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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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        <content>
          <p style="font-size: 20px; font-family: Arial; text-align: center;">MEMORIA DE CÁLCULO DE MUROS DE ALVENARIA ARMADA</p>
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            <p style="font-family: Arial; background-color: #008000; color: #ffffff;">RESULTADOS</p>
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            <p style="font-family: Arial; background-color: #0000ff; color: #ffffff;">TABELAS E QUADROS</p>
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          <content>
            <p>CONVERSÃO DE UNIDADES</p>
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            <e type="operand" style="unit">kgf</e>
            <e type="operand">10</e>
            <e type="operand" style="unit">N</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
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            <e type="operand" style="unit">tf</e>
            <e type="operand">10</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
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      <text lang="eng" width="1091" fontFamily="Courier New" fontSize="10">
        <content>
          <p style="font-family: Arial; background-color: #c0c0c0;">DADOS DE ENTRADA - DOS MATERIAIS</p>
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    <region top="342" color="#000000">
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          <content>
            <p>CÁLCULO DAS PROPRIEDADES DOS MATERAIAIS</p>
          </content>
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          <title lang="cpp">
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              <p>PARAMETROS DOS MATERIAIS </p>
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        <region top="387" color="#000000">
          <area collapsed="true">
            <title lang="cpp">
              <content>
                <p>TABELA AGREGADO GRAÚDO</p>
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                <e type="operand">1.0</e>
                <e type="operand" style="string">Cálcario</e>
                <e type="operand">0.9</e>
                <e type="operand" style="string">Arenito</e>
                <e type="operand">0.7</e>
                <e type="operand">4</e>
                <e type="operand">2</e>
                <e type="function" args="10">mat</e>
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            <area terminator="true" />
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        </region>
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            <title lang="cpp">
              <content>
                <p>TABELA CONCRETO EM MPA</p>
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                <e type="operand" style="string">20 MPa</e>
                <e type="operand">20</e>
                <e type="operand" style="unit">MPa</e>
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                <e type="operand" style="string">25 MPa</e>
                <e type="operand">25</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">30 MPa</e>
                <e type="operand">30</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">35 MPa</e>
                <e type="operand">35</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">45 MPa</e>
                <e type="operand">45</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">50 MPa</e>
                <e type="operand">50</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">55 MPa</e>
                <e type="operand">55</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">60 MPa</e>
                <e type="operand">60</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">65 MPa</e>
                <e type="operand">65</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">70 MPa</e>
                <e type="operand">70</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">75 MPa</e>
                <e type="operand">75</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">80 MPa</e>
                <e type="operand">80</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">85 MPa</e>
                <e type="operand">85</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">90 MPa</e>
                <e type="operand">90</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand">14</e>
                <e type="operand">2</e>
                <e type="function" args="30">mat</e>
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                <p>TABELA DO AÇO </p>
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                <e type="operand">500</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="string">CA60</e>
                <e type="operand">600</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operand">2</e>
                <e type="operand">2</e>
                <e type="function" args="6">mat</e>
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              <li>"Bassalto\0020\e\0020\Diabásio"</li>
              <li>"Granito\0020\e\0020\Gnaisse"</li>
              <li>"Cálcario"</li>
              <li>"Arenito"</li>
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            <description active="true" position="Top" lang="eng" width="15">
              <content>
                <p>TIPO DE AGREGADO GRAÚDO αe</p>
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            <input>
              <e type="operand">α.e</e>
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              <e type="operand">1.2000</e>
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        <region left="9" top="1044" width="210" height="38" border="true" color="#000000" fontSize="10" showInputData="false">
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            <ul>
              <li>"20\0020\MPa"</li>
              <li>"25\0020\MPa"</li>
              <li>"30\0020\MPa"</li>
              <li>"35\0020\MPa"</li>
              <li>"45\0020\MPa"</li>
              <li>"50\0020\MPa"</li>
              <li>"55\0020\MPa"</li>
              <li>"60\0020\MPa"</li>
              <li>"65\0020\MPa"</li>
              <li>"70\0020\MPa"</li>
              <li>"75\0020\MPa"</li>
              <li>"80\0020\MPa"</li>
              <li>"85\0020\MPa"</li>
              <li>"90\0020\MPa"</li>
            </ul>
            <description active="true" position="Top" lang="eng">
              <content>
                <p>RESISTÊNCIA CARACTERÍSTICA DO CONCRETO</p>
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            <input>
              <e type="operand">f.ck</e>
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        <region left="378" top="1044" width="131" height="50" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
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            <input>
              <e type="operand">f.ck</e>
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            <contract>
              <e type="operand" style="unit">kN</e>
              <e type="operand" style="unit">cm</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
              <e type="operator" args="2">/</e>
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            <result action="numeric">
              <e type="operand">3.0000</e>
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            <ul>
              <li>"CA50"</li>
              <li>"CA60"</li>
            </ul>
            <description active="true" position="Top" lang="eng">
              <content>
                <p>RESISTÊNCIA CARACTERÍSTICA DE ESCOAMENTO DO AÇO</p>
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            </description>
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            <input>
              <e type="operand">f.yk</e>
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            <contract>
              <e type="operand" style="unit">kN</e>
              <e type="operand" style="unit">cm</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
              <e type="operator" args="2">/</e>
            </contract>
            <result action="numeric">
              <e type="operand">50.000</e>
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        <region top="1188" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="1215" color="#000000">
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          <title lang="cpp">
            <content>
              <p>TABELA COMBINAÇÕES - COEFICIENTES γc e γs NO ELU </p>
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          </title>
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          <math optimize="2" decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
            <p>TABELA pg 96 - TABELA 3.2 - NBR 6118 - 12.4.1 - TAB 12.1</p>
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              <e type="operand">γ.c_s</e>
              <e type="operand" style="string">NORMAIS</e>
              <e type="operand">1.4</e>
              <e type="operand">1.15</e>
              <e type="operand" style="string">ESPECIAIS OU DE CONSTRUÇÃO</e>
              <e type="operand">1.2</e>
              <e type="operand">1.15</e>
              <e type="operand" style="string">EXCEPCIONAIS</e>
              <e type="operand">1.2</e>
              <e type="operand">1.10</e>
              <e type="operand">3</e>
              <e type="operand">3</e>
              <e type="function" args="11">mat</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region top="1341" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="1359" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
              <p>RESISTÊNCIAS À TRAÇÃO</p>
            </content>
          </title>
        </area>
        <region left="9" top="1368" width="285" height="38" border="true" color="#000000" fontSize="10">
          <comboboxlist input="γ.c_s" inputColumn="1" selected="1" output="Element" outputColumn="2" layout="DropDownList" items="5" firstItem="0" font="Courier New, 10pt" optimization="numeric" decimalPlaces="15" exponentialThreshold="15" significantFigures="0" fractions="decimal" trailingZeros="false" overrideDP="true">
            <ul>
              <li>"NORMAIS"</li>
              <li>"ESPECIAIS\0020\OU\0020\DE\0020\CONSTRUÇÃO"</li>
              <li>"EXCEPCIONAIS"</li>
            </ul>
            <description active="true" position="Top" lang="eng" width="15">
              <content>
                <p>COEFICIENTE DO CONCRETO γc</p>
              </content>
            </description>
            <input>
              <e type="operand">γ.c</e>
            </input>
          </comboboxlist>
        </region>
        <region left="297" top="1413" width="90" height="30" border="true" color="#ffffff" bgColor="#0000ff" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="false" position="Top" lang="eng">
              <content>
            <p>RESISTÊNCIA A TRAÇÃO MÉDIA</p>
          </content>
            </description>
            <input>
              <e type="operand">γ.c</e>
            </input>
            <result action="numeric">
              <e type="operand">1.4000</e>
            </result>
          </math>
        </region>
        <region left="9" top="1458" width="285" height="38" border="true" color="#000000" fontSize="10">
          <comboboxlist input="γ.c_s" inputColumn="1" selected="1" output="Element" outputColumn="3" layout="DropDownList" items="5" firstItem="0" font="Courier New, 10pt" optimization="numeric" decimalPlaces="15" exponentialThreshold="15" significantFigures="0" fractions="decimal" trailingZeros="false" overrideDP="true">
            <ul>
              <li>"NORMAIS"</li>
              <li>"ESPECIAIS\0020\OU\0020\DE\0020\CONSTRUÇÃO"</li>
              <li>"EXCEPCIONAIS"</li>
            </ul>
            <description active="true" position="Top" lang="eng">
              <content>
                <p>COEFICIENTE DO AÇO γs</p>
              </content>
            </description>
            <input>
              <e type="operand">γ.s</e>
            </input>
          </comboboxlist>
        </region>
        <region left="297" top="1503" width="90" height="30" border="true" color="#ffffff" bgColor="#0000ff" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="false" position="Top" lang="eng">
              <content>
            <p>RESISTÊNCIA A TRAÇÃO MÉDIA</p>
          </content>
            </description>
