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  <settings>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
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    <pageModel active="true" printAreas="true" simpleEqualsOnly="false">
      <paper id="9" orientation="Portrait" width="826" height="1169" />
      <margins left="39" right="19" top="39" bottom="39" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
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  <region id="0" left="0" top="0" width="491" height="34" border="true" color="#000000" bgColor="#ffff80" fontSize="16">
    <text lang="pol">
      <p>PRZEBICIE PŁYTY - wg PN-B-03264:2002</p>
    </text>
  </region>
  <region id="1" left="0" top="36" width="82" height="28" color="#0000ff" bgColor="#ffffff" fontSize="12">
    <text lang="pol">
      <p>2012.09</p>
    </text>
  </region>
  <region id="2" left="0" top="72" width="118" height="31" border="true" color="#000000" bgColor="#ffff80" fontSize="14">
    <text lang="pol">
      <p>0.LEGENDA</p>
    </text>
  </region>
  <region id="3" left="9" top="108" width="127" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
    <text lang="pol">
      <p>TYTUŁY DZIAŁÓW</p>
    </text>
  </region>
  <region id="4" left="153" top="108" width="144" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
    <text lang="pol">
      <p>DANE WPROWADZANE</p>
    </text>
  </region>
  <region id="5" left="315" top="108" width="143" height="24" color="#000000" bgColor="#c0c0c0" fontSize="10">
    <text lang="pol">
      <p>WYNIKI POŚREDNIE</p>
    </text>
  </region>
  <region id="6" left="477" top="108" width="127" height="24" color="#000000" bgColor="#80ffff" fontSize="10">
    <text lang="pol">
      <p>WYNIKI KOŃCOWE</p>
    </text>
  </region>
  <region id="7" left="621" top="108" width="103" height="24" color="#000000" bgColor="#ff8080" fontSize="10">
    <text lang="pol">
      <p>OSTRZEŻENIA</p>
    </text>
  </region>
  <region id="8" left="0" top="153" width="83" height="31" border="true" color="#000000" bgColor="#ffff80" fontSize="14">
    <text lang="pol">
      <p>1.DANE</p>
    </text>
  </region>
  <region id="9" left="0" top="153" width="83" height="31" border="true" color="#000000" bgColor="#ffff80" fontSize="14">
    <text lang="pol">
      <p>1.DANE</p>
    </text>
  </region>
  <region id="10" top="189" color="#000000" bgColor="#ffff80">
    <area collapsed="true">
      <title lang="pol">
        <p>   Zwija/rozwija cały blok 'DANE'   </p>
      </title>
    </area>
    <region id="11" left="0" top="216" width="760" height="24" border="true" color="#000000" bgColor="#ffff80" fontSize="10">
      <text lang="pol">
        <p>1.1. Strefa podporowa                                                                                                                                                </p>
      </text>
    </region>
    <region id="12" left="369" top="243" width="372" height="72" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Typ strefy podporowej: - 1 - strop płaski - 2 - strop z głowicą płaską (prostokątną) - 3 - strop z głowicą grzybkową (trójkątną) </p>
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    </region>
    <region id="13" left="9" top="252" width="77" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">Typ</e>
          <e type="operand" style="string">2</e>
          <e type="operator" args="2">:</e>
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</raw>
      </picture>
    </region>
    <region id="15" top="603" color="#000000" bgColor="#ffffff">
      <area collapsed="true">
        <title lang="pol">
          <p> Wymiary do podania  </p>
        </title>
      </area>
      <region id="16" left="27" top="621" width="505" height="176" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">Typ</e>
            <e type="operand" style="string">1</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">Wymiary</e>
            <e type="operand" style="string">PODAJ WYMIARY: h, b, l</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="3">line</e>
            <e type="operand">Typ</e>
            <e type="operand" style="string">2</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">Wymiary</e>
            <e type="operand" style="string">PODAJ WYMIARY: h, b ,l, H, B ,L</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="3">line</e>
            <e type="operand">Typ</e>
            <e type="operand" style="string">3</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">Wymiary</e>
            <e type="operand" style="string">PODAJ WYMIARY: h, b ,l, H, B ,L</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="3">line</e>
            <e type="operand">Wymiary</e>
            <e type="operand" style="string">PODANO NIEPOPRAWNY TYP STREFY PODPOROWEJ !</e>
            <e type="operator" args="2">:</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="3">line</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
          </input>
        </math>
      </region>
      <region id="17" top="801" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="18" left="9" top="828" width="367" height="24" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math>
