr3a0q0pVra0J9sFxjnviuZOdNdDp4htHjtCzJ3Xq8OOPjr6A4KVLLFjAvHk8+yz9+9OzJzaZciH3pO2bf/5h7VrGjaNjR8qVo1495swhOZm+fQkL49o1tmxhyhS8vY3K0PpcfcLuFjM5zenZzH6DN55JfeYDPrjDnUlMusKVjWwczGCTMrQOdwUwvrA+v062Qa3Ya1FrGtO88b7DHZ1YykLduhw4wLPP8uqrbN5srYq02qvmkRPLlePzzzl3ji+/ZPt2nn+e999/fCsSWczE6ui8J/3vvw9vKkdG4uSEq+vDvrLcV9aKq1wNIWQLW7ay1QmnNrRpQ5vWtC5LWa2tCXbP+7yvoCxikdZGnsa2bfTvz1tv8dVXFNTLQizWxLCP9bx5FClCv3707m2lkQQZ7s6K3pJ0RlY2vBSFBg3SE7OrK/+TbRS04za3d7IzhJAd7Pibv1vSsi1tZTRbUJ073GlM4xGM6E9/rb08jevXGTSIU6dYtoy6uWQeZFoaoaHMncsff9C1KwMHPvHRNHORJJ0VzZP041k5IyVLX1lz7nEvnPAQQraz/SQnm9LUE89WtHLFNS95tXYnOCxRRHngsZWtdaijtZccWLaMjz/mww8ZOZK8uadNXL/O/PksWkTevAwYQK9eaj26Kvektef8edasYexYvLx47jlcXQkIQFEYMIADB7h8maAgvviCrl2tnqEzL3ajH2zm6kkV3ef+Tnb649+SlmUpO4EJeck7lalXubqZzaMY1YhG2WZoy52brWDqiSaVN7KwPr9OtkH12F/m5RnMeJu3b3BDJ5aeRKNG0QcOsG0bHh7ExqqjaQdNqXRpRo3i9Ol/xo7l4EGqVOGddwgJ4cn5VZMGIj1pozhz5uEE7IMHKViQ+vUfTsPWcARbn0tEabLi2AMeRBCxm90hhOxlb01qtqRlS1q64VYMY1f3tdEySWqcKCuOqYuVYv+ETwwr0+UxvUdk43akKMyezaRJTJjABx/g5KSCpiYKZjal27dZvpx587hzhwED8PGhbNbpKZqsOKZRkg72c+owD/ANUgK8jDkU7Oe0tutjZQ2onqTT0oiNfSQrOzs/TMn16+PiomJtgvnc5/5e9u5k5y52RRBRlaoeeLSmdQtaFEeDRQwEIQsppHji2Z72n/O51l6MIiqKPn0oVowFC6hYUWs3mrB/PwEBBAbSvj0+PrRrRx7T/sBygCQd7Of0ZY2YsOHMcqt6cuwjqTfbQ4a8nU1CN2D5FUlNJSoqPR8fPMihQzzzzMOU7OrKs89aIi+oSTLJ+9gXQkgIIZFE1qZ2S1o2p7kbbpKYBR1ykYsNafgzP7emtdZejCIlha+/ZsYMpkzh/fe1dqMVho71ggXcvo2PD++/T/nyRp5q/0k6dpabD0vChlfJ9O7Jh2JnuU2vFtZ1rao96eRkTpzg0KH0rHz0KOXKPTKC/cwzFgYpqEkiieGEhxEWSmgEES/zsmHyV3OaF6Wo1u4EIQd2srMHPfaz/3/YzdMdx47RuzeVK/Pjj4+P++Ym9u9nyRJ+/RV3d/r2pXPnHCfX2f/EsZiT4bWqVQGoUq1W+MmYpx+qMjws+9xsEvfvc+AAAQH4+dGwISVL0rMnISG8+CKTJ/Pvv8TEsHIlo0bRpo09ZWh9rj6hiqvrXF/P+k/4pDGNXXCZzORUUkcy8h/+OcCB/+P/XuO105GnLa8oM7pYgcEK5WUxkxyxauwtaTmMYe/wTjLJOrGUY0W1a7N3L1WqULcuv/2mjqZtFFRuSo0aMXs2f/9N166Jkybxv//x2WecPWueNzNwkNndTpkYOnQokJhIWBiffvpP377Urcszz+DjkxQWlly7NrNmceUKP/8cuXQpH31Ey5bExupgn1SzFDKji91eIyMBV1dX8xT+5d8vz305kIE1qfkSL32X8l3qtdRv+OYa13ax643IN7zwKkGJDAVDRSpGYRDURMHV1dWkKAwVGfnbrFatmjU8POU62J2Cs7OzVT2MYlRZyg5nuA5bd2YyKxQsiLd35Lp1TJhAt25s3XrEeA+Wt02zFVxdXU26DtlWlFXh9Gn69i128CA7dlz+91+aNKFtW377LeH6dUfcT9q04W7DgZwnjt269XD4+uBB/v6bmjXTR7Dr16d27dyxpI4dcprTf/Lnn/y5m913uduc5s1p7o57XerKc8yCI5FAQmMaf8zH/eintRfTuH8ff3+WLGH2bN58U2s3euDBA9auZe5cjh+nTx9696ZWrYyD9j/cXaVarfBVm2IhdtOq/0a3cz70VJyczpYqlejj83dMzIPatS+tXMnt2+zfz4ABkb6+NGhAwYK6+GtdFIBUUgP/CpyWNO0t3nqO517jtcAbgc1oFkTQJS6Njhw9jGH1qZ+XvHqOQhREwVQFZ5zXsna0MnrDXxvsK4pChZg6lalTT48Zg7c316/b/e/CUoUCBejWjZCQO1u33oiPp0MHWrRgyZJDf/6J6iiaEORrqN03KOPfmd4+cuixAo8BnDqlpKZa0a9uiYiI0NpCNjzuKlFJDFFCJimTXlNeK6GUqKnUHKQM+kX55W/lb3UrshDLBc1WMPVEk8obWVifXyfbYLPYVyorKymVripXcyxpM0vGV3T/vvLxx4qLi7JypWqaqitYryk9sWRysrJ6tdK5s/LMM8rQoeomVlnMRLAWV7kaRthudocRdoITdanbjGbuuLvjXhp1lt8TBHvkcz7fx74/+CMf+bT2Yg779vH++9SsyezZ8njqo/zzDwsXOvn7q5iSHGrimL+/v30Podi5goKy+sTqRSzqT/8a1KiiVJlxZ0YZynzN19e49l3kd9OZ3oUupSmt5yhEQRSsrfBe9HuFKPQRH9lpFI0bs2tXQokSN+vUYflybTzoVOHKFSZMQFUcoQ8qPWkNSSIpgog/+TOMsHDCi1O8Gc2a0tQNt9rUlplfgpAtt7ndkIbjGNeLXlp7MZ8DB+jfnypVmD2bcuW0dqMb7H/imKAeT3pgw6pc5/oGNoxmdHOal6b0CEbEEdeb3sc4dpazy1jWO6H3q7xqgwyteviWC5qtYOqJJpU3srAmXyedYOPYS1AikMCP+fgEJzS3ZHZFDRuyfz+vvELduixerI6m5QrWa0qaNBAHSdK5drh727ZtNvCQMY49gAE1qVkprdKMlBmFKeyP/yUuzY2cO5OZb/O2Cy4Ghbi4ONtcB0NFlihkOWQQ1EQhLi7OpCgMFRl5JWNjY63h4SnXwe4U9uzZY2MPNan5Dd94JXllbJOlSevOUpGpCgUL8uWXzJp18rvveO01zp1TrW2arRAXF2dSFNlWZHnrVgtHGCiW4W5rcI97+9kfSuhe9u5hTwlKNKNZE5q44VaHOjKOLQiq8AmfnOTketbb6SSyDFJSmDGD6dOZOJGBAy3dRMuusf+1u9VGkrRaXOXqHvaEEhpG2BGO1KGOG27uuDehSTnkjpMgqE8KKZ3p/AqvfMu3WntRgdOn6dOHokWZO5eqVbV2oxGSpLMiSdps0kg7yclwwsMJ38Oey1xuStNmNGtO80Y0KkIRrQ0KguNzgxuNaDSJST3oobUXFUhNZdYspk5lzBiGDctxNwoHRCaOZUOuvSe9bNkyUxWOxBwJvhs8mckd6Via0h3vdwwnvBnNVrN6a+TWYILHMa4lLVMTUs2OwvDTBtch4xO1fheZf9pYITIy0qQoDD+NvJKhoaHW8PCU62B3CoGBgVp5eIZn1rL2Qz4M/CvQwtZtnofMFVl+Jc+ciR4wIGH+/OMbNtCkCStXnjQvCrNbd2RkpElRZFuR5a1bLRyhDyo96Rz5l38NfeU97DnGsTrUMXSXm9GsLLl5FzpB0AtrWTuUofvYVx5j9y3WPwsW8NlnDBzI559ToIDWbmyFDHdnRZL046SQcoQjf/KnYSg7meQmNDE8wdyABoUprLVBQRCyMoUpa1m7i12FKKS1F9W4eJEPPiA2lvnzadJEazc2QZJ0ViRJG7jDnX3sM+wotY99z/N8c5q74daUppWprLU7QRByQEHpSc/85F/CEq29qMyqVXz0EV278tVXFC+utRsrI/eksyHX3pNeFLxoNas/5MPGNH427dlxjLvDnaEMPZZ4bE30mjnMeY/3KlPZxlEYTrTBdcg4qlYUhsKaKGS+N2aMguETI6/koUOHrOHhKdfB7hS2bNmiuYeY6JiZCTMPc3guc4HAwEDbeMhckZXaZrduHD/OhQvXatUiKMgcBeM9REdHmxRFthVZ3rrVwhH6oLmqJ51G2ilOGdbgDCPsunLdzcnNDTc33BrSUCejZAkJCc7OzvZYkeWCZiuYeqJJ5Y0sbLNfnA7RT+yxxLrj/gu/NEpoZKft6CmaO3fSrx9Nm/Ltt5R96nwYHTYlI0vKcHdWHD5JJ5J4gAOGxLyHPc/ybDOaNaOZG241qOFELl41QBAckd3s7ka3cMJf4iWtvajP3bv4+/Pzz0yZQp8+DrjsiSTprDhkkr7EpTDCDOuKnOLUq7xqyMpNaSrzsQXB4ZnN7LnMDSOsOI55C/fIEQYMoFgxfvqJyo41Z0aSdFYcJkmf5nRGYr7BDcPuy4Zx7IIU1NqdIAg2ZTCD/+bvtax11FV4M5Y9GT6cTz8lf36tDamETBxzHJJJ3se+b/n2Dd4oS1kvvHaysylN17L2Gtc2sGEUo9xxf0qGtsY8BcuxmSvVK7Jc0GwFU080qbyRhfX5dbINOoy998HeSSSNZKS1K7JG7MZo5s3LRx9x4AD79tGwIQcPquPKek1Jmy+JYv9kxDJhwoT4+PioqKiMQxERERnvo6Ki4uPjsz2U+b21FS4nXN6ubJ+gTGiltCqSUqSOUmewMni5sjzoaJDNPIiCKIiCXSjcUG5UU6rNV+bbdRTGKEyceK5cOeWjj5T4eDuOwnBI3cTqCAPF+h/uTiDhT/4MJXQ3u49wpC51W9DCMCW7BCW0dicIgn6JIcYd99Wsdsdday/W5fp1PvmEkBBmzuSNN7R2YwFyTzor+kzS17gWRthudu9mdxRRDWjQghYeeDShiSz4JQiC8WxhSx/6hBKaG1YlCg1lwADq1GHGDCpU0NqNWdj0nnTsLDenR/ALVqtmR+Rv/v6FXwYysCY1q1BlHvPKUGYmM69xLYSQCUxoRSt1M7QOb6Qh96RtcqLck1YXHcaeYakd7cYxritd44m3akV60GzenMOHqV6d2rVTfvgBM5Kdg92TfnrCD/Zz+rJGTNjwKrYzZAba9qSjiNrFLsNQ9gMeNKe5O+4eeNSmtqPOyRQEwfYMZvA5zq1nfT7yae3FFpw+ja8vSUn89BN16mjtxhRsOdwd7Oe0tqsS4KVWbdbB9kn6FKd2scvwKkjBFrRoQQt33