            <input>
              <e type="operand">γ.s</e>
            </input>
            <result action="numeric">
              <e type="operand">1.1500</e>
            </result>
          </math>
        </region>
        <region left="9" top="1557" width="393" height="119" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>CONDIÇÃO PARA RESISTÊNCIA A TRAÇÃO MÉDIA fct,m - NBR 6118 - 8.2.5</p>
              </content>
            </description>
            <input>
              <e type="operand">f.ct.m</e>
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              <content>
                <p>RESISTÊNCIA A TRAÇÃO INFERIOR</p>
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              <content>
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              <content>
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                <p>RESISTÊNCIA A COMPRESSÃO/TRAÇÃO DE CÁLCULO DO AÇO fyd - NBR 6118 - 12.3.3</p>
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              <e type="operand" style="unit">kN</e>
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            </description>
            <input>
              <e type="operand">E.cs</e>
              <e type="operand">α.i</e>
              <e type="operand">E.ci</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="252" top="2718" width="131" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="false" position="Top" lang="eng">
              <content>
                <p>MÓDULO DE ELASTICIDADE SECANTE</p>
              </content>
            </description>
            <input>
              <e type="operand">E.cs</e>
            </input>
            <contract>
              <e type="operand" style="unit">kN</e>
              <e type="operand" style="unit">cm</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
              <e type="operator" args="2">/</e>
            </contract>
            <result action="numeric">
              <e type="operand">3220.6</e>
            </result>
          </math>
        </region>
        <region left="9" top="2790" width="97" height="30" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>MÓDULO DE ELASTICIDADE DO AÇO</p>
              </content>
            </description>
            <input>
              <e type="operand">E.s</e>
              <e type="operand">210</e>
              <e type="operand" style="unit">GPa</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="252" top="2799" width="116" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="false" position="Top" lang="eng">
              <content>
                <p>MÓDULO DE ELASTICIDADE DO AÇO</p>
              </content>
            </description>
            <input>
              <e type="operand">E.s</e>
            </input>
            <contract>
              <e type="operand" style="unit">kN</e>
              <e type="operand" style="unit">cm</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
              <e type="operator" args="2">/</e>
            </contract>
            <result action="numeric">
              <e type="operand">21000</e>
            </result>
          </math>
        </region>
        <region top="2871" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="2889" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
              <p>PARÂMETROS</p>
            </content>
          </title>
        </area>
        <region left="18" top="2916" width="287" height="91" border="true" color="#000000" fontSize="10">
          <math optimize="2" decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
            <p>COEFICIENTE λ</p>
          </content>
            </description>
            <input>
              <e type="operand">λ</e>
              <e type="operand">0.8</e>
              <e type="operand">f.ck</e>
              <e type="operand">50</e>
              <e type="operand" style="unit">MPa</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">≤</e>
              <e type="operand">0.8</e>
              <e type="operand">f.ck</e>
              <e type="operand" style="unit">MPa</e>
              <e type="operator" args="2">/</e>
              <e type="operand">50</e>
              <e type="operator" args="2">-</e>
              <e type="bracket">(</e>
              <e type="operand">400</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">-</e>
              <e type="function" args="3">cases</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="396" top="2970" width="92" height="24" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="false" position="Top" lang="eng">
              <content>
            <p>RESISTÊNCIA A TRAÇÃO DE CÁLCULO ftd </p>
          </content>
            </description>
            <input>
              <e type="operand">λ</e>
            </input>
            <result action="numeric">
              <e type="operand">0.80000</e>
            </result>
          </math>
        </region>
        <region left="18" top="3033" width="330" height="93" border="true" color="#000000" fontSize="10">
          <math optimize="2" decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
            <p>COEFICIENTE DE REDUÇÃO αc</p>
          </content>
            </description>
            <input>
              <e type="operand">α.c</e>
              <e type="operand">0.85</e>
              <e type="operand">f.ck</e>
              <e type="operand">50</e>
              <e type="operand" style="unit">MPa</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">≤</e>
              <e type="operand">0.85</e>
              <e type="operand">1</e>
              <e type="operand">f.ck</e>
              <e type="operand" style="unit">MPa</e>
              <e type="operator" args="2">/</e>
              <e type="operand">50</e>
              <e type="operator" args="2">-</e>
              <e type="operand">200</e>
              <e type="operator" args="2">/</e>
              <e type="bracket">(</e>
              <e type="operator" args="2">-</e>
              <e type="bracket">(</e>
              <e type="operator" args="2">*</e>
              <e type="function" args="3">cases</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="396" top="3078" width="98" height="30" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="false" position="Top" lang="eng">
              <content>
            <p>RESISTÊNCIA A TRAÇÃO DE CÁLCULO ftd </p>
          </content>
            </description>
            <input>
              <e type="operand">α.c</e>
            </input>
            <result action="numeric">
              <e type="operand">0.85000</e>
            </result>
          </math>
        </region>
        <region top="3168" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="3186" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
              <p>DEFORMAÇÕES</p>
            </content>
          </title>
        </area>
        <region left="18" top="3204" width="326" height="119" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>DEFORMAÇÃO DO CONCRETO NO ESMAGAMENTO  PATAMAR PLÁSTICO</p>
              </content>
            </description>
            <input>
              <e type="operand">ε.c2</e>
              <e type="operand">f.ck</e>
              <e type="operand">50</e>
              <e type="operand" style="unit">MPa</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">≤</e>
              <e type="operand">ε.c2</e>
              <e type="operand">2.0</e>
              <e type="operand" style="unit">‰</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
              <e type="operand">ε.c2</e>
              <e type="operand">2.0</e>
              <e type="operand" style="unit">‰</e>
              <e type="operator" args="2">*</e>
              <e type="operand">0.085</e>
              <e type="operand" style="unit">‰</e>
              <e type="operator" args="2">*</e>
              <e type="operand">f.ck</e>
              <e type="operand" style="unit">MPa</e>
              <e type="operator" args="2">/</e>
              <e type="operand">50</e>
              <e type="operator" args="2">-</e>
              <e type="bracket">(</e>
              <e type="operand">0.53</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>
              <e type="function" args="3">if</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="639" top="3204" width="282" height="136" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>DEFORMAÇÃO DO CONCRETO NO ESMAGAMENTO  NA RUPTURA</p>
              </content>
            </description>
            <input>
              <e type="operand">ε.cu</e>
              <e type="operand">f.ck</e>
              <e type="operand">50</e>
              <e type="operand" style="unit">MPa</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">≤</e>
              <e type="operand">ε.cu</e>
              <e type="operand">3.5</e>
              <e type="operand" style="unit">‰</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
              <e type="operand">ε.cu</e>
              <e type="operand">2.6</e>
              <e type="operand" style="unit">‰</e>
              <e type="operator" args="2">*</e>
              <e type="operand">35</e>
              <e type="operand" style="unit">‰</e>
              <e type="operator" args="2">*</e>
              <e type="operand">90</e>
              <e type="operand">f.ck</e>
              <e type="operand" style="unit">MPa</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">-</e>
              <e type="operand">100</e>
              <e type="operator" args="2">/</e>
              <e type="bracket">(</e>
              <e type="operand">4</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>
              <e type="function" args="3">if</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="423" top="3285" width="109" height="30" color="#ffffff" bgColor="#008040" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="false" position="Top" lang="eng">
              <content>
                <p>DEFORMAÇÃO DO CONCRETO - PATAMAR PLÁSTICO</p>
              </content>
            </description>
            <input>
              <e type="operand">ε.c2</e>
            </input>
            <contract>
              <e type="operand" style="unit">‰</e>
            </contract>
            <result action="numeric">
              <e type="operand">2.0000</e>
            </result>
          </math>
        </region>
        <region left="936" top="3303" width="109" height="30" color="#ffffff" bgColor="#008040" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="false" position="Top" lang="eng">
              <content>
                <p>DEFORMAÇÃO DO CONCRETO - NA RUPTURA</p>
              </content>
            </description>
            <input>
              <e type="operand">ε.cu</e>
            </input>
            <contract>
              <e type="operand" style="unit">‰</e>
            </contract>
            <result action="numeric">
              <e type="operand">3.5000</e>
            </result>
          </math>
        </region>
        <region left="18" top="3375" width="77" height="53" border="true" color="#000000" fontSize="10">
          <math optimize="2" decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>DEFORMAÇÃO ESPECIFICA DE ESCOAMENTO DE CÁLCULO DO AÇO</p>
              </content>
            </description>
            <input>
              <e type="operand">ε.yd</e>
              <e type="operand">f.yd</e>
              <e type="operand">E.s</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="423" top="3411" width="109" height="30" color="#ffffff" bgColor="#008040" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="false" position="Top" lang="eng">
              <content>
                <p>DEFORMAÇÃO ESPECIFICA DO AÇO</p>
              </content>
            </description>
            <input>
              <e type="operand">ε.yd</e>
            </input>
            <contract>
              <e type="operand" style="unit">‰</e>
            </contract>
            <result action="numeric">
              <e type="operand">2.0704</e>
            </result>
          </math>
        </region>
        <region top="3483" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="3501" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="0" top="3519" width="1091" height="23" color="#ffffff" bgColor="#008000" fontSize="10">
      <text lang="eng" width="1091" fontFamily="Courier New" fontSize="10">
        <content>
          <p style="font-family: Arial; background-color: #008000; color: #ffffff;">RESULTADOS DOS MATERIAIS</p>