        <input>
          <e type="operand">Wymiary</e>
        </input>
        <result action="numeric">
          <e type="operand" style="string">PODAJ WYMIARY: h, b ,l, H, B ,L</e>
        </result>
      </math>
    </region>
    <region id="19" left="9" top="864" width="73" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">h</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 id="20" left="369" top="864" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Grubość stropu</p>
      </text>
    </region>
    <region id="21" left="9" top="891" width="73" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">b</e>
          <e type="operand">30</e>
          <e type="operand" style="unit">cm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="22" left="369" top="891" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Wymiary słupa</p>
      </text>
    </region>
    <region id="23" left="9" top="918" width="73" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">l</e>
          <e type="operand">30</e>
          <e type="operand" style="unit">cm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="24" left="9" top="963" width="73" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">B</e>
          <e type="operand">70</e>
          <e type="operand" style="unit">cm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="25" left="369" top="963" width="333" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Wymiary głowicy (wg powyższego rysunku)</p>
      </text>
    </region>
    <region id="26" left="9" top="990" width="73" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">L</e>
          <e type="operand">70</e>
          <e type="operand" style="unit">cm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="27" left="9" top="1017" width="73" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">H</e>
          <e type="operand">40</e>
          <e type="operand" style="unit">cm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="28" left="0" top="1053" width="758" height="24" border="true" color="#000000" bgColor="#ffff80" fontSize="10">
      <text lang="pol">
        <p>1.3. Obciążenia obliczeniowe                                                                                                                                 </p>
      </text>
    </region>
    <region id="29" left="9" top="1080" width="107" height="32" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">N.Sd</e>
          <e type="operand">1250</e>
          <e type="operand" style="unit">kN</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="30" left="369" top="1080" width="323" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Reakcja obliczeniowa ze stropu na słup</p>
      </text>
    </region>
    <region id="31" left="9" top="1116" width="60" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">β</e>
          <e type="operand">1.0</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="32" left="369" top="1116" width="394" height="104" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Współczynnik zwiększający siłę N.Sd  uwzględniający wpływ mimośrodowego przyłożenia siły - wg EC2 wartości współczynnika:  = 1,15 dla słupa wewnętrznego  = 1,40 dla słupa krawędziowego  = 1,50 dla słupa narożnego</p>
      </text>
    </region>
    <region id="33" left="9" top="1188" width="92" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">N.Sd</e>
          <e type="operand">N.Sd</e>
          <e type="operand">β</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="34" left="153" top="1188" width="105" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math>
        <input>
          <e type="operand">N.Sd</e>
        </input>
        <contract>
          <e type="operand" style="unit">kN</e>
        </contract>
        <result action="numeric">
          <e type="operand">1250</e>
        </result>
      </math>
    </region>
    <region id="35" left="9" top="1233" width="89" height="50" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">gq</e>
          <e type="operand">15</e>
          <e type="operand" style="unit">kN</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="36" left="369" top="1233" width="373" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Obciążenia stałe i zmienne (g+q) równomiernestropu</p>
      </text>
    </region>
    <region id="37" left="0" top="1296" width="758" height="24" border="true" color="#000000" bgColor="#ffff80" fontSize="10">
      <text lang="pol">
        <p>1.4. Beton                                                                                                                                                                      </p>
      </text>
    </region>
    <region id="38" left="369" top="1323" width="381" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Klasa betonu [B15, B20, B25, B30, B37, B45, B50, B55, B60]</p>
      </text>
    </region>
    <region id="39" left="9" top="1332" width="167" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">klasa_betonu</e>
          <e type="operand" style="string">B30</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="40" top="1368" color="#000000" bgColor="#ffffff">