KuSW3c5FwTByqSQ0olOL/PyLGZp7cVGKAqLFjFmDO+9xxdfUMRONri35XC3V1ffeWvtYYDbBmt3n+Sk/xX/t1LeKke5jnTcx77q56uHE36Oc4tZXCeyTkaG1vkaxaIgCqJgjwr5yPcrv25n+zf3v7HfKExScHLi/fdZseLI5cvUrMm6dfYUhVrk2JPuMO+RT3yD9Nextl5P+jSnd7JzBzt2sasYxQw95pa0rEhFa1RnBvpZcDgzsna3DU6UtbvVRYexZ2vpLGfdcV/K0ta0tmpFmmtmUdixg4EDcXVlxgyee07NqnW+dncOPemArI9s6S5Dq0400fOY14Me5Snvhdc+9nWk4wEOxBK7gAW96a2fDA3ExcVpbSEbbOZK9YosFzRbwdQTTSpvZGF9fp1sgw5jz9bSS7y0ghU96RlN9ONHVaxIc80sCq1acfgwlSpRuzbffUdqqmpVG19eky/JkxK+4W5017W5oyd9jnM72GF45SFPK1q1olVLWlaikkoeBUEQVGMhC6cwJZzwZ3lWay+2JiqKQYNIz+wCtwAAH6FJREFUSGDePOrV09pNdshz0lkx74pc4lIIIYbXfe63opUnni1pmRueRBQEwd4Zy9jd7N7K1ly4sL+isHQpn35Kz55MmEBxnW1BYtMkHTvLreqI8Ewf2HdP+iY3d7LTkJgvcakFLTzx9MSzBjWsbVIQBEFF0kjrQY+85F3Gsty5X+2VK4wdS1AQM2fy9ttau8mELe9JB08fwcwYJcgX3yBFCfLFt6veMnSO3OPeFraMYlQDGlSi0jzmVaTiz/x8latrWDOEIXadoXW4AgOymIlNTpTFTNRFh7E/3VIe8ixi0VnOjme8VSvSSjNHhbJlmTeP5cv54gtef52zZ82s2t4XM1nbVQmoOsvNhyVhw2P0+dj043+2pJF2kIPb2LaNbfvY9yqvtqFNa1o3pnF+HGU7NEEQcj3XuNaIRhOZ2IteWnvRjAcPmDGDr79m2DBGjaJAAY39qNuTfvrKNVVrNDseHYtXtVrha2PUqtJ6nOXsVrZuY9sOdjzHc21oM4IRLWjhjL6erBAEQVCFMpTZyMbWtK5IxRa00NqONhQowKhRdO/OkCHUrcv8+bi5ae1JPXJK+OkLg3bc5FZ1RDjNZupxjVAnJydfxXcb2+5xrw1tDK/ylNfalyAIgi3YwY4e9NjBjupU19qLxqxZw4gReHry9deUKaONB5tusIFXgBI2vApVhocpiqLoMEMbmPfhvLO1zvr6+85OmN0kuklGhtbbGjSqKwQGBmru4XEFw4k28JBxVK0oDIU1UYiOjjYpCsMnRl7JQ4cOWcPDU66D3Sls2bJFcw9mt+5WtJrM5C502XtmrxkeMlekn7ZpnsKbb7JhQ2yePDdr1lQWLEjfn+PpCtlWZHnrVgtTVxwD/XWn9blVpW3Q4TJJyIpjsuKYHaLD2E21NJ7xm9m8k52mbrVnFyuOmXrikSP4+aEoOe/PofMVx3LQemSHDcM/RkYbZpHpJ03n5iQtCIJgQEHpRa9kklewIk+Oo6S5AMP+HKNH4+PDhAkUK2ajem36CNbaeZkeujJst1GlWq3wk3Ywi0wQBCE34YTTfOZf5vJIRmrtRRcY9uc4cYIrV6hend9/19qQWTw9SVet0SzTLljBa+c1q1E1Nvp4sxqyI6MgCILeKEShtawNJjj3bGeZI88+y5Il/PorX35Ju3ZERWltyESenqSrDA8LooNTOoZp3j4j6NZRP2PduRwdrsCALGZikxNlMRN10WHs5lkqScnNbJ7GtPWst2pF1tZUtym5uxMRgZcXzZszfjz375tTkQ4XM7EP5J60IAhCZiKI6EjHDWxoRCOtveiLixcZNowjR5gxg06drFKFbLCRFUnSgiAIWdjEpgEMCCVUNg16nK1bGTKEmjWZMYMXXlBZ3LbPSQuCIAh2SEc6+uPfiU63uKW1F93Rti1Hj1K/Pg0aMHkyDx5obejJSJK2b3R4Iw25J22TE+WetLroMHbLLfni24lOHel4j3tWrcgamtZuSgULMnYskZFs2XLL1ZXQUCtasgRHGCiW4W5BEIRsMTw8fZ/7q1glD08/id9+Y+RImjZl1izKlrVUTYa7BUEQBKNwwmkhC29w42M+1tqLfvH25tQpKlWiZk2++47kZK0NZcIR+qDSkxYEQXgKt7jljrsvvsMYprUXXRMVxdChXLnCd9/h4WGmiB32pIP9DA9a+wUbcSj7wsF+2Z0tZF4CXj/YzJXqFVkuaLaCqSeaVN7Iwvr8OtkGHcauoqWSlAwiaDrTV7DCqhWpqKlJU3r5ZbZs4bPP6NWLfv24eVMdS5ZggyQd7Nfh+MwYRYmZebxDlkT7+KFsC2e7z4cAEBcXp7WFbLCZK9UrslzQbAVTTzSpvJGF9fl1sg06jF1dSxWp+Ad/jGBECCFWrUgtTQ2bUrduHD+OszOvvEJAAKmpllqyBOsPFMfO+m9DjofvnniIxwvHznKbXi2s69pMO31kjUGGuwVBEIxgN7u98d7GttrU1tqLHXD0KMOGkZDATz9Rv76xZ9nbcHfMyfBa1aoAPLY1x+OHsilcZXhY9rk5M06ZGDp0aMbnetuzVhREQRREQUMFDzy+47sOSoddZ3fZbxQ2U6hTh507GTGC9u2Thwzhxg0TFNTC+n3QTLtdPrLxZbaHeFLhrKc+EoP0pAVBEIxmJjMXsCCU0JKU1NqLfXDjBuPGsWYNX32Fjw95ntq9tbeedNUazY5HxwI8tn/W44eeUljIDh2uwIAsZmKTE2UxE3XRYezWszSCEe1o14lO97lvpYocrCk98wyzZzN9+qmFC2nYkP37zbNmDtZP0lWq1QpftSkWYjet+m8s+4mHnlL4qRgGuv39/e1iCEVFhczoJwpXV1fbeDBUpGIUBkFNFFxdXU2KwlCRkVeyWrVq1vDwlOtgdwrOzs6ae7Bl6/aN9q1Ixe50TyWVTOinbZqt4OrqalIU2VaUrcJ7770SGsqbb57r2pWBA7l61TGGu3k4O9s36LGR7KyHsvsEZLhbEARBXR7woDOdK1P5R37U2oudcesWkyaxfDlffEG/fllHv2UXrKxIkhYEQTCDeOI98exM5wlM0NqL/XHkCMOGcfcu339PkyYPP7e3e9I2IdcOdwcGBmru4XEFw4k28JBxVK0oDIU1UYiOjjYpCsMnRl7JQ4cOWcPDU66D3Sls2bJFcw+2b93FKb6JTQGJAbOZrW4UlrdNsxWio6NNiiLbioxp3XXrsmFDwrvvxnl74+vLtWv2O9xtZXJzTzohIcHZ2VlrF1mxmSvVK7Jc0GwFU080qbyRhfX5dbINOozdZpZO3DnRrmi7H/mxC13U0nTIpvSkkrdvM2ECv/6Kvz++vuTNK8Pdj5Kbk7QgCILlHOSgF16/83tzmmvtxV45coThw7lzh4gIGe5+jFw73C0KoiAKomC5Qn3q/8Iv3nhv/Guj/UahrULdunz9deSHH6IujtAHlZ60IAiC5axk5UhG7mZ3JSpp7cWOkYljwkOsMU/BcmzmSvWKLBc0W8HUE00qb2RhfX6dbIMOY7d9O3qHd0YysiMdr3JVLU3bK1ivKWnyJXGQJJ1rh7szo58oZDETMxRkMRNtFXLbYiaZFTLTPrp95wedX+O1RBIticIhFzMxqXWrhSMMFMtwtyAIgooMYtApTm1mc0EKau3F/pDFTLIiSVoQBEFFFJTudE8jbQUr8pJXazt2htyTFh6iwxtpyD1pm5wo96TVRYexa9iOnHBawpIb3BjKULU0babgYPekHaEPKj1pQRAE1UkgwQMPb7w/4zOtvdgT0pPOhlw7cUwUREEURMFKCs44Tz06dSELAwiw3yi0UlALR+iDSk9aEATBSpzhTEtafsu33nhr7cU+kJ608JAnPbChLTZzpXpFlguarWDqiSaVN7KwPr9OtkGHseukHVWmchBBwxm+jnVqaVpVwXpNSZMviSRp+yYuLk5rC9lgM1eqV2S5oNkKpp5oUnkjC+vz62QbdBi7ftpRbWpvYIMvvrvYpZam9RSs15Q0+ZI4wkCxDHcLgiBYmx3s6E73YILrUU9rL7pGhruzQSaOiYIoiIIoWFWheGTxOczpRKdYYu03Cpk4pgHSkxYEQbANC1jwFV/tZncFKmjtRadIT1p4iDX+cLMcm7lSvSLLBc1WMPVEk8obWVifXyfboMPY9dmO+tHvAz7wxPMKV9TSVFfBek1Jky+JI/RBpSctCIJgSyYwYTObQwgpQhGtvegOWbs7K5KkBUEQbImC0o9+F7iwjnWFKKS1HX0hSTorkqQFQRBsTCqpvel9k5vrWJef/Frb+f/27i42jqvsA/h/XidOrNpCpU3FEpBAXa8iy1cYbrxcRCSU7iZKTUntNq0aQtGuGilyADUqEEQQARQVCa9UtbKRCImioGwCcap6RwkfsQheoEqIEI6VeJeiSoAbNTSiqRNi1z7vxfhjY6/t+Tgz58zs/3cROeMzz3nOah4dnzPjsUZ4T5rmLfVHYdUKLCvpHXkP6DqC0xMdtbfZWM/LKRgajl3zOqpD3VEcXYu1X8aXpzEtJaaUCP6VkpKLJCKTdM3+Ctb169eV57A4QiwWCyYHqyOJo7ACKokQi8UcjcLqyOYn2dTU5EcOy3wOoYswPj6uPAdV1V3ZkaMIdag7juP/xr+feOcJAVEZwXttuo4Qi8UcjaJqR96rW5YobBRzu5uISJX38f4jeGQTNn0f31edixbkTkmrZAUiIqIa1IjGMziTRLIJTfuwT3U6UcNJmoiIPFmHdedxfiM2NqJxN3arTidSInJPumZp+AYG6PoShmACavgGBvuN9bycgqHh2MNVR+ux/hzO/Qg/OoZjUmJqWEp8mYlLvCdNRKSDq7j6OXyuD31bsVV1LsrwV7CIiEhHG7DhDM48h+cGMag6l4jgJE1ERNJ8Bp85gRNd6LqIi6pziQJO0uGm4Y00hO1emtyAGt5Is99Yz8spGBqOPbx1tBEbX/z7i1ux1cs8rWEpKblIIjJJ1+zLTCrpM4q2trZgcrA6kjgKK6CSCG1tbY5GYXVk85NMJBJ+5LDM5xC6CE1NTcpzUFXdlWSN4msPf+2n+Ok2bDt95bS7CK6ru62tzdEoqnbkvbplicIjV3xwjIhIQ4dx+Hv43iAGP4FPqM4lOHyZCRERhcAu7LLeRzaIwY/io6rTCaWIbHfXrKU2x9QKLCvpHXkP6DqC0xMdtbfZWM/LKRgajj28dVQZcw/27MKuL+ALN3AjmKz8KyUlFwkn6XAbGxtTnUIVgWUlvSPvAV1HcHqio/Y2G+t5OQVDw7GHt44WxPwmvrkN2x7FozdxM4Cs/CslJRdJFO7m8p40EZHmvo6v/wF/+B1+14hG1bn4S+6UFIXpjZM0EZH+ssi+iTdfw2sNaFCdi484SS/ESZqISH9TmHoWz76Ld8/gTD3qVafjF74WlOZp+AYGhPklDHyZiaMcokTDsYe3jpaKWYe6ozjagIan8NQUpnzKKmIvM4nCGpQraSKisJjAxDZsewgP/Rw//78oLhS5kiYiorCqR/1pnH4Lb2WRnca06nR0x0maiIgC1YCGAQxcw7U92KM6F91xkg63pV7Aq1ZgWUnvyHtA1xGcnuiovc3Gel5OwdBw7OGtIzsxG9E4gIE/4U8v4kW5WflXSkouEh8maTNr/bmLrGnjW3aOzBytEo9isZjqFKoILCvpHXkP6DqC0xMdtbfZWM/LKRgajj28dWQzZhOazuHcWZz9Lr4rMSv/SknJRSJ9kjaz6eGekhClnuH0gml18bfsHAFgZo10n+xEo6GpqUl1ClUElpX0jrwHdB3B6YmO2ttsrOflFAwNxx7eOrIf8wE8cA7n8sj/GD+WlZV/paTkIpE9SZdHh9s7t8SB+JbO9uHR8rLfsnME5Vyyv0MUMpITJSIi9dZh3W/wm1fwyqt4VXUuOpI9SZdGiq2JOADEE63FkdKy37JzBPHuod6U5CyJiEgX67H+t/jtIRw6jMOqc9FORB4cMyrs2TP/uKBuf1heeoRjx44pz2FxBOvfAHKYOyJrFJX/Bhzh0qVLjkZh/Wvzk7xw4YIfOSzzOYQuwunTp5XnoKq6KztSVZvvXnr3LM5+B985iqMeq/vSpUuORlG1I+/VLYvs14CUc8mdODLUHa/4aslvwcaRmdPNrNHfIaovqfkyEyKiCLiKq5uwKYfcdmxXnYt7er/MJJ5oLeYHykB5ID+7c73kt+wcscdaQx84cEDzn9YZgREYgREYYakIG7ChgMLzHzyfv5MP7ygkE9LNPuOVKcz9v+LLe75l78iCIIv4MgoiIlLhDfHGQ+IhU5iqE3FJ7pQUhemtlifpixcvqk6hisCykt6R94CuIzg90VF7m431vJyCoeHYw1tH3mMWRfH+yft/LX4dQNf229tsKXdKitSDYzW43V1Jn1G0tbUFk4PVkcRRWAGVRGhra3M0Cqsjm59kIpHwI4dlPofQRWhqalKeg6rqrqRJbbbeaj2z6szTeHoQg04jtLW1ORpF1VS9V7csUXjkig+OERFFzyAGn8STp3Dqs/is6lwc0PvBMSIiIhk2YuMxHPsSvvRn/Fl1LspEZJKu2e3uCxcuKM9hcQTruwHkMBdE1iisI0oi3Kr4xVA7EawTbX6SY2NjfuSwzOcQugiXL19WnoOq6q7sSJ/atCJsxuZvl7/9GB77K/5qM4J13P4oqqbqvbqlkXh/W5VojMKda9euqU6hisCykt6R94CuIzg90VF7m431vJyCoeHYw1tHUmJWRjglTn1EfOSKuOJH1/bb22wpd0qKwt1c3pMmIoq2X+AX38A3zuFcK1pV57ICuVPSKlmBiIiIfPIUnjJgpJAaxODDeFh1OsHhPemFXzMCIzACIzCChhGexJM739q5CZuu4qr+o5BG4ta5KtEYhTsavoFBhPklDHyZiaMcokTDsYe3jqTEXCrCYXH44+Ljb4o3ZXWt+ctMonA3l/ekiYhqx6t49RAOncf5T+KTqnOpgvekiYiodj2P5wXEZmz+PX6/HutVp+Mv3pNe+DUjMAIjMAIjaB5hN3bvursrOZH8F/6l5yikkbh1rko0RuGOhr/cKcL8+538PWlHOUSJhmMPbx1JiWknwiFxqFk0vy3e9tK15r8nze3ucIvFYqpTqCKwrKR35D2g6whOT3TU3mZjPS+nYGg49vDWkZSYdiLsw74JTGzG5vM4/yAedNe1/fZKLpIoPHLFB8eIiGrWt/AtE+Y5nFuHdapzAfjgGBER0Zwf4ocGjDTSZ3H2w/iw6nQk44NjC79mBEZgBEZghHBF+AF+0PJ2y+fx+f/gP5qMQhqJ97dVicYo3NHwDQwizC9h4MtMHOUQJRqOPbx1JCWmiwj7xL5Pi0+fv3zep474MhOXeE+aiIgA7MXeN/CGCfND+JCqHOROSRHZ7iYiIvoJfvIpfOpRPHoLt1ZuHQZRWINyJU1ERBYBsRu7r+BKAYVGNAafAFfSNM+X5xQ8Cywr6R15D+g6gtMTHbW32VjPyykYGo49vHUkJabrCH+59JdX8MoGbEgjfRu3JXak5CKJwhqUK2kiIqo0jenn8Nw/8I/X8XrA62mupKvgr2AxAiMwAiMwwlyE8VvjP8PPmtHcgY7i5WLwOcgShTUoV9JERLTYFKaexbM3cKMf/Q1oCKZTrqRpXuXPevoILCvpHXkP6DqC0xMdtbfZWM/LKRgajj28dSQlppRSqkPdURx9EA8+hsfu4I7HjpRcJJykw21sbEx1ClUElpX0jrwHdB3B6YmO2ttsrOflFAwNxx7eOpISU1YpWfP0OqzrQEfVedp+R0oukihsFHO7m4iIlmHte7+Dd17Da2ux1te+uN1NRETkwNx6+nE8PoEJ1ek4EIU1KFfSRES0oilMbcf2KUydwAn/niPjSprmafgGBoT5JQx8mYmjHKJEw7GHt46kxPSjlOpQl0f+PtzXha67uOu0I77MxCWupImIyKZJTO7Ajru4exIn12CN9PhcSRMREbm0GquP