        </content>
      </text>
    </region>
    <region top="3555" color="#000000">
      <area collapsed="true">
        <title lang="eng" />
      </area>
      <region left="18" top="3582" width="131" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>RESISTÊNCIA CARACTERÍSTICA DO CONCRETO</p>
            </content>
          </description>
          <input>
            <e type="operand">f.ck</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">3.0000</e>
          </result>
        </math>
      </region>
      <region left="531" top="3582" width="90" height="30" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>COEFICIENTE DO CONCRETO γc</p>
            </content>
          </description>
          <input>
            <e type="operand">γ.c</e>
          </input>
          <result action="numeric">
            <e type="operand">1.4000</e>
          </result>
        </math>
      </region>
      <region left="531" top="3645" width="90" height="30" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>COEFICIENTE DO AÇO γs</p>
            </content>
          </description>
          <input>
            <e type="operand">γ.s</e>
          </input>
          <result action="numeric">
            <e type="operand">1.1500</e>
          </result>
        </math>
      </region>
      <region left="18" top="3654" width="131" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng" width="352">
            <content>
              <p>RESISTÊNCIA CARACTERÍSTICA DE ESCOAMENTO DO AÇO</p>
            </content>
          </description>
          <input>
            <e type="operand">f.yk</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">50.000</e>
          </result>
        </math>
      </region>
      <region left="18" top="3735" width="92" height="24" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>COEFICIENTE λ</p>
            </content>
          </description>
          <input>
            <e type="operand">λ</e>
          </input>
          <result action="numeric">
            <e type="operand">0.80000</e>
          </result>
        </math>
      </region>
      <region left="153" top="3735" width="98" height="30" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>COEFICIENTE DE REDUÇÃO αc</p>
            </content>
          </description>
          <input>
            <e type="operand">α.c</e>
          </input>
          <result action="numeric">
            <e type="operand">0.85000</e>
          </result>
        </math>
      </region>
      <region left="18" top="3798" width="131" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>RESISTÊNCIA A COMPRESSÃO DE CÁLCULO DO CONCRETO </p>
            </content>
          </description>
          <input>
            <e type="operand">f.cd</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">2.1429</e>
          </result>
        </math>
      </region>
      <region left="405" top="3798" width="131" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>RESISTÊNCIA A COMPRESSÃO/TRAÇÃO DE CÁLCULO DO AÇO</p>
            </content>
          </description>
          <input>
            <e type="operand">f.yd</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">43.478</e>
          </result>
        </math>
      </region>
      <region left="18" top="3888" width="171" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>RESISTÊNCIA A TRAÇÃO INFERIOR</p>
          </content>
          </description>
          <input>
            <e type="operand">f.ctk.inf</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">0.20275</e>
          </result>
        </math>
      </region>
      <region left="261" top="3888" width="152" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>RESISTÊNCIA A TRAÇÃO MÉDIA</p>
          </content>
          </description>
          <input>
            <e type="operand">f.ct.m</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">0.28965</e>
          </result>
        </math>
      </region>
      <region left="477" top="3888" width="171" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>RESISTÊNCIA A TRAÇÃO SUPERIOR</p>
          </content>
          </description>
          <input>
            <e type="operand">f.ctk.sup</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">0.37654</e>
          </result>
        </math>
      </region>
      <region left="720" top="3888" width="145" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>RESISTÊNCIA A TRAÇÃO DE CÁLCULO ftd </p>
          </content>
          </description>
          <input>
            <e type="operand">f.ctd</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">0.14482</e>
          </result>
        </math>
      </region>
      <region left="18" top="3978" width="109" height="30" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>DEFORMAÇÃO DO CONCRETO - PATAMAR PLÁSTICO</p>
          </content>
          </description>
          <input>
            <e type="operand">ε.c2</e>
          </input>
          <contract>
            <e type="operand" style="unit">‰</e>
          </contract>
          <result action="numeric">
            <e type="operand">2.0000</e>
          </result>
        </math>
      </region>
      <region left="342" top="3978" width="109" height="30" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>DEFORMAÇÃO DO CONCRETO - NA RUPTURA</p>
          </content>
          </description>
          <input>
            <e type="operand">ε.cu</e>
          </input>
          <contract>
            <e type="operand" style="unit">‰</e>
          </contract>
          <result action="numeric">
            <e type="operand">3.5000</e>
          </result>
        </math>
      </region>
      <region left="639" top="3978" width="109" height="30" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>DEFORMAÇÃO ESPECIFICA DO AÇO</p>
          </content>
          </description>
          <input>
            <e type="operand">ε.yd</e>
          </input>
          <contract>
            <e type="operand" style="unit">‰</e>
          </contract>
          <result action="numeric">
            <e type="operand">2.0704</e>
          </result>
        </math>
      </region>
      <region left="18" top="4059" width="90" height="30" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>TIPO DE AGREGADO GRAÚDO αe</p>
          </content>
          </description>
          <input>
            <e type="operand">α.e</e>
          </input>
          <result action="numeric">
            <e type="operand">1.2000</e>
          </result>
        </math>
      </region>
      <region left="279" top="4059" width="98" height="30" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>COEFICIENTE αi</p>
          </content>
          </description>
          <input>
            <e type="operand">α.i</e>
          </input>
          <result action="numeric">
            <e type="operand">0.87500</e>
          </result>
        </math>
      </region>
      <region left="450" top="4077" width="104" height="32" color="#000000" fontSize="10" showInputData="false">
        <cflabel width="94" height="24" tag="direção" color="Black" bgcolor="White" font="Courier New, 10pt" style="Default">
          <description active="true" position="Right" lang="eng">
            <content>
              <p>COEFICIENTE αi</p>
            </content>
          </description>
          <input>
            <e type="operand">direção</e>
          </input>
        </cflabel>
      </region>
      <region left="18" top="4131" width="131" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>MÓDULO DE ELASTICIDADE TANGENTE</p>
          </content>
          </description>
          <input>
            <e type="operand">E.ci</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">3680.7</e>
          </result>
        </math>
      </region>
      <region left="279" top="4131" width="117" height="30" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>MÓDULO DE ELASTICIDADE SECANTE</p>
          </content>
          </description>
          <input>
            <e type="operand">E.cs</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">32206</e>
          </result>
        </math>
      </region>
      <region left="549" top="4131" width="116" height="50" border="true" color="#ffffff" bgColor="#008040" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>MÓDULO DE ELASTICIDADE DO AÇO</p>
          </content>
          </description>
          <input>
            <e type="operand">E.s</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">/</e>
          </contract>
          <result action="numeric">
            <e type="operand">21000</e>
          </result>
        </math>
      </region>
      <region top="4329" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="0" top="4347" width="1091" height="23" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <text lang="eng" width="1091" fontFamily="Courier New" fontSize="10">
        <content>
          <p style="font-family: Arial; background-color: #c0c0c0;">DADOS DE ENTRADA - DA SEÇÃO</p>
        </content>
      </text>
    </region>
    <region top="4392" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="cpp">
          <content>
            <p>DADOS DE ENTRADA</p>
          </content>
        </title>
      </area>
      <region left="9" top="4410" width="74" height="24" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng" width="5">
            <content>
              <p>LARGURA</p>
            </content>
          </description>
          <input>
            <e type="operand">b</e>
            <e type="operand">25</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="9" top="4455" width="74" height="24" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng" width="15">
            <content>
              <p>ALTURA</p>
            </content>
          </description>
          <input>
            <e type="operand">h</e>
            <e type="operand">60</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="9" top="4500" width="74" height="24" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>ALTURA UTIL - ARMADURA TRACIONADA</p>
            </content>
          </description>
          <input>
            <e type="operand">d</e>
            <e type="operand">55</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="9" top="4545" width="74" height="24" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>ALTURA UTIL - AMADURA COMPRIDA</p>
            </content>
          </description>
          <input>
            <e type="operand">d'</e>
            <e type="operand">5</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region top="4599" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="0" top="4617" width="1091" height="23" color="#ffffff" bgColor="#008000" fontSize="10">
      <text lang="eng" width="1091" fontFamily="Courier New" fontSize="10">
        <content>
          <p style="font-family: Arial; background-color: #008000; color: #ffffff;">CÁLCULO DA ARMADURA MÍNIMA</p>
        </content>
      </text>
    </region>
    <region top="4653" color="#000000">
      <area collapsed="true">
        <title lang="cpp">
          <content>
            <p>CÁLCULO DO MOMENTO E ARMADURA MÍNIMOS</p>
          </content>
        </title>
      </area>
      <region top="4671" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
              <p>MÓDULO DE RESISTÊNCIA DA SEÇÃO BRUTA DE CONCRETO</p>
            </content>
          </title>
        </area>
        <region left="18" top="4689" width="173" height="50" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>MÓDULO DE RESISTÊNCIA DA SEÇÃO BRUTA DE CONCRETO</p>
              </content>
            </description>
            <input>
              <e type="operand">w.0</e>
              <e type="operand">b</e>
              <e type="operand">h</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
              <e type="operator" args="2">*</e>
              <e type="operand">6</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
              <e type="operand">3</e>
              <e type="operator" args="2">^</e>
            </contract>
            <result action="numeric">
              <e type="operand">15000</e>
            </result>
          </math>
        </region>
        <region top="4770" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="4788" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
              <p>MOMENTO MÍNIMO DE CÁLCULO</p>
            </content>
          </title>
        </area>
