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      <fractions>decimal</fractions>
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    <pageModel active="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="1" orientation="Portrait" width="850" height="1100" />
      <margins left="39" right="39" 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="36" top="18" width="233" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p bold="true" underline="true">Dimensionering af støttemur</p>
    </text>
  </region>
  <region id="1" left="54" top="54" width="521" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>Geoteknisk kategori 2 - høj konsekvensklasse jf. DS/EN 1997-1.</p>
    </text>
  </region>
  <region id="2" left="54" top="90" width="634" height="44" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Der regnes med ru væg på den bagsiden af muren (mod jord) og glat vægpå forsiden.</p>
    </text>
  </region>
  <region id="3" left="54" top="153" width="167" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Konsekvensklasse:</p>
    </text>
  </region>
  <region id="4" left="450" top="153" width="83" height="34" color="#000000" bgColor="#ffffff" fontSize="11">
    <math>
      <input>
        <e type="operand">K.FI</e>
        <e type="operand">1.1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="5" left="54" top="189" width="338" height="44" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Partialkoefficient for jordparametre(jf. DS/EN 1997-1 NA2015):</p>
    </text>
  </region>
  <region id="6" left="450" top="189" width="69" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">γ.φ</e>
        <e type="operand">1.2</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="7" left="450" top="234" width="90" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">γ.w</e>
        <e type="operand">10</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">3</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="8" left="54" top="243" width="147" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Rumvægt - vand:</p>
    </text>
  </region>
  <region id="9" left="36" top="288" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true" underline="true">Koter:</p>
    </text>
  </region>
  <region id="10" left="54" top="324" width="112" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Top at væg:</p>
    </text>
  </region>
  <region id="11" left="450" top="333" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">A</e>
        <e type="operand">10.6</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="12" left="54" top="369" width="49" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>JOF:</p>
    </text>
  </region>
  <region id="13" left="450" top="369" width="74" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">B</e>
        <e type="operand">4.4</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="14" left="54" top="414" width="176" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Udgravningsniveau:</p>
    </text>
  </region>
  <region id="15" left="450" top="414" width="57" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">C</e>
        <e type="operand">1</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="16" left="54" top="459" width="175" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Kappilær stighøjde</p>
    </text>
  </region>
  <region id="17" left="450" top="459" width="66" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">h.c</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="18" left="36" top="504" width="221" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p bold="true" underline="true">Jordmaterialeparametre:</p>
    </text>
  </region>
  <region id="19" left="450" top="540" width="107" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">φ'.pl.d</e>
        <e type="operand">42</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="20" left="54" top="549" width="219" height="44" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Plan regningsmæssigfriktionsvinkel - jord:</p>
    </text>
  </region>
  <region id="21" left="450" top="594" width="264" height="61" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">φ'.d</e>
        <e type="operand">φ'.pl.d</e>
        <e type="function" preserve="true" args="1">tan</e>
        <e type="operand">γ.φ</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">atan</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">°</e>
      </contract>
      <result action="numeric">
        <e type="operand">36.882</e>
      </result>
    </math>
  </region>
  <region id="22" left="54" top="612" width="292" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Regningsmæssig friktionsvinkel:</p>
    </text>
  </region>
  <region id="23" left="450" top="648" width="90" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">γ.j</e>
        <e type="operand">18</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">3</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="24" left="54" top="657" width="147" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Rumvægt - jord:</p>
    </text>
  </region>
  <region id="25" left="54" top="702" width="228" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Effektiv rumvægt - jord:</p>
    </text>
  </region>
  <region id="26" left="450" top="702" width="128" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">γ'.j</e>
        <e type="operand">γ.j</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">18</e>
      </result>
    </math>
  </region>
  <region id="27" left="36" top="783" width="86" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p bold="true" underline="true">Vækstlag:</p>
    </text>
  </region>
  <region id="28" left="54" top="819" width="94" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Laghøjde:</p>
    </text>
  </region>
  <region id="29" left="450" top="819" width="91" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">h.v</e>
        <e type="operand">0.15</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="30" left="450" top="855" width="90" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">γ.v</e>
        <e type="operand">16</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">3</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="31" left="54" top="864" width="183" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Rumvægt - vækstlag:</p>
    </text>
  </region>
  <region id="32" left="54" top="909" width="211" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Hældning af overflade:</p>
    </text>
  </region>
  <region id="33" left="450" top="909" width="57" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">β</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="34" left="36" top="1026" width="184" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p bold="true" underline="true">Støttemur - geometri:</p>
    </text>
  </region>
  <region id="35" left="54" top="1062" width="94" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Væghøjde:</p>
    </text>
  </region>
  <region id="36" left="450" top="1062" width="115" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">h</e>
