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          <p>Not the same:</p>
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      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">Km</e>
        </input>
        <result action="numeric">
          <e type="operand">3.1314</e>
        </result>
      </math>
    </region>
    <region left="180" top="549" width="125" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">Kj</e>
        </input>
        <result action="numeric">
          <e type="operand">14.7446</e>
        </result>
      </math>
    </region>
    <region left="180" top="576" width="125" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">Kv</e>
        </input>
        <result action="numeric">
          <e type="operand">15.9392</e>
        </result>
      </math>
    </region>
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      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">m</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
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      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">Kp</e>
        </input>
        <result action="numeric">
          <e type="operand">821.7542</e>
        </result>
      </math>
    </region>
    <region left="36" top="684" width="519" height="166" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">ξ</e>
          <e type="function" args="1">Check</e>
          <e type="operand">x</e>
          <e type="function" args="1">ChN</e>
          <e type="operand">x</e>
          <e type="function" args="1">abs</e>
          <e type="function" args="1">vectorize</e>
          <e type="operand">x</e>
          <e type="function" args="1">abs</e>
          <e type="function" args="1">vectorize</e>
          <e type="function" args="1">m</e>
          <e type="operator" args="2">/</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" args="3">line</e>
          <e type="operator" args="2">:</e>
          <e type="operand">x</e>
          <e type="operand">ξ</e>
          <e type="function" args="1">ChN</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
          <e type="operand">x</e>
          <e type="operand">7</e>
          <e type="function" args="2">el</e>
          <e type="operand">0.005</e>
          <e type="operand">x</e>
          <e type="operand">7</e>
          <e type="function" args="2">el</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" args="4">mat</e>
          <e type="function" args="1">max</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
          <e type="operand">x</e>
          <e type="operand">1</e>
          <e type="operand">x</e>
          <e type="function" args="1">m</e>
          <e type="operator" args="2">-</e>
          <e type="operand">6</e>
          <e type="operator" args="2">/</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">0</e>
          <e type="function" args="7">stack</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">+</e>
          <e type="function" args="1">eval</e>
          <e type="function" args="1">ChN</e>
          <e type="function" args="1">eval</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="27" top="891" width="235" height="133" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">CheckKm</e>
          <e type="operand">x</e>
          <e type="function" args="1">Km</e>
          <e type="operand">39.8</e>
          <e type="operator" args="2">&gt;</e>
          <e type="operand">x</e>
          <e type="function" args="1">normi</e>
          <e type="operator" args="1">-</e>
          <e type="operand">x</e>
          <e type="function" args="1">Km</e>
          <e type="operand">0</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand">x</e>
          <e type="function" args="1">normi</e>
          <e type="operand">0</e>
          <e type="function" args="3">if</e>
          <e type="function" args="3">if</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" args="3">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="18" top="1044" width="567" height="231" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">xo</e>
          <e type="operand">p</e>
          <e type="function" args="2">Maximize</e>
          <e type="operand">Ko</e>
          <e type="operand">xo</e>
          <e type="function" args="1">Check</e>
          <e type="function" args="1">K</e>
          <e type="operator" args="2">:</e>
          <e type="operand">x1</e>
          <e type="function" args="1">f</e>
          <e type="operand">x1</e>
          <e type="function" args="1">Check</e>
          <e type="function" args="1">K</e>
          <e type="operand">1</e>
          <e type="operand">p</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">Ko</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="operand">x1</e>
          <e type="function" args="1">Check</e>
          <e type="function" args="1">CheckKm</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">mat</e>
          <e type="function" args="1">eval</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="function" args="3">line</e>
          <e type="operator" args="2">:</e>
          <e type="operand">iter</e>
          <e type="operand">1</e>
          <e type="operand">100</e>
          <e type="function" args="2">range</e>
          <e type="operand">x1</e>
          <e type="operand">xo</e>
          <e type="operand">f</e>
          <e type="function" args="2">al_nleqsolve</e>
          <e type="function" args="1">Check</e>
          <e type="operator" args="2">:</e>
          <e type="operand">x1</e>