      <area collapsed="true">
        <title lang="pol">
          <p> Tablica 2.  wg PN-B-03264:2002  - Wytrzymałości i moduły sprężystościbetonu przyjmowane do obliczeń</p>
        </title>
      </area>
      <region id="41" left="27" top="1395" width="558" height="432" color="#000000" bgColor="#ffffff">
        <picture>
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</raw>
        </picture>
      </region>
      <region id="42" left="36" top="1827" width="569" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="pol">
          <p>Tablica 2.  wg PN-B-03264:2002  - Wytrzymałości i moduły sprężystościbetonu przyjmowane do obliczeń</p>
        </text>
      </region>
      <region id="43" top="1872" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="44" left="9" top="1917" width="98" height="32" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">c.nom</e>
          <e type="operand">20</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="45" left="369" top="1917" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Otulenie nominalne</p>
      </text>
    </region>
    <region id="46" left="369" top="1953" width="331" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Sytuacja obliczeniowa(trwała/przejściowa = 1, wyjątkowa = 2)</p>
      </text>
    </region>
    <region id="47" left="9" top="1962" width="101" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">sytuacja</e>
          <e type="operand">1</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="48" left="369" top="1998" width="373" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Element konstrukcyjny o wyjątkowym znaczeniu[ nie / tak ]</p>
      </text>
    </region>
    <region id="49" left="9" top="2007" width="126" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">element</e>
          <e type="operand" style="string">nie</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="50" left="0" top="2043" width="459" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
      <text lang="pol">
        <p>Wytrzymałości charakterystyczne i obliczeniowe betonu   </p>
      </text>
    </region>
    <region id="51" top="2070" color="#000000" bgColor="#ffffff">
      <area collapsed="true">
        <title lang="pol">
          <p> Wytrzymałości charakterystyczne i moduł sprężystości dla wszystkich klas betonu </p>
        </title>
      </area>
      <region id="52" left="9" top="2088" width="542" height="1248" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2" decimalPlaces="3">
          <input>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">B15</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">f.ck</e>
            <e type="operand">12</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctk</e>
            <e type="operand">1.1</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctm</e>
            <e type="operand">1.6</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">E.cm</e>
            <e type="operand">27</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="6">line</e>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">B20</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">f.ck</e>
            <e type="operand">16</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctk</e>
            <e type="operand">1.3</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctm</e>
            <e type="operand">1.9</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">E.cm</e>
            <e type="operand">29</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="6">line</e>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">B25</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">f.ctk</e>
            <e type="operand">1.5</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctm</e>
            <e type="operand">2.2</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">E.cm</e>
            <e type="operand">30</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="6">line</e>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">B30</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">f.ctk</e>
            <e type="operand">1.8</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctm</e>
            <e type="operand">2.6</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">E.cm</e>
            <e type="operand">31</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="6">line</e>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">B37</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">f.ctk</e>
            <e type="operand">2.0</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctm</e>
            <e type="operand">2.9</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">E.cm</e>
            <e type="operand">32</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="6">line</e>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">B45</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">f.ctk</e>
            <e type="operand">2.2</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctm</e>
            <e type="operand">3.2</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">E.cm</e>