        <e type="operand">A</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">10.6</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="37" left="54" top="1107" width="94" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Tykkelse:</p>
    </text>
  </region>
  <region id="38" left="450" top="1107" width="74" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">t</e>
        <e type="operand">0.4</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="39" left="450" top="1143" width="123" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">γ.beton</e>
        <e type="operand">25</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">3</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="40" left="54" top="1152" width="139" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Rumvægt beton:</p>
    </text>
  </region>
  <region id="41" left="36" top="1197" width="308" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>Der estimeres en støttemursgeometri:</p>
    </text>
  </region>
  <region id="42" left="54" top="1242" width="257" height="44" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Dybde udgravningsniveau tilFUK:</p>
    </text>
  </region>
  <region id="43" left="450" top="1242" width="43" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">d</e>
        <e type="operand">C</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="44" left="450" top="1296" width="107" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2" decimalPlaces="3">
      <input>
        <e type="operand">b.hæl</e>
        <e type="operand">1.75</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="45" left="54" top="1305" width="139" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Bredde af hæl:</p>
    </text>
  </region>
  <region id="46" left="54" top="1350" width="130" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Bredde af tå:</p>
    </text>
  </region>
  <region id="47" left="450" top="1359" width="99" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">b.tå</e>
        <e type="operand">1.25</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="48" left="54" top="1404" width="139" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Samlet bredde:</p>
    </text>
  </region>
  <region id="49" left="450" top="1404" width="191" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">b</e>
        <e type="operand">b.hæl</e>
        <e type="operand">t</e>
        <e type="operator" args="2">+</e>
        <e type="operand">b.tå</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">3.4</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="50" top="1458" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="51" left="36" top="1494" width="184" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true" underline="true">Jordtryk - aktiv side</p>
    </text>
  </region>
  <region id="52" left="54" top="1548" width="324" height="257" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" 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</raw>
    </picture>
  </region>
  <region id="53" left="396" top="1566" width="301" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Størrelserne fra figuren findes:</p>
    </text>
  </region>
  <region id="54" left="396" top="1620" width="319" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Vinkel mellem bagside og hælspids:</p>
    </text>
  </region>
  <region id="55" left="450" top="1656" width="197" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">Θ</e>
        <e type="operand">b.hæl</e>
        <e type="operand">B</e>
        <e type="operand">t</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">atan</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">°</e>
      </contract>
      <result action="numeric">
        <e type="operand">23.629</e>
      </result>
    </math>
  </region>
  <region id="56" left="396" top="1719" width="238" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Lodret last fra vækstlag:</p>
    </text>
  </region>
  <region id="57" left="450" top="1755" width="139" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">p</e>
        <e type="operand">γ.v</e>
        <e type="operand">h.v</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">m</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">12</e>
        <e type="operand">5</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="59" left="54" top="1800" width="282" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Figur fra Ovesen 2007, s.297)  </p>
    </text>
  </region>
  <region id="60" left="54" top="1863" width="336" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Vinkel af last i forhold til lodret:</p>
    </text>
  </region>
  <region id="61" left="432" top="1863" width="87" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">β.0</e>
        <e type="operand">β</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">°</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
      </result>
    </math>
  </region>
  <region id="62" left="432" top="1908" width="188" height="52" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">σ.0</e>
        <e type="operand">p</e>
        <e type="operand">β.0</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</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">m</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">12</e>
        <e type="operand">5</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="63" left="54" top="1917" width="157" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Normalkomposant:</p>
    </text>
  </region>
  <region id="64" left="432" top="1962" width="225" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">τ.0</e>
        <e type="operand">p</e>
        <e type="operand">β.0</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operand">β.0</e>
        <e type="function" preserve="true" args="1">cos</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">m</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
      </result>
    </math>
  </region>
  <region id="65" left="54" top="1971" width="212" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Forskydningskomposant:</p>
    </text>
  </region>
  <region id="66" left="54" top="2025" width="185" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Vægfriktionsvinkel:</p>
    </text>
  </region>
  <region id="67" left="432" top="2025" width="128" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">δ</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">°</e>
      </contract>
      <result action="numeric">
        <e type="operand">42</e>
      </result>
    </math>
  </region>
  <region id="68" left="432" top="2070" width="329" height="80" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">m.t</e>
        <e type="operand">β.0</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">acos</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="2">+</e>
        <e type="operand">β.0</e>
        <e type="operator" args="2">-</e>
        <e type="operand">2</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">66</e>
      </result>
    </math>
  </region>
  <region id="69" left="54" top="2097" width="233" height="44" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Vinkel mellem skåning og a-retning (se figur):</p>
    </text>
  </region>