4/garHkCT+h/fzoikzTfOMYIjMAIjMAINiNY8/T0B9Op8VTVfW++cUymWt7uHh0dTSQSqrNYKLCspHfkPaDrCE5PdNTeZmM9L6dgaDj28NaRlJgBlJK1733z/ZuFxkI96mVF5nY3zYvFYqpTqCKwrKR35D2g6whOT3TU3mZjPS+nYGg49vDWkZSYAZSStZ5uWNvwRXxxbj3tR0peRGENWssraSIi8mICE53oBJBH3s56ekVcSRMREclRj/o88tOY3oEdk5hUnc5CnKSJiKim1aP+JE5OYGIHduj2vDcn6XDT8A0MCPNLGPR8A4P39nyZyYo0HHt460hKzIBLaQ3WnMTJSUw+jaeXmqf5MhOXeE+aiIi8+x/+14UuA8YpnFqFVe6C8J40ERGRfGux9iROTmGqC12a7HuHYpIu55LW20qSubLqXIiIKLrqUf9L/HIKU53o1GGeDsUkXRppLQghhBjqjqvORTMa3khDmO+lhe5GmtzGel5OwdBw7OGtIykxFZaS9RyZAWPB70/znvQSyrlk894igPaeUrVpmvekiYhIrklMWovpX+FXjv4OR1juSZtZI2s6amNmrU3thaeVRtBTEkKII3iJ+91EROS/1Vhtvd7kcTxu531kPvFpkjazRrrPWRszmx7uKQlR6hlOZ825KTuZK6d6Z9bPpZFhf9IlIiJaQId52o9JupxL9neIQsZRm/LocHvnljgQ39LZPjxaRqp35jY0csm5tXVrgjel71H5d1r0EVhW0jvyHtB1BKcnOmpvs7Gel1MwNBx7eOtISkxNSqlynr5x64a7lLzwY5KOdw/1pu45YmZnNrHnvljUpjRSnJmB44nW4kipMtyRloOGYRhGf8eCuDQ2NqY6hSoCy0p6R94Duo7g9ERH7W021vNyCoaGYw9vHUmJqU8prcbqEzixGqu7jK7g19PBPN2d6hWlloOGYaRREM4n2nj3kBBCLHOmUWHPnj1zx0P3V06dRlgqmtpRWH/NLYAc5v5snKxRWAGVREgkEo5GYXVk85OMxWJ+5LDM5xC6CFi6miJf3ZWn6FObriMkEglHo6ja0YIIf7v0tzzy9zfe34WuP17+o51RyOLfc9Fm1ujvmJ9XZ+5AZ+6ZpCvalHPJnTgy1B2v+MomPt1NRER+m3u590mcXOZ577A83V3JzBppFIQQBaSXeOY7nmgt5gfKQHkgX3R869laQx84cEDzn9YZgREYgREYIaQR6lF/HMfHb45vx3brPScBrKQh/FLIIFNw1Gb2MbIVT1vAz1Ho7uLFi6pTqCKwrKR35D2g6whOT3TU3mZjPS+nYGg49vDWkZSYGpaS1XJCTHSKzkfEI3fEnarN5E5JUdgo5nY3EREFZgpTz+CZ9/DeaZyuR/2C74Zxu9t33O5mBEZgBEZghGAi1KHuKI7eh/u2frD1SulK1WayRGENypU0EREFbBKTz+CZ/+K//ehfi7Vzx7mSpnmVPwbqI7CspHfkPaDrCE5PdNTeZuPKX1+sNRqWUnjrSEpMDUtpQcvVWH0cxx/AA9uwbRzjjjq1LyKTdM1ud1+/fl15DosjxGKxYHKwOpI4CiugkgixWMzRKKyObH6STU1NdnJ4+eWXdbiqlUQYHx9XnoOq6q7sSJ/adB3BeiuA/VFU7chmdd++dXv/6P4YYtuw7Q7ucLu7Om53E0nBUiJyYQpTX8FX/ol/vo7XG9DA7W6ad+DAAdUpVBFYVtI78h7QdQSnJzpqr+d1ohUNP6Lw1pGUmBqW0lIt61B3GIc/ho+lkb6N2456X1EUfnCu5R//9Rx7YFlJ78h7QNcRnJ7oqL3NxnpeTsHQcOzhrSMpMTUspeVbTmP6q/hqGeULxgWJn6d216ULhmGoToGIiGiGxIl1laxACkXg5wwiIooAAfEe3pMYMAoraSIiokjig2NERESa4iRNRESkKU7SREREmuIkTUREpClO0kRERJriJE1ERBSYci5pGIZhJHNlG605SRMREQWknNs5sl8IIUqd+ZfMldtH4WUmREREoVAaacWIYaSB9p7S0MrtNV9Jm1kja1b+zzAMo+KQuyNEtcKfCmJNUe26t6bstFlYL33oEEIIsX9kp40Nb50naTNrpPsq/5se7ikJUeoZTluDdXeEqEb4VEGsKapZC2rKTpvF9ZLpSDnoUttJupxL9neIQmb+wOhwe+eWOBDf0tk+PFp2e4SoJvhWQawpqlGLaspOm0X10twy3D/7s21rIr5ir9pO0vHuod57ftoojRRnBhRPtBZHSm6PENUE3yqINUU1alFNwczObGLPfbFy3cW7j7QcNAzDMA62vGBjSa3tJE1ERKSzVK8otRw0DCONgui1u4kd7x4SQggx1L3yOjpMk3Rzy+zWWnl0uL2l2e0Rotokq4JYU0TzSiPFZb/vuV7CM0nHE63F/EAZKA/kre0Dd0eIapOsCmJNEc0ws0YaBSFEAeklnvn2Xi9Ca4UMMoXK/wFAxSF3R4hqhT8VxJqi2nVvTdlp461eDCGE85mdiIiIfBee7W4iIqIaw0maiIhIU5ykiYiINMVJmoiISFOcpImIiDTFSZqIiEhTnKSJiIg0xUmaiIhIU5ykiYiINMVJmoiISFOcpImIiDTFSZqIiEhTnKSJIqCcSxqGscQfyyOi0FqlOgEi8qw8kEdPSXTzjzsTRQxX