            <e type="operand">34</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="6">line</e>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">B50</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">f.ctk</e>
            <e type="operand">2.5</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctm</e>
            <e type="operand">3.5</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">E.cm</e>
            <e type="operand">35</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="6">line</e>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">B55</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">f.ctk</e>
            <e type="operand">2.7</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctm</e>
            <e type="operand">3.8</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">E.cm</e>
            <e type="operand">36</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="6">line</e>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">B60</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">f.ctk</e>
            <e type="operand">2.9</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">f.ctm</e>
            <e type="operand">4.1</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">E.cm</e>
            <e type="operand">37</e>
            <e type="operand" style="unit">GPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" preserve="true" args="6">line</e>
            <e type="operand">klasa_betonu</e>
            <e type="operand" style="string">NIEPRAWIDŁOWE OZNACZENIE KLASY!</e>
            <e type="operator" args="2">:</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
            <e type="function" preserve="true" args="3">if</e>
          </input>
        </math>
      </region>
      <region id="53" top="3330" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="54" left="9" top="3357" width="177" height="24" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math>
        <input>
          <e type="operand">klasa_betonu</e>
        </input>
        <result action="numeric">
          <e type="operand" style="string">B30</e>
        </result>
      </math>
    </region>
    <region id="55" left="9" top="3384" width="97" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math>
        <input>
          <e type="operand">f.ck</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">25</e>
        </result>
      </math>
    </region>
    <region id="56" left="396" top="3384" width="320" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Wytrzymałość  charakterystyczna betonuna ściskanie</p>
      </text>
    </region>
    <region id="57" left="9" top="3420" width="114" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math>
        <input>
          <e type="operand">f.ctk</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">1.8</e>
        </result>
      </math>
    </region>
    <region id="58" left="396" top="3420" width="320" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Wytrzymałość  charakterystyczna betonuna rozciąganie</p>
      </text>
    </region>
    <region id="59" left="9" top="3456" width="114" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math>
        <input>
          <e type="operand">f.ctm</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">2.6</e>
        </result>
      </math>
    </region>
    <region id="60" left="396" top="3456" width="238" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Wytrzymałość  średnia betonuna rozciąganie</p>
      </text>
    </region>
    <region id="61" left="9" top="3492" width="97" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math>
        <input>
          <e type="operand">E.cm</e>
        </input>
        <contract>
          <e type="operand" style="unit">GPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">31</e>
        </result>
      </math>
    </region>
    <region id="62" left="396" top="3501" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Moduł sprężystości</p>
      </text>
    </region>
    <region id="63" top="3537" color="#000000" bgColor="#ffffff">
      <area collapsed="true">
        <title lang="pol">
          <p> Wytrzymałości obliczeniowe betonu </p>
        </title>
      </area>
      <region id="64" left="0" top="3564" width="529" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
        <text lang="pol">
          <p>Współczynniki do wyznaczenia wytrzymałości obliczeniowej betonu</p>
        </text>
      </region>
      <region id="65" top="3591" color="#000000" bgColor="#ffffff">
        <area collapsed="false">
          <title lang="pol">
            <p> Współczynniki do wyznaczenia wytrzymałości obliczeniowej betonu  </p>
          </title>
        </area>
        <region id="66" left="9" top="3609" width="339" height="192" color="#000000" bgColor="#ffffff" fontSize="10">
          <math optimize="2" decimalPlaces="3">
            <input>
              <e type="operand">sytuacja</e>
              <e type="operand">1</e>
              <e type="operator" args="2">≡</e>
              <e type="operand">γ.c</e>
              <e type="operand">1.5</e>