        <region left="18" top="4806" width="287" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>MOMENTO MÍNIMO DE CÁLCULO</p>
              </content>
            </description>
            <input>
              <e type="operand">M.d.mín</e>
              <e type="operand">0.8</e>
              <e type="operand">w.0</e>
              <e type="operator" args="2">*</e>
              <e type="operand">f.ctk.sup</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">kN</e>
              <e type="operand" style="unit">cm</e>
              <e type="operator" args="2">*</e>
            </contract>
            <result action="numeric">
              <e type="operand">4518.5</e>
            </result>
          </math>
        </region>
        <region left="315" top="4806" width="304" height="56" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>MOMENTO MÍNIMO DE CÁLCULO - UTILIZADO NAS TABELAS</p>
              </content>
            </description>
            <input>
              <e type="operand">M.d.mín'</e>
              <e type="operand">2</e>
              <e type="operand">b</e>
              <e type="operator" args="2">*</e>
              <e type="operand">h</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
              <e type="operator" args="2">*</e>
              <e type="operand">f.ctk.sup</e>
              <e type="operator" args="2">*</e>
              <e type="operand">15</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">kN</e>
              <e type="operand" style="unit">cm</e>
              <e type="operator" args="2">*</e>
            </contract>
            <result action="numeric">
              <e type="operand">4518.5</e>
            </result>
          </math>
        </region>
        <region top="4896" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="4914" color="#000000">
        <area collapsed="false">
          <title lang="cpp">
            <content>
            <p>VALOR DE X LINHA NEUTRA  - ARMADURA MÍNIMA </p>
          </content>
          </title>
        </area>
        <region left="18" top="4941" width="599" height="45" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>VALORES PARA XMÍNIMO</p>
              </content>
            </description>
            <input>
              <e type="operand">x.mín</e>
              <e type="operand">M.d.mín</e>
              <e type="operand">α.c</e>
              <e type="operand">f.cd</e>
              <e type="operator" args="2">*</e>
              <e type="operand">b</e>
              <e type="operator" args="2">*</e>
              <e type="operand">λ</e>
              <e type="operator" args="2">*</e>
              <e type="operand">x</e>
              <e type="operator" args="2">*</e>
              <e type="operand" style="unit">cm</e>
              <e type="operator" args="2">*</e>
              <e type="operand">d</e>
              <e type="operand">λ</e>
              <e type="operand">x</e>
              <e type="operator" args="2">*</e>
              <e type="operand" style="unit">cm</e>
              <e type="operator" args="2">*</e>
              <e type="operand">2</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">-</e>
              <e type="bracket">(</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">≡</e>
              <e type="operand">x</e>
              <e type="operand">0</e>
              <e type="operand">1000</e>
              <e type="function" args="4">solve</e>
              <e type="operand" style="unit">cm</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
            </contract>
            <result action="numeric">
              <e type="operand">2.2935</e>
              <e type="operand">135.21</e>
              <e type="operand">2</e>
              <e type="operand">1</e>
              <e type="function" args="4">mat</e>
            </result>
          </math>
        </region>
        <region left="18" top="5013" width="215" height="52" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
          <math significantDigitsMode="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>RESOLVE PELA FORMULA DE BHASKARA</p>
              </content>
            </description>
            <input>
              <e type="operand">x'</e>
              <e type="operand">b'</e>
              <e type="operator" args="1">-</e>
              <e type="operand">b'</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
              <e type="operand">4</e>
              <e type="operand">a'</e>
              <e type="operator" args="2">*</e>
              <e type="operand">c'</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">-</e>
              <e type="function" args="1">sqrt</e>
              <e type="operator" args="2">±</e>
              <e type="operand">2</e>
              <e type="operand">a'</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="18" top="5094" width="616" height="47" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
          <math significantDigitsMode="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>MENOR VALOR DE XMÍNIMO</p>
              </content>
            </description>
            <input>
              <e type="operand">x.mín</e>
              <e type="operand">M.d.mín</e>
              <e type="operand">α.c</e>
              <e type="operand">f.cd</e>
              <e type="operator" args="2">*</e>
              <e type="operand">b</e>
              <e type="operator" args="2">*</e>
              <e type="operand">λ</e>
              <e type="operator" args="2">*</e>
              <e type="operand">x</e>
              <e type="operator" args="2">*</e>
              <e type="operand" style="unit">cm</e>
              <e type="operator" args="2">*</e>
              <e type="operand">d</e>
              <e type="operand">λ</e>
              <e type="operand">x</e>
              <e type="operator" args="2">*</e>
              <e type="operand" style="unit">cm</e>
              <e type="operator" args="2">*</e>
              <e type="operand">2</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">-</e>
              <e type="bracket">(</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">≡</e>
              <e type="operand">x</e>
              <e type="operand">0</e>
              <e type="operand">1000</e>
              <e type="function" args="4">solve</e>
              <e type="operand" style="unit">cm</e>
              <e type="operator" args="2">*</e>
              <e type="function" args="1">min</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
            </contract>
            <result action="numeric">
              <e type="operand">2.293</e>
            </result>
          </math>
        </region>
        <region top="5184" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="5202" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
              <p>ENCONTRANDO O XDÚCTIL </p>
            </content>
          </title>
        </area>
        <region left="27" top="5238" width="166" height="79" border="true" color="#000000" fontSize="10">
          <math optimize="2" decimalPlaces="5" significantDigitsMode="true">
            <description active="true" position="Top" lang="eng" width="196">
              <content>
              <p>VERIFICAÇÃO X DÚCTIL</p>
            </content>
            </description>
            <input>
              <e type="operand">x.duc</e>
              <e type="operand">f.ck</e>
              <e type="operand">50</e>
              <e type="operand" style="unit">MPa</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">≤</e>
              <e type="operand">0.45</e>
              <e type="operand">d</e>
              <e type="operator" args="2">*</e>
              <e type="operand">0.35</e>
              <e type="operand">d</e>
              <e type="operator" args="2">*</e>
              <e type="function" args="3">if</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="243" top="5238" width="123" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>X DÚCTIL</p>
            </content>
            </description>
            <input>
              <e type="operand">x.duc</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
            </contract>
            <result action="numeric">
              <e type="operand">24.750</e>
            </result>
          </math>
        </region>
        <region top="5355" color="#000000">
          <area collapsed="true">
            <title lang="cpp">
              <content>
                <p>VERIFICAÇÃO  λ*x.mín ≤ h  </p>
              </content>
            </title>
          </area>
          <region left="36" top="5391" width="1021" height="80" border="true" color="#000000" fontSize="6">
            <math optimize="2" decimalPlaces="5" significantDigitsMode="true">
              <input>
                <e type="operand">Hipotese</e>
                <e type="operand">λ</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">*</e>
                <e type="operand">h</e>
                <e type="operator" args="2">≤</e>
                <e type="operand">Hipotese</e>
                <e type="operand">λ</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">*</e>
                <e type="bracket">(</e>
                <e type="operand">3</e>
                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string"> ≤ </e>
                <e type="operand">h</e>
                <e type="bracket">(</e>
                <e type="operand">3</e>
                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string"> Correta utilizar equação (1) ver Pag - 63 - Dimensionamento a flexão simples </e>
                <e type="function" args="4">concat</e>
                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="operator" args="2">:</e>
                <e type="operand">Hipotese</e>
                <e type="operand">λ</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">*</e>
                <e type="bracket">(</e>
                <e type="operand">3</e>
                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string"> &gt; </e>
                <e type="operand">h</e>
                <e type="bracket">(</e>
                <e type="operand">3</e>
                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string"> Correta utilizar equação (2) ver Pag - 64 - Dimensionamento a flexão simples </e>
                <e type="function" args="4">concat</e>
                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="operator" args="2">:</e>
                <e type="function" args="3">if</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
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        <region left="18" top="5625" width="813" height="32" color="#000000" fontSize="10" showInputData="false">
          <cflabel width="803" height="24" tag="0,018 m ≤ 0,6 m Correta utilizar equação (1) ver Pag - 63 - Dimensionamento a flexão simples " color="Black" bgcolor="Yellow" font="Courier New, 10pt" style="ButtonGlossy">
            <input>
              <e type="operand">Hipotese</e>
            </input>
          </cflabel>
        </region>
        <region top="5670" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="5688" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
              <p>MOMENTO FLETOR DÚCTIL</p>
            </content>
          </title>
        </area>
        <region left="36" top="5715" width="406" height="53" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>MOMENTO FLETOR DÚCTIL</p>
              </content>
            </description>
            <input>
              <e type="operand">Md.duc</e>
              <e type="operand">α.c</e>
              <e type="operand">f.cd</e>
              <e type="operator" args="2">*</e>
              <e type="operand">b</e>
              <e type="operand">λ</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">*</e>
              <e type="operand">x.duc</e>
              <e type="operator" args="2">*</e>
              <e type="operand">d</e>
              <e type="operand">λ</e>
              <e type="operand">x.duc</e>
              <e type="operator" args="2">*</e>
              <e type="operand">2</e>
              <e type="operator" args="2">/</e>
              <e type="bracket">(</e>
              <e type="operator" args="2">-</e>
              <e type="bracket">(</e>
              <e type="operator" args="2">*</e>
              <e type="bracket">(</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">kN</e>
              <e type="operand" style="unit">cm</e>
              <e type="operator" args="2">*</e>