          <e type="function" args="1">K</e>
          <e type="operand">Ko</e>
          <e type="operator" args="2">&gt;</e>
          <e type="bracket">(</e>
          <e type="operand">x1</e>
          <e type="function" args="1">CheckKm</e>
          <e type="operand">0</e>
          <e type="operator" args="2">≡</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="bracket">(</e>
          <e type="operand">x1</e>
          <e type="operand">7</e>
          <e type="function" args="2">el</e>
          <e type="operand">0.005</e>
          <e type="operator" args="2">&gt;</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">&amp;</e>
          <e type="bracket">(</e>
          <e type="operand">xo</e>
          <e type="operand">x1</e>
          <e type="operator" args="2">:</e>
          <e type="operand">Ko</e>
          <e type="operand">x1</e>
          <e type="function" args="1">K</e>
          <e type="operator" args="2">:</e>
          <e type="operand">1</e>
          <e type="operand">2</e>
          <e type="function" args="4">mat</e>
          <e type="operand">break</e>
          <e type="function" args="3">if</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">line</e>
          <e type="function" args="3">for</e>
          <e type="operand">xo</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="63" top="1296" width="317" height="136" color="#000000" fontSize="10">
      <math decimalPlaces="12">
        <input>
          <e type="operand">xo</e>
          <e type="operand">x</e>
          <e type="operand">230</e>
          <e type="function" args="2">Maximize</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.315376803517</e>
          <e type="operand">0.081664463975</e>
          <e type="operand">0.20142596917</e>
          <e type="operand">0.098655521812</e>
          <e type="operand">0.229829590354</e>
          <e type="operand">0.048137217948</e>
          <e type="operand">0.024910433223</e>
          <e type="operand">7</e>
          <e type="operand">1</e>
          <e type="function" args="9">mat</e>
        </result>
      </math>
    </region>
    <region left="432" top="1296" width="160" height="34" border="true" color="#000000" fontSize="10">
      <math exponentialThreshold="2">
        <input>
          <e type="operand">xo</e>
          <e type="function" args="1">K</e>
        </input>
        <result action="numeric">
          <e type="operand">1.0768</e>
          <e type="operand">10</e>
          <e type="operand">16</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
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</raw>
      </picture>
    </region>
    <region left="432" top="1341" width="173" height="34" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">xo</e>
          <e type="function" args="1">Km</e>
        </input>
        <result action="numeric">
          <e type="operand">3.024</e>
          <e type="operand">10</e>
          <e type="operand">13</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="432" top="1386" width="69" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">m</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="36" top="2538" width="46" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">α</e>
          <e type="operand">7</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="45" top="5013" width="104" height="37" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">m</e>
          <e type="operand">x</e>
          <e type="function" args="1">sum</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="54" top="5130" width="89" height="33" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">a</e>
          <e type="operand">1</e>
          <e type="function" args="2">el</e>
          <e type="operand">8.275</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="18" top="6363" width="97" height="69" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">M</e>
          <e type="operand">X</e>
          <e type="operand">l</e>
          <e type="function" args="2">el</e>
          <e type="operand">l</e>
          <e type="operand">1</e>
          <e type="operand">6</e>
          <e type="function" args="4">sum</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="45" top="6570" width="83" height="32" color="#000000" fontSize="16">
      <text lang="rus">
        <content>
          <p style="font-size: 16px;">БЫЛО:</p>
        </content>
      </text>
    </region>
    <region left="36" top="6606" width="114" height="33" color="#000000" fontSize="10">
      <math error="2" errorLocation="1">
        <input>
          <e type="operand">Cисх</e>
          <e type="operand">j</e>
          <e type="function" args="2">el</e>
          <e type="operand">Qисх</e>
          <e type="operand">j</e>
          <e type="function" args="2">el</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="6759" width="119" height="33" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">CCисх</e>
          <e type="operand">7</e>
          <e type="function" args="2">el</e>
          <e type="operand">K0исх</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="6903" width="83" height="32" color="#000000" fontSize="16" isBreakable="false">
      <text lang="rus">
        <content>
          <p style="font-size: 16px;">БЫЛО:</p>
        </content>
      </text>
    </region>
    <region left="0" top="7047" width="93" height="32" color="#000000" fontSize="16" isBreakable="false">
      <text lang="rus">
        <content>
          <p style="font-size: 16px;">СТАЛО:</p>
        </content>
      </text>
    </region>
  </regions>
</worksheet>