              <e type="operator" args="2">:</e>
              <e type="operand">γ.c_bet</e>
              <e type="operand">1.8</e>
              <e type="operator" args="2">:</e>
              <e type="operand">2</e>
              <e type="operand">1</e>
              <e type="function" preserve="true" args="4">line</e>
              <e type="operand">sytuacja</e>
              <e type="operand">2</e>
              <e type="operator" args="2">≡</e>
              <e type="operand">γ.c</e>
              <e type="operand">1.3</e>
              <e type="operator" args="2">:</e>
              <e type="operand">γ.c_bet</e>
              <e type="operand">1.6</e>
              <e type="operator" args="2">:</e>
              <e type="operand">2</e>
              <e type="operand">1</e>
              <e type="function" preserve="true" args="4">line</e>
              <e type="operand">sytuacja</e>
              <e type="operand" style="string">NIEPRAWIDŁOWE OZNACZENIE</e>
              <e type="operator" args="2">:</e>
              <e type="function" preserve="true" args="3">if</e>
              <e type="function" preserve="true" args="3">if</e>
            </input>
          </math>
        </region>
        <region id="67" left="423" top="3618" width="316" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
          <text lang="pol">
            <p>Częściowy współczynnik bezpieczeństwa</p>
          </text>
        </region>
        <region id="68" left="9" top="3807" width="111" height="24" color="#000000" bgColor="#c0c0c0" fontSize="10">
          <math>
            <input>
              <e type="operand">sytuacja</e>
            </input>
            <result action="numeric">
              <e type="operand">1</e>
            </result>
          </math>
        </region>
        <region id="69" left="423" top="3807" width="185" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
          <text lang="pol">
            <p>Sytuacja obliczeniowa</p>
          </text>
        </region>
        <region id="70" left="423" top="3825" width="290" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
          <text lang="pol">
            <p>[1 = sytuacja trwała i przejściowa  2 = sytuacja wyjątkowa ]</p>
          </text>
        </region>
        <region id="71" left="0" top="3852" width="403" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
          <text lang="pol">
            <p>_______________________________________________ </p>
          </text>
        </region>
        <region id="72" left="9" top="3879" width="331" height="136" color="#000000" bgColor="#ffffff" fontSize="10">
          <math optimize="2" decimalPlaces="3">
            <input>
              <e type="operand">element</e>
              <e type="operand" style="string">nie</e>
              <e type="operator" args="2">≡</e>
              <e type="operand">α.cc</e>
              <e type="operand">1</e>
              <e type="operator" args="2">:</e>
              <e type="operand">element</e>
              <e type="operand" style="string">tak</e>
              <e type="operator" args="2">≡</e>
              <e type="operand">α.cc</e>
              <e type="operand">0.85</e>
              <e type="operator" args="2">:</e>
              <e type="operand">element</e>
              <e type="operand" style="string">NIEPRAWIDŁOWE OZNACZENIE</e>
              <e type="operator" args="2">:</e>
              <e type="function" preserve="true" args="3">if</e>
              <e type="function" preserve="true" args="3">if</e>
            </input>
          </math>
        </region>
        <region id="73" left="423" top="3888" width="283" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
          <text lang="pol">
            <p>Współczynnik uwzględniający wpływobciążenia długotrwałego, etc.</p>
          </text>
        </region>
        <region id="74" left="0" top="4014" width="403" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
          <text lang="pol">
            <p>_______________________________________________ </p>
          </text>
        </region>
        <region id="75" left="9" top="4041" width="331" height="136" color="#000000" bgColor="#ffffff" fontSize="10">
          <math optimize="2" decimalPlaces="3">
            <input>
              <e type="operand">element</e>
              <e type="operand" style="string">nie</e>
              <e type="operator" args="2">≡</e>
              <e type="operand">α.ct</e>
              <e type="operand">1</e>
              <e type="operator" args="2">:</e>
              <e type="operand">element</e>
              <e type="operand" style="string">tak</e>
              <e type="operator" args="2">≡</e>
              <e type="operand">α.ct</e>
              <e type="operand">0.85</e>
              <e type="operator" args="2">:</e>
              <e type="operand">element</e>
              <e type="operand" style="string">NIEPRAWIDŁOWE OZNACZENIE</e>
              <e type="operator" args="2">:</e>
              <e type="function" preserve="true" args="3">if</e>
              <e type="function" preserve="true" args="3">if</e>
            </input>