  <region id="70" left="432" top="2169" width="320" height="72" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">m.w</e>
        <e type="operand">δ</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">acos</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="2">+</e>
        <e type="operand">δ</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</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">42</e>
      </result>
    </math>
  </region>
  <region id="71" left="54" top="2196" width="67" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Vinkel</p>
    </text>
  </region>
  <region id="72" left="126" top="2196" width="31" height="34" color="#000000" bgColor="#ffffff" fontSize="11">
    <math>
      <input>
        <e type="operand">m.w</e>
      </input>
    </math>
  </region>
  <region id="73" left="171" top="2196" width="112" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>findes hvor</p>
    </text>
  </region>
  <region id="74" left="54" top="2223" width="43" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <math>
      <input>
        <e type="operand">φ</e>
        <e type="operand">δ</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="75" left="108" top="2223" width="112" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>for ru væg:</p>
    </text>
  </region>
  <region id="76" left="54" top="2277" width="156" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>vinkel 1 findes:</p>
    </text>
  </region>
  <region id="77" left="432" top="2277" width="158" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">v.1</e>
        <e type="operand">m.w</e>
        <e type="operand">Θ</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">65.629</e>
      </result>
    </math>
  </region>
  <region id="78" left="54" top="2331" width="147" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>vinkel 0 finde:</p>
    </text>
  </region>
  <region id="79" left="432" top="2331" width="125" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">v.0</e>
        <e type="operand">m.t</e>
        <e type="operand">β</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">66</e>
      </result>
    </math>
  </region>
  <region id="80" left="54" top="2394" width="246" height="44" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Således er vinkel 0 mindreend vinkel 1: </p>
    </text>
  </region>
  <region id="81" left="432" top="2394" width="92" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">v.0</e>
        <e type="operand">v.1</e>
        <e type="operator" args="2">≥</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="82" left="576" top="2394" width="38" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <math>
      <input>
        <e type="operand">OK</e>
        <e type="operator" args="1">!</e>
      </input>
    </math>
  </region>
  <region id="83" left="54" top="2511" width="266" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Jordtrykskoefficient findes:</p>
    </text>
  </region>
  <region id="84" left="90" top="2547" width="659" height="65" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">K.p</e>
        <e type="operand">1</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operand">m.w</e>
        <e type="operator" args="2">*</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="2">-</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operand">2</e>
        <e type="operand">m.t</e>
        <e type="operator" args="2">*</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">sin</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">2</e>
        <e type="operand">v.0</e>
        <e type="operand">v.1</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">tan</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="operand">β</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.131</e>
      </result>
    </math>
  </region>
  <region id="85" left="54" top="2628" width="266" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Jordtrykskoefficient findes;</p>
    </text>
  </region>
  <region id="86" left="90" top="2664" width="427" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">K.γ</e>
        <e type="operand">K.p</e>
        <e type="operand">β</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0.007</e>
        <e type="operand">9</e>
        <e type="operand">δ</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operand">β</e>
        <e type="operand">Θ</e>
        <e type="operator" args="2">-</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">1.094</e>
      </result>
    </math>
  </region>
  <region id="87" left="54" top="2736" width="373" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Enhedsjordtryk findes ved forskellige koter:</p>
    </text>
  </region>
  <region id="88" left="90" top="2781" width="73" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Kote B: </p>
    </text>
  </region>
  <region id="89" left="324" top="2781" width="181" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">e.A</e>
        <e type="operand">p</e>
        <e type="operand">K.p</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">315.531</e>
        <e type="operand" style="unit">Pa</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="90" left="324" top="2817" width="233" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">e.FUK</e>
        <e type="operand">γ'.j</e>
        <e type="operand">B</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">/</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">m</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">86.448</e>
      </result>
    </math>
  </region>
  <region id="91" left="90" top="2826" width="45" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>FUK:</p>
    </text>
  </region>
  <region id="92" left="324" top="2889" width="287" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">E.a</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">e.A</e>
        <e type="operand">e.FUK</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">/</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">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">208.348</e>
      </result>
    </math>
  </region>
  <region id="93" left="54" top="2898" width="200" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Samlet aktivt jordtryk:</p>
    </text>
  </region>
  <region id="94" left="324" top="2943" width="228" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">F.a</e>
        <e type="operand">E.a</e>
        <e type="operand">δ</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">tan</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">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">187.598</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="95" left="54" top="2952" width="176" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Tagentielt jordtryk:</p>
    </text>
  </region>
  <region id="96" left="36" top="3006" width="192" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true" underline="true">Jordtryk - Passiv side</p>
    </text>
  </region>
  <region id="97" left="36" top="3042" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Her regnes for glat væg</p>
    </text>
  </region>