0kRhZ2ab9xaLe5uNrFnOJZPZbHJ2UW1mDcvsEnvmQDKXyxpZEyjnkslcGaj8auFZ5Vwym83eG2d26T5zyMwasycDZpYreiJZOEkThV2qt9TT3t5TEr0pAMXhliNCiN5UOZc82FKy/uo80tZcmh7uKQkhjiDft0SwxWcB6EOH9cfr+/pNADCzzfnOkhBClHqG01kz9UIP9r40M6Uf7Mt0pAIZOFH0cbubKFraO7dYu96lkWKxr9nYO3O4pWyO9GX2iziAePf+zN7+qqcvOgvNQHtLMwA0t7QPj5aRwuhwe+cLcQCIdw8JAGjubN/bb/ammgfy6DnCOZpIEq6kiaIrUxCzhla4YV0aKbo4a068e3+mr98sD+Qx+0MCEXnHSZoooppb2vsO5sqwbiBnTaQ6MjMHYPbPbXcXR0oAyqPDS5xVRTzRWswPzN3Atm5HpzoyfQd35lv38/E1Inm43U0UUfHuocKIYe1cZwoiBaC30G8dyGQyM232Z4y00Yf2TKZ9ibPKi0OnekujyZk98Uxh5qny1As9B5tHeDuaSCZDCKE6ByIKmpk1+jusJ81kKeeSO3HE9gY5EdnAlTQReWZmjXQfMgXBGZpIKq6kiYiINMUHx4iIiDTFSZqIiEhTnKSJiIg09f/LwyQ8HYJaDgAAAABJRU5ErkJggg==</ImageFile>
          <plotstore>
            <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns="">
              <commandList>
                <string>terminal=pngcairo</string>
                <string>file_name="C:/Users/takez/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/gfcxwgnq"</string>
                <string>dimensions=[652,371]</string>
                <string>font="Arial"</string>
                <string>font_size=8</string>
                <string>title=""</string>
                <string>xu_grid=40</string>
                <string>yv_grid=40</string>
                <string>xlabel="x"</string>
                <string>ylabel="y"</string>
                <string>zlabel="z"</string>
                <string>zrange=[-5,5]</string>
              </commandList>
              <prambleList>
                <string>"set term pngcairo font ',8' enhanced size 652, 371"</string>
                <string>"set object 1 rectangle from screen -0.1,-0.1 to screen 1.1 ,1.1 fillcolor rgb'#ffffff' behind"</string>
                <string>"set encoding utf8"</string>
                <string>"set grid xtics mxtics"</string>
                <string>"set grid ytics mytics"</string>
                <string>"set logscale x 10"</string>
                <string>"set logscale y 10"</string>
              </prambleList>
              <plotType>plot2D</plotType>
              <titleDefault>SAMPLE PLOT</titleDefault>
              <title />
              <titleState>Custom</titleState>
              <border>Disable</border>
              <borderVal>4095</borderVal>
              <textSize>8</textSize>
              <textSizeState>Disable</textSizeState>
              <textFont>Arial</textFont>
              <contour>Disable</contour>
              <contourType />
              <contourLevels>5</contourLevels>
              <pm3d>Disable</pm3d>
              <pm3dpalette>[blue,red,green]</pm3dpalette>
              <gridXu>40</gridXu>
              <gridYv>40</gridYv>