          </math>
        </region>
        <region id="76" left="423" top="4050" width="283" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
          <text lang="pol">
            <p>Współczynnik uwzględniający wpływobciążenia długotrwałego, etc.</p>
          </text>
        </region>
        <region id="77" left="9" top="4194" width="136" height="24" color="#000000" bgColor="#c0c0c0" fontSize="10">
          <math>
            <input>
              <e type="operand">element</e>
            </input>
            <result action="numeric">
              <e type="operand" style="string">nie</e>
            </result>
          </math>
        </region>
        <region id="78" left="423" top="4194" width="291" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
          <text lang="pol">
            <p>Element konstrukcyjny o wyjątkowymznaczeniu [nie / tak]</p>
          </text>
        </region>
        <region id="79" top="4239" color="#000000" bgColor="#ffffff">
          <area terminator="true" />
        </region>
      </region>
      <region id="80" left="9" top="4266" width="79" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math>
          <input>
            <e type="operand">γ.c</e>
          </input>
          <result action="numeric">
            <e type="operand">1.5</e>
          </result>
        </math>
      </region>
      <region id="81" left="423" top="4266" width="316" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="pol">
          <p>Częściowy współczynnik bezpieczeństwaw konstrukcjach żelbetowych</p>
        </text>
      </region>
      <region id="82" left="9" top="4311" width="112" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math>
          <input>
            <e type="operand">γ.c_bet</e>
          </input>
          <result action="numeric">
            <e type="operand">1.8</e>
          </result>
        </math>
      </region>
      <region id="83" left="423" top="4311" width="316" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="pol">
          <p>Częściowy współczynnik bezpieczeństwaw konstrukcjach betonowych</p>
        </text>
      </region>
      <region id="84" left="9" top="4356" width="70" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math>
          <input>
            <e type="operand">α.cc</e>
          </input>
          <result action="numeric">
            <e type="operand">1</e>
          </result>
        </math>
      </region>
      <region id="85" left="423" top="4356" width="283" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="pol">
          <p>Współczynnik uwzględniający wpływobciążenia długotrwałego, etc.</p>
        </text>
      </region>
      <region id="86" left="9" top="4401" width="70" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
        <math>
          <input>
            <e type="operand">α.ct</e>
          </input>
          <result action="numeric">
            <e type="operand">1</e>
          </result>
        </math>
      </region>
      <region id="87" left="423" top="4401" width="283" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="pol">
          <p>Współczynnik uwzględniający wpływobciążenia długotrwałego, etc.</p>
        </text>
      </region>
      <region id="88" left="0" top="4446" width="283" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
        <text lang="pol">
          <p>Wytrzymałości obliczeniowe betonu</p>
        </text>
      </region>
      <region id="89" left="9" top="4473" width="113" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">f.cd</e>
            <e type="operand">α.cc</e>
            <e type="operand">f.ck</e>
            <e type="operator" args="2">*</e>
            <e type="operand">γ.c</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="90" left="153" top="4473" width="129" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">f.ctd</e>
            <e type="operand">α.ct</e>
            <e type="operand">f.ctk</e>
            <e type="operator" args="2">*</e>
            <e type="operand">γ.c</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="91" left="9" top="4536" width="146" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">f.cd_bet</e>
            <e type="operand">α.cc</e>
            <e type="operand">f.ck</e>
            <e type="operator" args="2">*</e>
            <e type="operand">γ.c_bet</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="92" top="4608" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="93" left="396" top="4635" width="307" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Wytrzymałość  obliczeniowa betonuna ściskanie (konstrukcje żelbetowe)</p>
      </text>
    </region>
    <region id="94" left="9" top="4644" width="130" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math decimalPlaces="3" trailingZeros="true">
        <input>
          <e type="operand">f.cd</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">16.667</e>
        </result>
      </math>
    </region>
    <region id="95" left="9" top="4680" width="130" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math decimalPlaces="3" trailingZeros="true">
        <input>