            </contract>
            <result action="numeric">
              <e type="operand">40662</e>
            </result>
          </math>
        </region>
        <region top="5805" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="5823" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
            <p>VERIFICAÇÃO PROFUNDIDADE DA LINHA NETURA x/d "HIPOTESE ADOTADA CORRETA?   </p>
          </content>
          </title>
        </area>
        <region left="27" top="5859" width="231" height="47" color="#ffffff" bgColor="#008040" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true">
            <description active="true" position="Top" lang="eng" width="216">
              <content>
              <p>Verificação x/d</p>
            </content>
            </description>
            <input>
              <e type="operand">Verificação</e>
              <e type="operand">x.mín</e>
              <e type="operand">d</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">:</e>
            </input>
            <result action="numeric">
              <e type="operand">0.041699</e>
            </result>
          </math>
        </region>
        <region top="5931" color="#000000">
          <area collapsed="true">
            <title lang="cpp">
              <content>
              <p>CONDIÇÃO DE VERIFICAÇÃO</p>
            </content>
            </title>
          </area>
          <region left="36" top="5949" width="566" height="70" border="true" color="#000000" fontSize="6">
            <math optimize="2" decimalPlaces="5" significantDigitsMode="true">
              <description active="true" position="Top" lang="eng" width="498">
                <content>
              <p>Condição fck</p>
            </content>
              </description>
              <input>
                <e type="operand">condiçãox.d</e>
                <e type="operand">f.ck</e>
                <e type="operand">50</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≤</e>
                <e type="operand">condiçãox.d</e>
                <e type="operand">Verificação</e>
                <e type="bracket">(</e>
                <e type="operand">3</e>
                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string"> ≤ 0.45</e>
                <e type="function" args="2">concat</e>
                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="operator" args="2">:</e>
                <e type="operand">condiçãox.d</e>
                <e type="operand">Verificação</e>
                <e type="bracket">(</e>
                <e type="operand">3</e>
                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string"> ≤ 0.35</e>
                <e type="function" args="2">concat</e>
                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="operator" args="2">:</e>
                <e type="function" args="3">if</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
          <region left="36" top="6048" width="587" height="102" border="true" color="#000000" fontSize="6">
            <math decimalPlaces="5" significantDigitsMode="true">
              <description active="true" position="Top" lang="eng" width="580">
                <content>
              <p>Condição de verificação fck e x/d</p>
            </content>
              </description>
              <input>
                <e type="operand">verificaçãox.d</e>
                <e type="operand">Verificação</e>
                <e type="operand">0.45</e>
                <e type="operator" args="2">≤</e>
                <e type="bracket">(</e>
                <e type="operand">f.ck</e>
                <e type="operand">50</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≤</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">&amp;</e>
                <e type="operand">verificaçãox.d</e>
                <e type="operand" style="string">Verificação Ok!!</e>
                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="operator" args="2">:</e>
                <e type="operand">Verificação</e>
                <e type="operand">0.35</e>
                <e type="operator" args="2">≤</e>
                <e type="bracket">(</e>
                <e type="operand">f.ck</e>
                <e type="operand">50</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">&gt;</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">&amp;</e>
                <e type="operand">verificaçãox.d</e>
                <e type="operand" style="string">Verificação Ok!!</e>
                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="operator" args="2">:</e>
                <e type="operand">verificaçãox.d</e>
                <e type="operand" style="string">Criterio não obdecido aumentar a espessura da laje</e>
                <e type="operand" style="string">white</e>
                <e type="operand" style="string">red</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="operator" args="2">:</e>
                <e type="function" args="3">if</e>
                <e type="function" args="3">if</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
          <region top="6192" color="#000000">
            <area terminator="true" />
          </region>
        </region>
        <region left="27" top="6219" width="146" height="32" color="#000000" fontSize="10" showInputData="false">
          <cflabel width="136" height="24" tag="0,042 ≤ 0.45" color="Black" bgcolor="Yellow" font="Courier New, 10pt" style="ButtonGlossy">
            <input>
              <e type="operand">condiçãox.d</e>
            </input>
          </cflabel>
        </region>
        <region left="189" top="6219" width="179" height="32" color="#000000" fontSize="10" showInputData="false">
          <cflabel width="169" height="24" tag="Verificação Ok!!" color="Black" bgcolor="Yellow" font="Courier New, 10pt" style="ButtonGlossy">
            <input>
              <e type="operand">verificaçãox.d</e>
            </input>
          </cflabel>
        </region>
        <region top="6273" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="6291" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
            <p>ENCONTRANDO O DOMINIO</p>
          </content>
          </title>
        </area>
        <region left="18" top="6309" width="123" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>X LINHA NEUTRA</p>
            </content>
            </description>
            <input>
              <e type="operand">x.mín</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
            </contract>
            <result action="numeric">
              <e type="operand">2.2935</e>
            </result>
          </math>
        </region>
        <region left="189" top="6309" width="123" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
            <p>X DÚCTIL</p>
          </content>
            </description>
            <input>
              <e type="operand">x.duc</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
            </contract>
            <result action="numeric">
              <e type="operand">24.750</e>
            </result>
          </math>
        </region>
        <region left="18" top="6363" width="194" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>X 23</p>
            </content>
            </description>
            <input>
              <e type="operand">x.23</e>
              <e type="operand">0.259</e>
              <e type="operand">d</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
            </contract>
            <result action="numeric">
              <e type="operand">14.245</e>
            </result>
          </math>
        </region>
        <region left="18" top="6417" width="200" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>X LIMITE</p>
            </content>
            </description>
            <input>
              <e type="operand">x.lim</e>
              <e type="operand">0.628</e>
              <e type="operand">d</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
            </contract>
            <result action="numeric">
              <e type="operand">34.540</e>
            </result>
          </math>
        </region>
        <region top="6480" color="#000000">
          <area collapsed="true">
            <title lang="cpp">
              <content>
              <p>VERIFICAÇÃO DO DOMINIO</p>
            </content>
            </title>
          </area>
          <region left="18" top="6498" width="572" height="123" border="true" color="#000000" fontSize="6">
            <math optimize="2" decimalPlaces="5" significantDigitsMode="true">
              <description active="true" position="Top" lang="eng" width="580">
                <content>
                <p>CONDIÇÃO DO DOMINIO</p>
              </content>
              </description>
              <input>
                <e type="operand">X.dominio</e>
                <e type="operand" style="string">Domínio 1</e>
                <e type="operand">x.mín</e>
                <e type="operand">0</e>
                <e type="operator" args="2">&lt;</e>
                <e type="operand" style="string">Domínio 2</e>
                <e type="operand">x.mín</e>
                <e type="operand">0</e>
                <e type="operand">x.23</e>
                <e type="function" args="3">ltle</e>
                <e type="operand" style="string">Domínio 3</e>
                <e type="operand">x.mín</e>
                <e type="operand">x.23</e>
                <e type="operand">x.lim</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand" style="string">Domínio 4</e>
                <e type="operand">x.mín</e>
                <e type="operand">x.lim</e>
                <e type="operand">d</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand" style="string">Domínio 4a</e>
                <e type="operand">x.mín</e>
                <e type="operand">d</e>
                <e type="operand">h</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand" style="string">Domínio 5</e>
                <e type="operand">x.mín</e>
                <e type="operand">h</e>
                <e type="operator" args="2">&gt;</e>
                <e type="operand" style="string">Erro Verificar</e>
                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="function" args="13">cases</e>
                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
          <region top="6633" color="#000000">
            <area terminator="true" />
          </region>
        </region>
        <region left="513" top="6642" width="505" height="225" color="#000000">
          <picture>
            <raw format="png" 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            <description active="false" position="Right" lang="eng">
              <content></content>
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              <e type="operand">X.dominio</e>
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        <area collapsed="true">
          <title lang="cpp">
            <content>
            <p>VERIFICAÇÃO SE EXISTE DEFORMAÇÕES     NEGATIVAS</p>
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          </title>
        </area>
        <region top="6903" color="#000000">
          <area collapsed="true">
            <title lang="cpp">
              <content>
              <p>CONDIÇÃO DE VERIFICAÇÃO DEFORMAÇÃO NEGATIVA</p>
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            </title>
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          <region left="36" top="6939" width="798" height="102" border="true" color="#000000" fontSize="6">
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                <content>
                <p>CONDIÇÃO DE VERIFICAÇÃO DEFORMAÇÃO NEGATIVA</p>
              </content>
              </description>
              <input>
                <e type="operand">ε.2_Negativa</e>
                <e type="operand">x.mín</e>
                <e type="operand">d'</e>
                <e type="operator" args="2">≤</e>
                <e type="operand">x.mín</e>
                <e type="operand" style="unit">cm</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operand">2</e>
                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string">cm  ≤ </e>
                <e type="operand">d'</e>
                <e type="operand" style="unit">cm</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
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                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string">cm Existe deformação negativa em ε2</e>