              <gridState>Custom</gridState>
              <width>652</width>
              <height>371</height>
              <pictureSizeState>Interactive</pictureSizeState>
              <filename>C:/Users/takez/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/gfcxwgnq</filename>
              <termType>png</termType>
              <mapView>Disable</mapView>
              <xName>x</xName>
              <yName>y</yName>
              <zName>z</zName>
              <xNameS>Enable</xNameS>
              <yNameS>Enable</yNameS>
              <zNameS>Enable</zNameS>
              <xMinRange>0.009</xMinRange>
              <xMaxRange>90</xMaxRange>
              <yMinRange>0.009</yMinRange>
              <yMaxRange>90</yMaxRange>
              <zMinRange>-5</zMinRange>
              <zMaxRange>5</zMaxRange>
              <xRangeS>Disable</xRangeS>
              <yRangeS>Disable</yRangeS>
              <zRangeS>Interactive</zRangeS>
              <xGrid>Enable</xGrid>
              <yGrid>Enable</yGrid>
              <zGrid>Disable</zGrid>
              <xLogarithmic>Enable</xLogarithmic>
              <yLogarithmic>Enable</yLogarithmic>
              <zLogarithmic>Disable</zLogarithmic>
              <xLogBase>10</xLogBase>
              <yLogBase>10</yLogBase>
              <zLogBase>10</zLogBase>
              <azimuth>60</azimuth>
              <zenith>60</zenith>
              <scalAzimuth>1</scalAzimuth>
              <scalZenith>1</scalZenith>
              <view>Interactive</view>
              <mouseRedirecting>Disable</mouseRedirecting>
              <varNameMouseX>MouseX5</varNameMouseX>
              <varNameMouseY>MouseY5</varNameMouseY>
              <varNameMouseWheel>MouseW5</varNameMouseWheel>
              <viewRedirecting>Disable</viewRedirecting>
              <varNameAzimuth>Azimut5</varNameAzimuth>
              <varNameZenith>Zenit5</varNameZenith>
              <xRedirecting>Disable</xRedirecting>
              <varNameXmin>MinX5</varNameXmin>
              <varNameXmax>MaxX5</varNameXmax>
              <yRedirecting>Disable</yRedirecting>
              <varNameYmin>MinY5</varNameYmin>
              <varNameYmax>MaxY5</varNameYmax>
              <zRedirecting>Disable</zRedirecting>
              <varNameZmin>MinZ5</varNameZmin>
              <varNameZmax>MaxZ5</varNameZmax>
              <option>border=true;</option>
            </PlotStore>
          </plotstore>
          <input>
            <e type="operand">draw4</e>
          </input>
        </maximaplugin>
      </region>
      <region top="5076" color="#000000">
        <area terminator="true" />
      </region>
    </region>
  </regions>
</worksheet>