  <region id="98" left="54" top="3096" width="185" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Vægfriktionsvinkel:</p>
    </text>
  </region>
  <region id="99" left="324" top="3096" width="145" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">δ</e>
        <e type="operand">φ'.pl.d</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">deg</e>
      </contract>
      <result action="numeric">
        <e type="operand">42</e>
      </result>
    </math>
  </region>
  <region id="100" left="324" top="3141" width="200" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">e.p</e>
        <e type="operand">γ'.j</e>
        <e type="operand">d</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K.γ</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">m</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">19.684</e>
      </result>
    </math>
  </region>
  <region id="101" left="54" top="3150" width="148" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Enhedsjordtryk:</p>
    </text>
  </region>
  <region id="102" left="324" top="3195" width="193" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">E.p</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">d</e>
        <e type="operator" args="2">*</e>
        <e type="operand">e.p</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">m</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">9.842</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="103" left="54" top="3204" width="148" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Samlet jortryk:</p>
    </text>
  </region>
  <region id="104" left="36" top="3528" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true" underline="true">Laster:</p>
    </text>
  </region>
  <region id="105" left="54" top="3564" width="611" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>På figuren nedenfor vises hvor de beregnede kræfter påvirker støttemuren.</p>
    </text>
  </region>
  <region id="106" left="54" top="3600" width="317" height="244" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" 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</raw>
    </picture>
  </region>
  <region id="107" left="63" top="3852" width="257" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>Figur fra Ovesen (2007) s. 294</p>
    </text>
  </region>
  <region id="108" left="432" top="3888" width="238" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">q</e>
        <e type="operand">1.5</e>
        <e type="operand">K.FI</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1.71</e>
        <e type="operator" args="2">*</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>
      <contract>
        <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>
      </contract>
      <result action="numeric">
        <e type="operand">2.82</e>
      </result>
    </math>
  </region>
  <region id="109" left="54" top="3897" width="143" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>Vindlast på mur:</p>
    </text>
  </region>
  <region id="110" left="54" top="3942" width="364" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Egenlaster fra betonmur og deltagende jord:</p>
    </text>
  </region>
  <region id="111" left="432" top="3987" width="217" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">G.1</e>
        <e type="operand">γ.beton</e>
        <e type="operand">h</e>
        <e type="operand">t</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">t</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">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">102</e>
      </result>
    </math>
  </region>
  <region id="112" left="54" top="3996" width="130" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Egenlast mur:</p>
    </text>
  </region>
  <region id="113" left="54" top="4050" width="184" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Egenlast bundplade:</p>
    </text>
  </region>
  <region id="114" left="432" top="4050" width="271" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">G.2</e>
        <e type="operand">γ.beton</e>
        <e type="operand">b.hæl</e>
        <e type="operand">t</e>
        <e type="operator" args="2">+</e>
        <e type="operand">b.tå</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">t</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">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">34</e>
      </result>
    </math>
  </region>
  <region id="115" left="54" top="4104" width="220" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Egenlast jord over hæl:</p>
    </text>
  </region>
  <region id="116" left="432" top="4104" width="215" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">G.3</e>
        <e type="operand">γ'.j</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operator" args="2">*</e>
        <e type="operand">b.hæl</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">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">69.3</e>
      </result>
    </math>
  </region>
  <region id="117" left="54" top="4158" width="211" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Egenlast jord over tå:</p>
    </text>
  </region>
  <region id="118" left="432" top="4158" width="217" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">G.4</e>
        <e type="operand">γ'.j</e>
        <e type="operand">b.tå</e>
        <e type="operator" args="2">*</e>
        <e type="operand">d</e>
        <e type="operand">t</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</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">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">13.5</e>
      </result>
    </math>
  </region>
  <region id="119" left="432" top="4203" width="193" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">G.red</e>
        <e type="operand">500</e>
        <e type="operand" style="unit">kN</e>
        <e type="operator" args="2">*</e>
        <e type="operand">5</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">100</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="120" left="54" top="4212" width="307" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>Reduktion i egenlast fra løft i tag:</p>
    </text>
  </region>
  <region id="121" left="432" top="4257" width="293" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">G.tot</e>
        <e type="operand">G.1</e>
        <e type="operand">G.2</e>
        <e type="operator" args="2">+</e>
        <e type="operand">G.3</e>
        <e type="operator" args="2">+</e>
        <e type="operand">G.4</e>
        <e type="operator" args="2">+</e>
        <e type="operand">G.red</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">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">118.8</e>
      </result>
    </math>
  </region>
  <region id="122" left="54" top="4266" width="157" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Samlet egenlast:</p>
    </text>
  </region>
  <region id="123" left="54" top="4329" width="274" height="44" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Resulterende lodrette kræfter virkende på mur:</p>
    </text>
  </region>
  <region id="124" left="378" top="4329" width="378" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">V.d</e>
        <e type="operand">0.9</e>
        <e type="operand">G.tot</e>