          <e type="operand">f.ctd</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">1.200</e>
        </result>
      </math>
    </region>
    <region id="96" left="396" top="4680" width="324" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Wytrzymałość  obliczeniowa betonuna rozciąganie (konstrukcje żelbetowe)</p>
      </text>
    </region>
    <region id="97" left="9" top="4725" width="163" height="32" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math decimalPlaces="3" trailingZeros="true">
        <input>
          <e type="operand">f.cd_bet</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">13.889</e>
        </result>
      </math>
    </region>
    <region id="98" left="396" top="4725" width="299" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Wytrzymałość  obliczeniowa betonuna ściskanie (konstrukcje betonowe)</p>
      </text>
    </region>
    <region id="99" left="0" top="4779" width="757" height="24" border="true" color="#000000" bgColor="#ffff80" fontSize="10">
      <text lang="pol">
        <p>1.5. Zbrojenie główne płyty                                                                                                                                   </p>
      </text>
    </region>
    <region id="100" left="9" top="4815" width="90" height="32" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">fi.x</e>
          <e type="operand">16</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="101" left="369" top="4815" width="323" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Średnica prętów równoległych do boku B(kierunek x)</p>
      </text>
    </region>
    <region id="102" left="9" top="4860" width="90" height="32" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">fi.y</e>
          <e type="operand">16</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="103" left="369" top="4860" width="323" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Średnica prętów równoległych do boku L(kierunek y)  </p>
      </text>
    </region>
    <region id="104" left="0" top="4914" width="761" height="24" border="true" color="#000000" bgColor="#ffff80" fontSize="10">
      <text lang="pol">
        <p>1.5. Zbrojenie na przebicie                                                                                                                                    </p>
      </text>
    </region>
    <region id="105" left="369" top="4941" width="242" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Typ zastosowane zbrojenia[strzemiona / prety_odgiete]</p>
      </text>
    </region>
    <region id="106" left="9" top="4950" width="233" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">Typ_zbrojenie</e>
          <e type="operand" style="string">strzemiona</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="107" left="369" top="4995" width="364" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Klasa stali strzemion albo prętów odgiętych[A0, AI, AII, AIII, AIIIN]</p>
      </text>
    </region>
    <region id="108" left="9" top="5004" width="176" height="24" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">klasa_stali</e>
          <e type="operand" style="string">AIIIN</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="109" left="369" top="5040" width="307" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Obliczeniowa granica plastyczności(UWAGA: nalezy wprowadzić samemu !!)</p>
      </text>
    </region>
    <region id="110" left="9" top="5049" width="116" height="32" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">f.ywd</e>
          <e type="operand">420</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="111" top="5094" color="#000000" bgColor="#ffffff">
      <area collapsed="true">
        <title lang="pol">
          <p> Tablica 3. wg PN-B-03264:2002  - Charakterystyczne fyk i obliczeniowe ftd granice plastyczności oraz wytrzymałośici na rozciąganie ftk stali zbrojeniowej klas od A-0 do A-IIIN</p>
        </title>
      </area>
      <region id="112" left="27" top="5139" width="660" height="563" color="#000000" bgColor="#ffffff">
        <picture>
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</raw>
        </picture>
      </region>
      <region id="113" top="5706" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="114" left="0" top="5742" width="406" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
      <text lang="pol">
        <p>Zbrojenie w postaci strzemion pionowych/ukośnych</p>
      </text>
    </region>
    <region id="115" left="9" top="5769" width="90" height="32" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">fi.s</e>
          <e type="operand">12</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="116" left="369" top="5769" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Średnica strzemion</p>
      </text>
    </region>
    <region id="117" left="9" top="5805" width="91" height="32" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">α.s</e>
          <e type="operand">45</e>
          <e type="operand" style="unit">deg</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="118" left="369" top="5805" width="274" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Kąt nachylenia strzemion (dla 90st strzemiona są pionowe)</p>
