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</raw>
    </picture>
  </region>
  <region id="1" left="1125" top="342" width="28" height="28" color="#000000" bgColor="#fafafa" fontSize="12">
    <text lang="hun">
      <p>f </p>
    </text>
  </region>
  <region id="2" left="864" top="432" width="28" height="28" color="#000000" bgColor="#fafafa" fontSize="12">
    <text lang="hun">
      <p>f </p>
    </text>
  </region>
  <region id="3" left="567" top="540" width="95" height="62" color="#000000" bgColor="#000000" fontSize="12">
    <math optimize="2" decimalPlaces="2">
      <input>
        <e type="operand">c</e>
        <e type="operand">4</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">mm</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="36" top="549" width="66" height="28" color="#000000" bgColor="#000000" fontSize="12">
    <math decimalPlaces="2">
      <input>
        <e type="operand">a</e>
        <e type="operand">1</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="5" left="126" top="549" width="66" height="28" color="#000000" bgColor="#000000" fontSize="12">
    <math decimalPlaces="2">
      <input>
        <e type="operand">b</e>
        <e type="operand">3</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="6" left="207" top="549" width="96" height="28" color="#000000" bgColor="#000000" fontSize="12">
    <math decimalPlaces="2">
      <input>
        <e type="operand">d</e>
        <e type="operand">100</e>
        <e type="operand" style="unit">mm</e>
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        <e type="operand">200</e>
        <e type="operand" style="unit">mm</e>
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        <e type="operator" args="2">:</e>
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        <e type="operand">M.max</e>
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        <e type="operand" style="unit">kN</e>
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        <e type="operand" style="unit">m</e>
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        <e type="operand">0.5</e>
        <e type="operator" args="2">:</e>
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        <e type="operator" args="2">^</e>
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        <e type="operand" style="unit">m</e>
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        <e type="operand" style="unit">m</e>
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        <e type="operand" style="unit">m</e>
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        <e type="operand" style="unit">m</e>
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        <e type="operator" args="2">≥</e>
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        <e type="operator" args="2">&amp;</e>
        <e type="operand">M.max</e>
        <e type="operand">z</e>
        <e type="operand">a</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">M.max</e>
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        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="2">if</e>
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        <e type="operand">15000</e>
        <e type="operand" style="unit">J</e>
        <e type="operator" args="2">*</e>
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        <e type="operand">M.max</e>
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      <result action="numeric">
        <e type="operand">15000</e>
        <e type="operand" style="unit">J</e>
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    <math>
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        <e type="operand">I.x'</e>
        <e type="operand">2529.82</e>
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      <input>
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        <e type="function" args="1">M</e>
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        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">1</e>
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        <e type="operator" args="2">/</e>
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        <e type="operator" args="2">:</e>
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        <e type="operand">0.25</e>
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        <e type="operand" style="unit">m</e>
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        <e type="operator" args="2">*</e>
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        <e type="operand">z</e>
        <e type="function" args="1">K</e>
        <e type="operand">z</e>
        <e type="function" args="1">M</e>
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        <e type="operator" args="2">:</e>
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        <e type="operand" style="unit">J</e>
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        <p>Nyomatékábra</p>
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        <e type="function" args="1">M</e>
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        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">Pa</e>
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        <e type="operand">1</e>
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        <e type="operator" args="1">-</e>
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        <e type="operator" args="2">*</e>
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        <e type="operand">15</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">8</e>
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        <e type="operand" style="unit">kg</e>
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        <e type="operand" style="unit">s</e>
        <e type="operand">2</e>
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        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
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        <e type="operand">14</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
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        <e type="operand" style="unit">s</e>
        <e type="operand">2</e>
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        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
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        <e type="operand">14</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
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        <e type="operand">8</e>
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        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</e>
        <e type="operand">2</e>
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        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
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        <e type="operand">14</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">8</e>
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        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2.3071</e>
        <e type="operand">10</e>
        <e type="operand">14</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">8</e>
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        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
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        <e type="operand">2</e>
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        <e type="operator" args="2">*</e>
        <e type="operand">2.6367</e>
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        <e type="operand">14</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">8</e>
        <e type="operator" args="2">^</e>
        <e type="operand" style="unit">kg</e>
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        <e type="operand" style="unit">s</e>
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        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2.9663</e>
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        <e type="operand">14</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">8</e>
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        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</e>
        <e type="operand">2</e>
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        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">3.2959</e>
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        <e type="operand">14</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
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        <e type="operand" style="unit">kg</e>
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        <e type="operator" args="2">*</e>
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        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
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      <input>
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        <e type="function" args="1">K</e>
        <e type="operand">z</e>
        <e type="function" args="1">M</e>
        <e type="operator" args="2">*</e>
        <e type="operand">z</e>
        <e type="operand">0</e>
        <e type="operand">L</e>
        <e type="function" preserve="true" args="4">int</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="27" left="81" top="1719" width="129" height="65" color="#000000" bgColor="#000000" fontSize="12">
    <math error="2" decimalPlaces="2">
      <input>
        <e type="operand">φ.k</e>
        <e type="operand">W.int</e>
        <e type="operand">M.max</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
</regions>