        <e type="operand">E.a</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">F.a</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">cos</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>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">336.761</e>
      </result>
    </math>
  </region>
  <region id="125" left="54" top="4392" width="283" height="44" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Resulterende vandrette kræftervirkende på mur:</p>
    </text>
  </region>
  <region id="126" left="378" top="4392" width="387" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">H.d</e>
        <e type="operand">E.a</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.a</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">E.p</e>
        <e type="operator" args="2">-</e>
        <e type="operand">q</e>
        <e type="operand">h</e>
        <e type="operand">B</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="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">123.338</e>
      </result>
    </math>
  </region>
  <region id="127" top="4509" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="128" left="36" top="4536" width="144" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true" underline="true">Momentberegning:</p>
    </text>
  </region>
  <region id="129" left="54" top="4572" width="399" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Moment om punkt M findes (se illustration).</p>
    </text>
  </region>
  <region id="130" left="144" top="4635" width="305" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">M.1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">e.A</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">/</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">m</e>
        <e type="operator" args="2">/</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.426</e>
      </result>
    </math>
  </region>
  <region id="131" left="144" top="4698" width="329" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">M.2</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">e.FUK</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">/</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">m</e>
        <e type="operator" args="2">/</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">332.33</e>
      </result>
    </math>
  </region>
  <region id="132" left="144" top="4752" width="189" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">M.3</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operand">E.p</e>
        <e type="operator" args="2">*</e>
        <e type="operand">d</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
      </contract>
      <result action="numeric">
        <e type="operand">3.281</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="133" left="144" top="4806" width="297" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">M.4</e>
        <e type="operand">G.1</e>
        <e type="operand">b.hæl</e>
        <e type="operand">t</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operand">t</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">tan</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>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">867</e>
        <e type="operand">4</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="134" left="144" top="4860" width="335" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">M.5</e>
        <e type="operand">G.2</e>
        <e type="operand">b.hæl</e>
        <e type="operand">t</e>
        <e type="operator" args="2">+</e>
        <e type="operand">b.tå</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">t</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">tan</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>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">255</e>
        <e type="operand">4</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="135" left="144" top="4923" width="278" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">M.6</e>
        <e type="operand">G.3</e>
        <e type="operand">b.hæl</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">t</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">tan</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>
      <contract>
        <e type="operand" style="unit">kN</e>
      </contract>
      <result action="numeric">
        <e type="operand">52.552</e>
      </result>
    </math>
  </region>
  <region id="136" left="144" top="4986" width="343" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">M.7</e>
        <e type="operand">G.4</e>
        <e type="operand">b.hæl</e>
        <e type="operand">t</e>
        <e type="operator" args="2">+</e>
        <e type="operand">b.tå</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operand">t</e>
        <e type="operand">Θ</e>
        <e type="function" preserve="true" args="1">tan</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>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">1593</e>
        <e type="operand">40</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="137" left="144" top="5058" width="282" height="45" color="#000000" bgColor="#ffffff" fontSize="11">
    <math>
      <input>
        <e type="operand">M.8</e>
        <e type="operand">h</e>
        <e type="operand">B</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">q</e>
        <e type="operator" args="2">*</e>
        <e type="operand">7455</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">mm</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">m</e>
        <e type="operator" args="2">/</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">130.41</e>
      </result>
    </math>
  </region>
  <region id="138" left="531" top="5067" width="144" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>(afstand aflæst)</p>
    </text>
  </region>
  <region id="139" left="306" top="5157" width="390" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">M.Ed</e>
        <e type="operand">M.1</e>
        <e type="operand">M.2</e>
        <e type="operator" args="2">+</e>
        <e type="operand">M.3</e>
        <e type="operator" args="2">+</e>
        <e type="operand">M.4</e>
        <e type="operator" args="2">+</e>
        <e type="operand">M.5</e>
        <e type="operator" args="2">+</e>
        <e type="operand">M.6</e>
        <e type="operator" args="2">+</e>
        <e type="operand">M.7</e>
        <e type="operator" args="2">+</e>
        <e type="operand">M.8</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">m</e>
        <e type="operator" args="2">/</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">834.765</e>
      </result>
    </math>
  </region>
  <region id="140" left="54" top="5166" width="139" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Samlet moment:</p>
    </text>
  </region>
  <region id="141" left="306" top="5202" width="144" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">x</e>
        <e type="operand">M.Ed</e>
        <e type="operand">V.d</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">2.479</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="142" left="54" top="5220" width="139" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Excentricitet:</p>