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                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="operand">x.mín</e>
                <e type="operand" style="unit">cm</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operand">2</e>
                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string">cm &gt; </e>
                <e type="operand">d'</e>
                <e type="operand" style="unit">cm</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operand">2</e>
                <e type="function" args="2">round</e>
                <e type="function" args="1">var2str</e>
                <e type="operand" style="string">cm Não existe deformação negativa em ε2</e>
                <e type="function" args="4">concat</e>
                <e type="operand" style="string">black</e>
                <e type="operand" style="string">yellow</e>
                <e type="operand" style="string">buttonGlossy</e>
                <e type="operand">1</e>
                <e type="operand">4</e>
                <e type="function" args="6">mat</e>
                <e type="function" args="3">if</e>
                <e type="operator" args="2">:</e>
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        <region left="18" top="7092" width="426" height="32" color="#000000" fontSize="10" showInputData="false">
          <cflabel width="416" height="24" tag="2,29cm  ≤ 5cm Existe deformação negativa em ε2" color="Black" bgcolor="Yellow" font="Courier New, 10pt" style="ButtonGlossy">
            <input>
              <e type="operand">ε.2_Negativa</e>
            </input>
          </cflabel>
        </region>
        <region top="7128" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="7146" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
            <p>DEFORMAÇÃO NA BORDA COMPRIMIDA   εc   - DEFORMAÇÃO NA ARMADURA TRACIONADA ε1 – DEFORMAÇÃO NA ARMADURA COMPRIMIDA ε2</p>
          </content>
          </title>
        </area>
        <region top="7173" color="#000000">
          <area collapsed="true">
            <title lang="cpp">
              <content>
              <p>VERIFICAÇÃO DAS DEFORMAÇÕES εC, ε1, ε2</p>
            </content>
            </title>
          </area>
          <region left="27" top="7191" width="286" height="221" border="true" color="#000000" fontSize="8">
            <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
              <description active="true" position="Top" lang="eng">
                <content>
                <p>DEFORMAÇÃO NA BORDA COMPRIMIDA   εc</p>
              </content>
              </description>
              <input>
                <e type="operand">ε.C</e>
                <e type="operand">10</e>
                <e type="operand">x.mín</e>
                <e type="operand">d</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">-</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="1">-</e>
                <e type="operand">x.mín</e>
                <e type="operand">0</e>
                <e type="operator" args="2">&lt;</e>
                <e type="operand">10</e>
                <e type="operand">x.mín</e>
                <e type="operand">d</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">-</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">0</e>
                <e type="operand">x.23</e>
                <e type="function" args="3">ltle</e>
                <e type="operand">3.5</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">x.23</e>
                <e type="operand">x.lim</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand">3.5</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">x.lim</e>
                <e type="operand">d</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand">3.5</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">d</e>
                <e type="operand">h</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand">2</e>
                <e type="operand">x.mín</e>
                <e type="operand">x.mín</e>
                <e type="operand">3</e>
                <e type="operand">7</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operand">h</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">-</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">h</e>
                <e type="operator" args="2">&gt;</e>
                <e type="operand" style="string">Erro Verificar</e>
                <e type="function" args="13">cases</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
          <region left="324" top="7191" width="286" height="242" border="true" color="#000000" fontSize="8">
            <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
              <description active="true" position="Top" lang="eng">
                <content>
                <p>DEFORMAÇÃO NA ARMADURA TRACIONADA ε1</p>
              </content>
              </description>
              <input>
                <e type="operand">ε.1</e>
                <e type="operand">10</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">0</e>
                <e type="operator" args="2">&lt;</e>
                <e type="operand">10</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">0</e>
                <e type="operand">x.23</e>
                <e type="function" args="3">ltle</e>
                <e type="operand">3.5</e>
                <e type="operand">d</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">-</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">x.23</e>
                <e type="operand">x.lim</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand">3.5</e>
                <e type="operand">d</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">-</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">x.lim</e>
                <e type="operand">d</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand">3.5</e>
                <e type="operand">x.mín</e>
                <e type="operand">d</e>
                <e type="operator" args="2">-</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">d</e>
                <e type="operand">h</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand">2</e>
                <e type="operand">x.mín</e>
                <e type="operand">d</e>
                <e type="operator" args="2">-</e>
                <e type="operand">x.mín</e>
                <e type="operand">3</e>
                <e type="operand">7</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operand">h</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">-</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">h</e>
                <e type="operator" args="2">&gt;</e>
                <e type="operand" style="string">Erro Verificar</e>
                <e type="function" args="13">cases</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
          <region left="612" top="7191" width="286" height="284" border="true" color="#000000" fontSize="8">
            <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
              <description active="true" position="Top" lang="eng">
                <content>
                <p>DEFORMAÇÃO NA ARMADURA COMPRIMIDA ε2</p>
              </content>
              </description>
              <input>
                <e type="operand">ε.2</e>
                <e type="operand">10</e>
                <e type="operand">d'</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">-</e>
                <e type="operand">d</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">-</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">0</e>
                <e type="operator" args="2">&lt;</e>
                <e type="operand">10</e>
                <e type="operand">x.mín</e>
                <e type="operand">d'</e>
                <e type="operator" args="2">-</e>
                <e type="operand">d</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">-</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">0</e>
                <e type="operand">x.23</e>
                <e type="function" args="3">ltle</e>
                <e type="operand">3.5</e>
                <e type="operand">x.mín</e>
                <e type="operand">d'</e>
                <e type="operator" args="2">-</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">x.23</e>
                <e type="operand">x.lim</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand">3.5</e>
                <e type="operand">x.mín</e>
                <e type="operand">d'</e>
                <e type="operator" args="2">-</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">x.lim</e>
                <e type="operand">d</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand">3.5</e>
                <e type="operand">x.mín</e>
                <e type="operand">d'</e>
                <e type="operator" args="2">-</e>
                <e type="operand">x.mín</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">d</e>
                <e type="operand">h</e>
                <e type="function" args="3">ltlt</e>
                <e type="operand">2</e>
                <e type="operand">x.mín</e>
                <e type="operand">d'</e>
                <e type="operator" args="2">-</e>
                <e type="operand">x.mín</e>
                <e type="operand">3</e>
                <e type="operand">7</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operand">h</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">-</e>
                <e type="operator" args="2">/</e>
                <e type="bracket">(</e>
                <e type="operator" args="2">*</e>
                <e type="operand" style="unit">‰</e>
                <e type="operator" args="2">*</e>
                <e type="operand">x.mín</e>
                <e type="operand">h</e>
                <e type="operator" args="2">&gt;</e>
                <e type="operand" style="string">Erro Verificar</e>
                <e type="function" args="13">cases</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
          <region top="7506" color="#000000">
            <area terminator="true" />
          </region>
        </region>
        <region left="27" top="7542" width="110" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>DEFORMAÇÃO NA BORDA COMPRIMIDA   εc</p>
            </content>
            </description>
            <input>
              <e type="operand">ε.C</e>
            </input>
            <contract>
              <e type="operand" style="unit">‰</e>
            </contract>
            <result action="numeric">
              <e type="operand">0.43514</e>
            </result>
          </math>
        </region>
        <region left="297" top="7542" width="102" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>DEFORMAÇÃO NA ARMADURA TRACIONADA ε1</p>
            </content>
            </description>
            <input>
              <e type="operand">ε.1</e>
            </input>
            <contract>
              <e type="operand" style="unit">‰</e>
            </contract>
            <result action="numeric">
              <e type="operand">10.000</e>
            </result>
          </math>
        </region>
        <region left="576" top="7542" width="123" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>DEFORMAÇÃO NA ARMADURA COMPRIMIDA ε2</p>
            </content>
            </description>
            <input>
              <e type="operand">ε.2</e>
            </input>
            <contract>
              <e type="operand" style="unit">‰</e>
            </contract>
            <result action="numeric">
              <e type="operand">0.51351</e>
              <e type="operator" args="1">-</e>
            </result>
          </math>
        </region>
        <region top="7605" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="7623" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
            <p>TENSÕES DEFORMÇÃO NO AÇO</p>
          </content>
          </title>
        </area>
        <region top="7650" color="#000000">
          <area collapsed="true">
            <title lang="cpp">
              <content>
              <p>VERIFICAÇÃO PARA ENCONTRAR A TENSÃO NO AÇO σ1 E σ2</p>
            </content>
            </title>
          </area>
          <region left="27" top="7677" width="612" height="125" border="true" color="#000000" fontSize="10">
            <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
              <description active="true" position="Top" lang="eng">
                <content>
                <p>TENSÃO σ1</p>