      </text>
    </region>
    <region id="119" left="9" top="5850" width="696" height="40" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Kąt nachylenia zbrojenia ukośnego, projektowanego ze względu na przebicie, powinien zawierać się w przedziale:  30°  ≤  α ≤  60°.</p>
      </text>
    </region>
    <region id="120" top="5895" color="#000000" bgColor="#ffffff">
      <area collapsed="true">
        <title lang="pol">
          <p> Sprawdzenie przyjętego kąta nachylenia strzemion  </p>
        </title>
      </area>
      <region id="121" left="369" top="5904" width="208" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="pol">
          <p>[Wymagania wg p.9.1.1.4]</p>
        </text>
      </region>
      <region id="122" left="27" top="5922" width="422" height="82" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">α.s</e>
            <e type="operand">30</e>
            <e type="operand" style="unit">deg</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≥</e>
            <e type="bracket">(</e>
            <e type="operand">α.s</e>
            <e type="operand">60</e>
            <e type="operand" style="unit">deg</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">Kat_strzemiona</e>
            <e type="operand" style="string">OK -&gt; KĄT JEST POPRAWNY</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Kat_strzemiona</e>
            <e type="operand" style="string">NIE ! -&gt; KĄT NIE JEST POPRAWNY</e>
            <e type="operator" args="2">:</e>
            <e type="function" preserve="true" args="3">if</e>
          </input>
        </math>
      </region>
      <region id="123" top="6003" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="124" left="9" top="6021" width="358" height="24" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math>
        <input>
          <e type="operand">Kat_strzemiona</e>
        </input>
        <result action="numeric">
          <e type="operand" style="string">OK -&gt; KĄT JEST POPRAWNY</e>
        </result>
      </math>
    </region>
    <region id="125" left="0" top="6066" width="307" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
      <text lang="pol">
        <p>Zbrojenie w postaci prętów odgiętych</p>
      </text>
    </region>
    <region id="126" left="9" top="6093" width="90" height="32" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">fi.o</e>
          <e type="operand">16</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="127" left="369" top="6093" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Średnica prętów odgiętych</p>
      </text>
    </region>
    <region id="128" left="9" top="6129" width="91" height="32" color="#000000" bgColor="#80ff80" fontSize="10">
      <math>
        <input>
          <e type="operand">α.o</e>
          <e type="operand">45</e>
          <e type="operand" style="unit">deg</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="129" left="369" top="6129" width="300" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="pol">
        <p>Kąt nachylenia płaszczyzny odgięcia</p>
      </text>
    </region>
    <region id="130" top="6165" color="#000000" bgColor="#ffffff">
      <area collapsed="true">
        <title lang="pol">
          <p> Sprawdzenie przyjętego kąta prętów odgiętych  </p>
        </title>
      </area>
      <region id="131" left="369" top="6174" width="208" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="pol">
          <p>[Wymagania wg p.9.1.1.4]</p>
        </text>
      </region>
      <region id="132" left="27" top="6192" width="447" height="82" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">α.o</e>
            <e type="operand">30</e>
            <e type="operand" style="unit">deg</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≥</e>
            <e type="bracket">(</e>
            <e type="operand">α.o</e>
            <e type="operand">60</e>
            <e type="operand" style="unit">deg</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">Kat_prety_odgiete</e>
            <e type="operand" style="string">OK -&gt; KĄT JEST POPRAWNY</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Kat_prety_odgiete</e>
            <e type="operand" style="string">NIE ! -&gt; KĄT NIE JEST POPRAWNY</e>
            <e type="operator" args="2">:</e>
            <e type="function" preserve="true" args="3">if</e>
          </input>
        </math>
      </region>
      <region id="133" top="6273" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="134" left="9" top="6291" width="383" height="24" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <math>
        <input>
          <e type="operand">Kat_prety_odgiete</e>
        </input>
        <result action="numeric">
          <e type="operand" style="string">OK -&gt; KĄT JEST POPRAWNY</e>
        </result>
      </math>
    </region>
    <region id="135" top="6318" color="#000000" bgColor="#ffff80">
      <area terminator="true" />
    </region>
  </region>
  <region id="136" top="6336" color="#000000" bgColor="#ffffff">
    <area terminator="true" />
  </region>
</regions>