    </text>
  </region>
  <region id="143" left="54" top="5274" width="157" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Effektiv bredde:</p>
    </text>
  </region>
  <region id="144" left="306" top="5274" width="175" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">b'</e>
        <e type="operand">b</e>
        <e type="operand">x</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>
      </input>
      <result action="numeric">
        <e type="operand">1.842</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="145" left="54" top="5328" width="185" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Glidningundersøgelse:</p>
    </text>
  </region>
  <region id="146" left="297" top="5328" width="186" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">H.d</e>
        <e type="operand">V.d</e>
        <e type="operand">φ'.pl.d</e>
        <e type="function" preserve="true" args="1">tan</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">≤</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="147" left="540" top="5328" width="184" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Dvs. ingen glidning</p>
    </text>
  </region>
  <region id="148" left="36" top="5571" width="151" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true" underline="true">Bæreevne af jord:</p>
    </text>
  </region>
  <region id="149" left="54" top="5607" width="505" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Bæreevnefaktorer (kun påvirket af effektiv friktionsvinkel):</p>
    </text>
  </region>
  <region id="150" left="81" top="5643" width="343" height="65" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">N.q</e>
        <e type="operand">π</e>
        <e type="operand">φ'.d</e>
        <e type="function" preserve="true" args="1">tan</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operand">1</e>
        <e type="operand">φ'.d</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operand">1</e>
        <e type="operand">φ'.d</e>
        <e type="function" preserve="true" args="1">sin</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="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">42.2703</e>
      </result>
    </math>
  </region>
  <region id="151" left="81" top="5697" width="285" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">N.γ</e>
        <e type="operand">1</e>
        <e type="operand">4</e>
        <e type="operator" args="2">/</e>
        <e type="operand">N.q</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">φ'.d</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operand">3</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>
      <result action="numeric">
        <e type="operand">47.4162</e>
      </result>
    </math>
  </region>
  <region id="152" left="81" top="5778" width="193" height="59" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">N.c</e>
        <e type="operand">N.q</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="operand">φ'.d</e>
        <e type="function" preserve="true" args="1">tan</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">55.0024</e>
      </result>
    </math>
  </region>
  <region id="153" left="81" top="5859" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">N.c</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="154" left="144" top="5859" width="176" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>(gælder på Færøerne)</p>
    </text>
  </region>
  <region id="155" left="54" top="5922" width="267" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Hældningsfaktorer for tør jord:</p>
    </text>
  </region>
  <region id="156" left="81" top="5967" width="51" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">c'</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="157" left="81" top="5994" width="301" height="70" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">i.c</e>
        <e type="operand">1</e>
        <e type="operand">H.d</e>
        <e type="operand">V.d</e>
        <e type="operand">A'</e>
        <e type="operand">c'</e>
        <e type="operator" args="2">*</e>
        <e type="operand">φ'.d</e>
        <e type="function" preserve="true" args="1">cot</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="bracket">(</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.4016</e>
      </result>
    </math>
  </region>
  <region id="158" left="477" top="6021" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>(10.17)</p>
    </text>
  </region>
  <region id="159" left="81" top="6084" width="135" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">i.q</e>
        <e type="operand">i.c</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.4016</e>
      </result>
    </math>
  </region>
  <region id="160" left="81" top="6129" width="147" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">i.γ</e>
        <e type="operand">i.q</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.1613</e>
      </result>
    </math>
  </region>
  <region id="161" left="54" top="6201" width="282" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Faktorer ved hældning på en side:</p>
    </text>
  </region>
  <region id="162" left="81" top="6246" width="158" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">g.γ</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">β</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="163" left="81" top="6291" width="158" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">g.q</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">β</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="164" left="54" top="6345" width="299" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Effektiv spænding på fundamentside:</p>
    </text>
  </region>
  <region id="165" left="81" top="6390" width="151" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">q'</e>
        <e type="operand">t</e>
        <e type="operand">γ'.j</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">m</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">7.2</e>
      </result>
    </math>
  </region>
  <region id="166" left="180" top="6606" width="81" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">p.Rd</e>
        <e type="operand">R'.d</e>
        <e type="operand">A'</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="167" left="360" top="6615" width="401" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">p.Rd</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">γ'.j</e>
        <e type="operator" args="2">*</e>
        <e type="operand">b'</e>
        <e type="operator" args="2">*</e>
        <e type="operand">N.γ</e>
        <e type="operator" args="2">*</e>
        <e type="operand">i.γ</e>
        <e type="operator" args="2">*</e>
        <e type="operand">g.γ</e>
        <e type="operator" args="2">*</e>
        <e type="operand">q'</e>
        <e type="operand">N.q</e>
        <e type="operator" args="2">*</e>
        <e type="operand">i.q</e>
        <e type="operator" args="2">*</e>
        <e type="operand">g.q</e>
        <e type="operator" args="2">*</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">m</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">249.0692</e>
      </result>
    </math>