              </content>
              </description>
              <input>
                <e type="operand">σ.1</e>
                <e type="operand">f.yd</e>
                <e type="operand">f.yk</e>
                <e type="operand">γ.s</e>
                <e type="operator" args="2">/</e>
                <e type="operator" args="2">:</e>
                <e type="operand">ε.1</e>
                <e type="operand">E.s</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="function" args="1">min</e>
                <e type="operand">f.yk</e>
                <e type="operand">500</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≤</e>
                <e type="operand">f.yd</e>
                <e type="operand">f.yk</e>
                <e type="operand">γ.s</e>
                <e type="operator" args="2">/</e>
                <e type="operator" args="2">:</e>
                <e type="operand">f.yk</e>
                <e type="operand">500</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">&gt;</e>
                <e type="operand" style="string">RESISTÊNCIA CARACTERÍSTICA DE ESCOAMENTO DO AÇO fyk</e>
                <e type="function" args="5">cases</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
          <region left="27" top="7839" width="612" height="102" border="true" color="#000000" fontSize="10">
            <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
              <description active="true" position="Top" lang="eng">
                <content>
                <p>TENSÃO σ2</p>
              </content>
              </description>
              <input>
                <e type="operand">σ.2</e>
                <e type="operand">f.yd</e>
                <e type="operand">f.yk</e>
                <e type="operand">γ.s</e>
                <e type="operator" args="2">/</e>
                <e type="operator" args="2">:</e>
                <e type="operand">ε.2</e>
                <e type="operand">E.s</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="function" args="1">min</e>
                <e type="operand">f.yk</e>
                <e type="operand">500</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≤</e>
                <e type="operand">σ.1</e>
                <e type="operand">f.yk</e>
                <e type="operand">500</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">&gt;</e>
                <e type="operand" style="string">RESISTÊNCIA CARACTERÍSTICA DE ESCOAMENTO DO AÇO fyk</e>
                <e type="function" args="5">cases</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
          <region top="7974" color="#000000">
            <area terminator="true" />
          </region>
        </region>
        <region left="747" top="7983" width="335" height="203" border="true" color="#000000">
          <picture>
            <raw format="png" 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</raw>
          </picture>
        </region>
        <region left="9" top="8001" width="124" height="50" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>TENSÃO NA ARMADURA σ1</p>
            </content>
            </description>
            <input>
              <e type="operand">σ.1</e>
            </input>
            <contract>
              <e type="operand" style="unit">kN</e>
              <e type="operand" style="unit">cm</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
              <e type="operator" args="2">/</e>
            </contract>
            <result action="numeric">
              <e type="operand">43.478</e>
            </result>
          </math>
        </region>
        <region left="9" top="8091" width="137" height="50" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>TENSÃO NA ARMADURA σ2</p>
            </content>
            </description>
            <input>
              <e type="operand">σ.2</e>
            </input>
            <contract>
              <e type="operand" style="unit">kN</e>
              <e type="operand" style="unit">cm</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
              <e type="operator" args="2">/</e>
            </contract>
            <result action="numeric">
              <e type="operand">10.784</e>
              <e type="operator" args="1">-</e>
            </result>
          </math>
        </region>
        <region top="8199" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="8217" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
              <p>ENCONTRANDO O VALOR DE  As1,MÍNIMO</p>
            </content>
          </title>
        </area>
        <region left="27" top="8244" width="354" height="53" border="true" color="#000000" fontSize="10">
          <math significantDigitsMode="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>CÁLCULO DA ARMADURA As1,MÍNIMA CÁLCULADA</p>
              </content>
            </description>
            <input>
              <e type="operand">A.s1.mín.Cálculada</e>
              <e type="operand">α.c</e>
              <e type="operand">λ</e>
              <e type="operator" args="2">*</e>
              <e type="operand">f.cd</e>
              <e type="operator" args="2">*</e>
              <e type="operand">b</e>
              <e type="operator" args="2">*</e>
              <e type="operand">x.mín</e>
              <e type="operator" args="2">*</e>
              <e type="operand">f.yd</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
            </contract>
            <result action="numeric">
              <e type="operand">1.922</e>
            </result>
          </math>
        </region>
        <region top="8334" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region top="8352" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
            <p>ARMADURA As,mín TAXA GEOMETRICA DE ARMADURA    ρs</p>
          </content>
          </title>
        </area>
        <region top="8370" color="#000000">
          <area collapsed="true">
            <title lang="cpp">
              <content>
              <p>TABELA 17.3 - TAXAS MÍNIMA DE ARMADURA DE FLEXÃO PARA VIGAS</p>
            </content>
            </title>
          </area>
          <region left="18" top="8388" width="221" height="273" border="true" color="#000000" fontSize="6">
            <math optimize="2" significantDigitsMode="true" trailingZeros="true">
              <description active="true" position="Top" lang="eng">
                <content>
            <p>NBR 6118/2014 - TABELA 17.3 - TAXAS MÍNIMA DE ARMADURA DE FLEXÃO PARA VIGAS</p>
          </content>
              </description>
              <input>
                <e type="operand">ρ.s</e>
                <e type="operand">0.150</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">20</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.150</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">25</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.150</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">30</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.164</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">35</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.179</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">40</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.194</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">45</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.208</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">50</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.211</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">55</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.219</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">60</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.226</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">65</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.233</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">70</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.239</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">75</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.245</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">80</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.251</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">85</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand">0.256</e>
                <e type="operand" style="unit">%</e>
                <e type="operator" args="2">*</e>
                <e type="operand">f.ck</e>
                <e type="operand">90</e>
                <e type="operand" style="unit">MPa</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">≡</e>
                <e type="operand" style="string">Erro Verificar NBR</e>
                <e type="function" args="31">cases</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
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          </region>
        </region>
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</raw>
          </picture>
        </region>
        <region left="9" top="8730" width="94" height="30" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="3" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>TAXA DE ARMADURA - ρs</p>
              </content>
            </description>
            <input>
              <e type="operand">ρ.s</e>
            </input>
            <contract>
              <e type="operand" style="unit">%</e>
            </contract>
            <result action="numeric">
              <e type="operand">0.150</e>
            </result>
          </math>
        </region>
        <region left="9" top="8793" width="151" height="39" border="true" color="#000000" fontSize="10">
          <math decimalPlaces="5">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>ÁREA BRUTA DA SEÇÃO DE CONCRETO</p>
              </content>
            </description>
            <input>
              <e type="operand">A.c</e>
              <e type="operand">b</e>
              <e type="operand">h</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
            </contract>
            <result action="numeric">
              <e type="operand">1500</e>
            </result>
          </math>
        </region>
        <region left="9" top="8865" width="204" height="39" border="true" color="#000000" fontSize="10">
          <math significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>ARMADURA MÍNIMA </p>
              </content>
            </description>
            <input>
              <e type="operand">A.s1.mín</e>
              <e type="operand">ρ.s</e>
              <e type="operand">A.c</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">cm</e>
              <e type="operand">2</e>
              <e type="operator" args="2">^</e>
            </contract>
            <result action="numeric">
              <e type="operand">2.250</e>
            </result>
          </math>
        </region>
        <region left="9" top="8955" width="234" height="114" border="true" color="#000000" bgColor="#ff0000" fontSize="10">
          <math significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>ADEQUAR PARA QUANDO HOUVER BALANÇO</p>
              </content>
            </description>
            <input>
              <e type="operand">A.s1.mín</e>
              <e type="operand">Vão.maior</e>
              <e type="operand">Vão.menor</e>
              <e type="operator" args="2">/</e>
              <e type="operand">2</e>
              <e type="operator" args="2">≤</e>
              <e type="operand">A.s.mín</e>
              <e type="operand">0.67</e>
              <e type="operand">ρ.s</e>
              <e type="operator" args="2">*</e>
              <e type="operand">A.c</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
              <e type="operand">A.s.mín</e>
              <e type="operand">ρ.s</e>
              <e type="operand">A.c</e>
              <e type="operator" args="2">*</e>
              <e type="operator" args="2">:</e>
              <e type="function" args="3">if</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region left="603" top="8982" width="72" height="41" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
          <math decimalPlaces="2" significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
              <p>Relação d/h</p>
            </content>
            </description>
            <input>
              <e type="operand">d</e>
              <e type="operand">h</e>
              <e type="operator" args="2">/</e>
            </input>
            <result action="numeric">