  </region>
  <region id="168" left="54" top="6624" width="135" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Bæreevne, hvor:</p>
    </text>
  </region>
  <region id="169" left="261" top="6624" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>:</p>
    </text>
  </region>
  <region id="170" left="360" top="6669" width="180" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">A'</e>
        <e type="operand">b'</e>
        <e type="operand">1</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">1.842</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>
      </result>
    </math>
  </region>
  <region id="171" left="54" top="6678" width="143" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>Effektivt areal:</p>
    </text>
  </region>
  <region id="172" left="360" top="6723" width="195" height="58" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">σ.j</e>
        <e type="operand">V.d</e>
        <e type="operand">1</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand">A'</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">m</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">182.785</e>
      </result>
    </math>
  </region>
  <region id="173" left="54" top="6732" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>Jordspænding:</p>
    </text>
  </region>
  <region id="174" left="360" top="6795" width="99" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.j</e>
        <e type="operand">p.Rd</e>
        <e type="operator" args="2">/</e>
      </input>
      <result action="numeric">
        <e type="operand">0.73</e>
      </result>
    </math>
  </region>
  <region id="175" left="54" top="6804" width="136" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>Udnyttelsesgrad(skal være &lt;1):</p>
    </text>
  </region>
  <region id="176" top="6867" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="177" left="36" top="6912" width="168" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true" underline="true">Armering - Støttmur</p>
    </text>
  </region>
  <region id="178" left="36" top="6948" width="169" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true">Materialeparametre:</p>
    </text>
  </region>
  <region id="179" left="81" top="6975" width="108" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <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>
      </input>
    </math>
  </region>
  <region id="180" left="297" top="6975" width="99" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <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>
      </input>
    </math>
  </region>
  <region id="181" left="513" top="6975" width="69" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">γ.s</e>
        <e type="operand">1.2</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="182" left="621" top="6975" width="77" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">γ.c</e>
        <e type="operand">1.45</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="183" left="81" top="7002" width="191" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <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>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">416.6667</e>
      </result>
    </math>
  </region>
  <region id="184" left="297" top="7002" width="183" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">f.cd</e>
        <e type="operand">f.ck</e>
        <e type="operand">γ.c</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">17.2414</e>
      </result>
    </math>
  </region>
  <region id="185" left="513" top="7020" width="100" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">E.s</e>
        <e type="operand">200</e>
        <e type="operand" style="unit">GPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="186" left="621" top="7020" width="93" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">ε.cu</e>
        <e type="operand">0.035</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="187" top="7074" color="#000000" bgColor="#ffffff">
    <area collapsed="true" />
    <region id="188" left="162" top="7101" width="132" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">f.cku</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>
        </input>
        <result action="numeric">
          <e type="operand">25</e>
        </result>
      </math>
    </region>
    <region id="189" left="324" top="7119" width="347" height="143" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">f.ctm</e>
          <e type="operand">f.cku</e>
          <e type="operand">50</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">0.3</e>
          <e type="operand">f.cku</e>
          <e type="operand">2</e>
          <e type="operand">3</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2.12</e>
          <e type="operand">1</e>
          <e type="operand">f.cku</e>
          <e type="operand">8</e>
          <e type="operator" args="2">+</e>
          <e type="operand">10</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">+</e>
          <e type="function" preserve="true" args="1">ln</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">2.565</e>
        </result>
      </math>
    </region>
    <region id="190" left="720" top="7164" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="eng">
        <p>(1.3)</p>
      </text>
    </region>
    <region id="191" top="7398" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="192" left="81" top="7425" width="130" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">f.ctm</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.565</e>
      </result>
    </math>
  </region>
  <region id="193" left="36" top="7479" width="299" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>Armering beregnes for en meter mur:</p>
    </text>
  </region>
  <region id="194" left="396" top="7479" width="57" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">l</e>
        <e type="operand">1</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="195" left="396" top="7515" width="325" height="58" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">M.y.Ed</e>
        <e type="operand">b.tå</e>
        <e type="operand">b.hæl</e>
        <e type="operator" args="2">/</e>
        <e type="operand">V.d</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand">b.hæl</e>
        <e type="operand">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>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">210.4756</e>
      </result>
    </math>
  </region>
  <region id="196" left="36" top="7533" width="220" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Regningsmæssigt moment:</p>
    </text>
  </region>
  <region id="197" left="36" top="7587" width="76" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Dæklag:</p>
    </text>
  </region>
  <region id="198" left="396" top="7587" width="73" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">c</e>
        <e type="operand">45</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="199" left="36" top="7641" width="176" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Armeringsdiameter:</p>
    </text>
  </region>
  <region id="200" left="396" top="7641" width="82" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">ø.y</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="201" left="36" top="7695" width="184" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Armeringsafstand i y:</p>
    </text>
  </region>
  <region id="202" left="396" top="7695" width="91" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">a.y</e>
        <e type="operand">200</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="203" left="396" top="7740" width="167" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">d.y</e>
        <e type="operand">t</e>
        <e type="operand">c</e>
        <e type="operator" args="2">-</e>
        <e type="operand">ø.y</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">mm</e>
      </contract>
      <result action="numeric">
        <e type="operand">345</e>
      </result>
    </math>
  </region>
  <region id="204" left="36" top="7758" width="112" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Nyttehøjde:</p>
    </text>
  </region>
  <region id="205" left="396" top="7812" width="175" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">n.y</e>
        <e type="operand">l</e>
        <e type="operand">a.y</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="function" preserve="true" args="2">round</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">5</e>
      </result>
    </math>
  </region>
  <region id="206" left="36" top="7821" width="139" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Antal stænger:</p>
    </text>
  </region>
  <region id="207" left="396" top="7857" width="253" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">A.sy</e>
        <e type="operand">π</e>
        <e type="operand">ø.y</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="operand">n.y</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">mm</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
      </contract>
      <result action="numeric">
        <e type="operand">1570.7963</e>
      </result>
    </math>
  </region>
  <region id="208" left="36" top="7884" width="283" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Armeringsareal over hele bredden:</p>
    </text>
  </region>
  <region id="209" left="396" top="7920" width="361" height="88" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">A.sminy</e>
        <e type="operand">0.26</e>
        <e type="operand">f.ctm</e>
        <e type="operand">f.yk</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">b.hæl</e>
        <e type="operator" args="2">*</e>
        <e type="operand">d.y</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0.0013</e>
        <e type="operand">b.hæl</e>
        <e type="operator" args="2">*</e>
        <e type="operand">d.y</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="function" preserve="true" args="1">max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">mm</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
      </contract>
      <result action="numeric">
        <e type="operand">805.27</e>
      </result>
    </math>
  </region>
  <region id="210" left="36" top="7956" width="234" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Minimumsarmering per meter:</p>
    </text>
  </region>
  <region id="211" left="396" top="8001" width="227" height="85" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a.ymax</e>
        <e type="operand">π</e>
        <e type="operand">ø.y</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="operand">l</e>
        <e type="operator" args="2">*</e>
        <e type="operand">A.sminy</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">mm</e>
      </contract>
      <result action="numeric">
        <e type="operand">390.13</e>
      </result>
    </math>
  </region>
  <region id="212" left="36" top="8046" width="218" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Største armeringsafstand:</p>
    </text>
  </region>
  <region id="213" left="36" top="8118" width="590" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Således er armeringsafstanden mindre end den størst tilladelige:</p>
    </text>
  </region>
  <region id="214" left="630" top="8118" width="116" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">a.y</e>
        <e type="operand">a.ymax</e>
        <e type="operator" args="2">&lt;</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="215" left="36" top="8253" width="136" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true" underline="true">Momentbæreevne:</p>
    </text>
  </region>
  <region id="216" left="54" top="8298" width="284" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Faktor for spændingsfordeling:</p>
    </text>
  </region>
  <region id="217" left="387" top="8298" width="43" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">η</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="218" left="387" top="8343" width="201" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">ω.y</e>
        <e type="operand">A.sy</e>
        <e type="operand">f.yd</e>
        <e type="operator" args="2">*</e>
        <e type="operand">b</e>
        <e type="operand">d.y</e>
        <e type="operator" args="2">*</e>
        <e type="operand">η</e>
        <e type="operator" args="2">*</e>
        <e type="operand">f.cd</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.0324</e>
      </result>
    </math>
  </region>
  <region id="219" left="54" top="8361" width="139" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Armeringsgrad:</p>
    </text>
  </region>
  <region id="220" left="387" top="8415" width="207" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">μ.y</e>
        <e type="operand">ω.y</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">ω.y</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>
      <result action="numeric">
        <e type="operand">0.0318</e>
      </result>
    </math>
  </region>
  <region id="221" left="54" top="8424" width="167" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Reduktionsfaktor:</p>
    </text>
  </region>
  <region id="222" left="387" top="8478" width="298" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">M.y.Rd</e>
        <e type="operand">μ.y</e>
        <e type="operand">b</e>
        <e type="operator" args="2">*</e>
        <e type="operand">d.y</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">η</e>
        <e type="operator" args="2">*</e>
        <e type="operand">f.cd</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">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">222.1482</e>
      </result>
    </math>
  </region>
  <region id="223" left="54" top="8487" width="148" height="26" color="#000000" bgColor="#ffffff" fontSize="11">
    <text lang="dan">
      <p>Momentbæreevne:</p>
    </text>
  </region>
  <region id="224" left="387" top="8541" width="131" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">M.y.Ed</e>
        <e type="operand">M.y.Rd</e>
        <e type="operator" args="2">/</e>
      </input>
      <result action="numeric">
        <e type="operand">0.9475</e>
      </result>
    </math>
  </region>
  <region id="225" left="54" top="8550" width="144" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Undnyttelsesgrad(skal være &lt;1):</p>
    </text>
  </region>
</regions>