              <e type="operand">0.92</e>
            </result>
          </math>
        </region>
        <region left="603" top="9054" width="301" height="53" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
          <math significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>RELAÇÃO d/h ≠ 0.8</p>
              </content>
            </description>
            <input>
              <e type="operand">ρ.s.Cálculado</e>
              <e type="operand">A.s1.mín.Cálculada</e>
              <e type="operand">A.c</e>
              <e type="operator" args="2">/</e>
              <e type="operator" args="2">:</e>
            </input>
            <contract>
              <e type="operand" style="unit">%</e>
            </contract>
            <result action="numeric">
              <e type="operand">0.1281</e>
            </result>
          </math>
        </region>
        <region top="9135" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region left="9" top="9162" width="329" height="59" border="true" color="#000000" fontSize="10">
        <math error="2" decimalPlaces="5">
          <description active="true" position="Top" lang="eng">
            <content>
            <p>ARMADURA As1,MÍNIMA ADOTADA</p>
          </content>
          </description>
          <input>
            <e type="operand">A.s1.adotada'</e>
            <e type="operand">A.s1.mín.Cálculada</e>
            <e type="operand">A.s1.mín</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">mat</e>
            <e type="function" args="1">max</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region top="9243" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="0" top="9261" width="1091" height="23" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <text lang="eng" width="1091" fontFamily="Courier New" fontSize="10">
        <content>
          <p style="font-family: Arial; background-color: #c0c0c0;">ESCOLHA DA ARMADURA MÍNIMA</p>
        </content>
      </text>
    </region>
    <region top="9297" color="#000000" bgColor="#c0c0c0">
      <area collapsed="true">
        <title lang="cpp">
          <content>
            <p>ESCOLHA DA ARMADURA E QUANTIDADES    </p>
          </content>
        </title>
      </area>
      <region left="18" top="9315" width="81" height="30" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>ESCOLHA BITOLA BARRA DE N°1</p>
            </content>
          </description>
          <input>
            <e type="operand">ϕ.1</e>
            <e type="operand">10</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="342" top="9315" width="73" height="30" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>ESCOLHA BITOLA BARRA DE N°1</p>
            </content>
          </description>
          <input>
            <e type="operand">ϕ.2</e>
            <e type="operand">0</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="765" top="9315" width="262" height="228" color="#000000">
        <picture>
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</raw>
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        <math decimalPlaces="1" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>QUANTIDADE DE BARRAS DE AÇO N°1</p>
            </content>
          </description>
          <input>
            <e type="operand">Qtd.1</e>
            <e type="operand">3</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
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        <math decimalPlaces="1" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>QUANTIDADE DE BARRAS DE AÇO N°2</p>
            </content>
          </description>
          <input>
            <e type="operand">Qtd.2</e>
            <e type="operand">0</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="9441" width="163" height="60" border="true" color="#000000" fontSize="10">
        <math optimize="2" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>ÁREA DA AÇO DA BARRA N°1</p>
            </content>
          </description>
          <input>
            <e type="operand">A.ϕ1</e>
            <e type="operand">Qtd.1</e>
            <e type="operand">π</e>
            <e type="operand">ϕ.1</e>
            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="342" top="9441" width="163" height="60" border="true" color="#000000" fontSize="10">
        <math optimize="2" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>ÁREA DA AÇO DA BARRA N°2</p>
            </content>
          </description>
          <input>
            <e type="operand">A.ϕ2</e>
            <e type="operand">Qtd.2</e>
            <e type="operand">π</e>
            <e type="operand">ϕ.2</e>
            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="9540" width="263" height="39" border="true" color="#000000" fontSize="10">
        <math significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng" width="160">
            <content>
              <p>ARMADURA MÍNIMA FINAL</p>
            </content>
          </description>
          <input>
            <e type="operand">A.s1.utilizada</e>
            <e type="operand">A.ϕ1</e>
            <e type="operand">A.ϕ2</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">cm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
          </contract>
          <result action="numeric">
            <e type="operand">2.356</e>
          </result>
        </math>
      </region>
      <region top="9612" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="9639" color="#000000">
      <area collapsed="false">
        <title lang="cpp">
          <content>
            <p>VERIFICAÇÃO DA ARMADURA A SER UTILIZADA As1_Utilizada OU   As1,Adotada. </p>
          </content>
        </title>
      </area>
      <region top="9666" color="#000000">
        <area collapsed="true">
          <title lang="cpp">
            <content>
              <p>VERIFICAÇÃO PASSA OU NÃO</p>
            </content>
          </title>
        </area>
        <region left="72" top="9684" width="851" height="84" border="true" color="#000000" fontSize="10">
          <math significantDigitsMode="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>VERIFICAÇÃO SE ARMADURA MÍNIMA ADOTADA E IGUAL OU MAIOR QUE A CÁLCULADA</p>
              </content>
            </description>
            <input>
              <e type="operand">verificação.As1.mín</e>
              <e type="operand">A.s1.adotada'</e>
              <e type="operand">A.s1.utilizada</e>
              <e type="operator" args="2">&lt;</e>
              <e type="operand" style="string">Passa Armadura utilizada Ok!!</e>
              <e type="operand" style="string">black</e>
              <e type="operand" style="string">yellow</e>
              <e type="operand" style="string">buttonGlossy</e>
              <e type="operand">1</e>
              <e type="operand">4</e>
              <e type="function" args="6">mat</e>
              <e type="operand" style="string">Não Passa Armadura utilizada menor que a cálculada!!</e>
              <e type="operand" style="string">white</e>
              <e type="operand" style="string">red</e>
              <e type="operand" style="string">buttonGlossy</e>
              <e type="operand">1</e>
              <e type="operand">4</e>
              <e type="function" args="6">mat</e>
              <e type="function" args="3">if</e>
              <e type="operator" args="2">:</e>
            </input>
          </math>
        </region>
        <region top="9810" color="#000000">
          <area terminator="true" />
        </region>
      </region>
      <region left="72" top="9837" width="286" height="32" color="#000000" fontSize="10" showInputData="false">
        <cflabel error="2" width="276" height="24" tag="Passa Armadura utilizada Ok!!" color="Black" bgcolor="White" font="Courier New, 10pt" style="Default">
          <description active="false" position="Right" lang="eng">
            <content></content>
          </description>
          <input>
            <e type="operand">verificação.As1.mín</e>
          </input>
        </cflabel>
      </region>
      <region top="9882" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region top="9909" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="cpp">
          <content>
            <p>VERIFICAÇÃO DA ALTURA UTIL d COM A BARRA ADOTADA    </p>
          </content>
        </title>
      </area>
      <region left="18" top="9936" width="74" height="24" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math decimalPlaces="5" significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>COBRIMENTO MÍNIMO</p>
            </content>
          </description>
          <input>
            <e type="operand">c'</e>
            <e type="operand">2</e>
            <e type="operand" style="unit">cm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="171" top="9936" width="111" height="30" border="true" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>DIÂMETRO BÁSICO DO ESTRIBO</p>
            </content>
          </description>
          <input>
            <e type="operand">ϕ.estribo</e>
            <e type="operand">5</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="18" top="9999" width="412" height="51" border="true" color="#000000" fontSize="10">
        <math significantDigitsMode="true" trailingZeros="true">
          <description active="true" position="Top" lang="eng">
            <content>
              <p>ALTURA ÚTIL COM A BARRA ADOTADA E DIÂMETRO DO ESTRIBO MÍNIMO</p>
            </content>
          </description>
          <input>
            <e type="operand">d.verificação</e>
            <e type="operand">h</e>
            <e type="operand">c'</e>
            <e type="operator" args="2">-</e>
            <e type="operand">ϕ.estribo</e>
            <e type="operator" args="2">-</e>
            <e type="operand">ϕ.1</e>
            <e type="operand">ϕ.2</e>
            <e type="function" args="2">Max</e>
            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
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            <e type="operator" args="2">:</e>
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            <e type="operand" style="unit">cm</e>
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          <title lang="cpp">
            <content>
              <p>VERIFICAÇÃO DA ALTURA ÚTIL d COM A BARRA ADOTADA</p>
            </content>
          </title>
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          <math significantDigitsMode="true" trailingZeros="true">
            <description active="true" position="Top" lang="eng">
              <content>
                <p>VERIFICAÇÃO DA ALTURA ÚTIL d COM A BARRA ADOTADA</p>
              </content>
            </description>
            <input>
              <e type="operand">d.adotado'</e>
              <e type="operand">d</e>
              <e type="operand">d.verificação</e>
              <e type="operator" args="2">≤</e>
              <e type="operand" style="string">Altura útil "d" adotada ok!</e>
              <e type="operand" style="string">black</e>
              <e type="operand" style="string">yellow</e>
              <e type="operand" style="string">buttonGlossy"</e>
              <e type="operand">1</e>
              <e type="operand">4</e>
              <e type="function" args="6">mat</e>
              <e type="operand" style="string">Não ok! Verificar cobrimento ou diâmetro do estribo ou Alterar classe de agressividade</e>
              <e type="operand" style="string">white</e>
              <e type="operand" style="string">red</e>
              <e type="operand" style="string">buttonGlossy"</e>
              <e type="operand">1</e>
              <e type="operand">4</e>
              <e type="function" args="6">mat</e>
              <e type="function" args="3">if</e>
              <e type="operator" args="2">:</e>
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      <region left="27" top="10260" width="269" height="32" color="#000000" fontSize="10" showInputData="false">
        <cflabel width="259" height="24" tag="Altura útil &quot;d&quot; adotada ok!" color="Black" bgcolor="Yellow" font="Courier New, 10pt" style="Default">
          <description active="false" position="Right" lang="eng">
            <content></content>
          </description>
          <input>
            <e type="operand">d.adotado'</e>
          </input>
        </cflabel>
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        <area terminator="true" />
      </region>
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