diff --git a/Beam.sm b/Beam.sm
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+<?xml version="1.0" encoding="utf-8" standalone="yes"?>
+<?application progid="SMath Studio Desktop" version="0.98.6179.21440"?>
+<regions>
+  <settings>
+    <identity>
+      <id>46f0669e-0077-4917-94b1-73396cc7f3ff</id>
+      <revision>3</revision>
+    </identity>
+    <metadata lang="rus">
+      <title>Расчёт балки на двух опорах</title>
+      <author>Кирилл Николаев, Андрей Ивашов</author>
+      <description>Расчёт балки на двух опорах. Результатом вычислений является значения реакций опор и отрисовка расчётной схемы.
+Поддерживается задание любого количества сосредоточенных и/или распределённых нагрузок
+Все входные и выходные данные полностью поддерживают значения с единицами измерения</description>
+      <company>SMath, http://smath.info/</company>
+      <keywords>Примеры, балка, инженерный расчёт, опоры, нагрузка, единицы измерения</keywords>
+    </metadata>
+    <metadata lang="eng">
+      <title>Beam load calculation bearing with two supports</title>
+      <author>Kirill Nikolaev, Andrey Ivashov</author>
+      <translator>Andrey Ivashov</translator>
+      <description>Calculation of the Beam load bearing with two supports to find stresses values of the supports.
+Worksheet requires to specify any number of the Point and/or Uniform Loads.
+Every input and output data supports values with Units.</description>
+      <company>SMath, http://smath.info/</company>
+      <keywords>Examples, Beam, Supports, Loads, Units</keywords>
+    </metadata>
+    <calculation>
+      <precision>4</precision>
+      <exponentialThreshold>5</exponentialThreshold>
+      <fractions>decimal</fractions>
+    </calculation>
+    <pageModel active="true" printAreas="false" simpleEqualsOnly="true" printBackgroundImages="true">
+      <paper id="9" orientation="Portrait" width="827" height="1169" />
+      <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>
+      <backgrounds />
+    </pageModel>
+    <dependencies>
+      <assembly name="SMath Studio Desktop" version="0.98.6179.21440" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
+      <assembly name="Math Region" version="0.98.6179.21440" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
+      <assembly name="Special Functions" version="1.11.6179.21442" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
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+      <assembly name="Plot Region" version="1.9.6179.21450" guid="c451c2b5-798b-4f08-b9ec-b90963d1ddaa" />
+    </dependencies>
+  </settings>
+  <region id="0" left="9" top="9" width="557" height="31" color="#0000ff" bgColor="#ffffff" fontSize="14">
+    <text lang="rus">
+      <p bold="true">Расчёт балки на двух опорах</p>
+    </text>
+    <text lang="eng">
+      <p bold="true">Beam load calculation bearing with two supports</p>
+    </text>
+  </region>
+  <region id="1" left="9" top="45" width="102" height="24" border="true" color="#000000" bgColor="#dddddd" fontSize="10">
+    <text lang="rus">
+      <p>Входные данные:</p>
+    </text>
+    <text lang="ind">
+      <p>Data masukan:</p>
+    </text>
+    <text lang="eng">
+      <p>Input data:</p>
+    </text>
+  </region>
+  <region id="2" left="9" top="72" width="57" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math optimize="2">
+      <input>
+        <e type="operand">L</e>
+        <e type="operand">3</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="3" left="144" top="72" width="102" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
+    <text lang="rus">
+      <p>Длина балки</p>
+    </text>
+    <text lang="eng">
+      <p>Beam length</p>
+    </text>
+  </region>
+  <region id="4" left="9" top="90" width="82" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math optimize="2">
+      <input>
+        <e type="operand">L.A</e>
+        <e type="operand">60</e>
+        <e type="operand" style="unit">cm</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="5" left="144" top="90" width="250" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
+    <text lang="rus">
+      <p>Расстояние до первой опоры</p>
+    </text>
+    <text lang="eng">
+      <p>Distance to the first support</p>
+    </text>
+  </region>
+  <region id="6" left="9" top="108" width="83" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math optimize="2">
+      <input>
+        <e type="operand">L.B</e>
+        <e type="operand">2.1</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="7" left="144" top="108" width="258" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
+    <text lang="rus">
+      <p>Расстояние до второй опоры</p>
+    </text>
+    <text lang="eng">
+      <p>Distance to the second support</p>
+    </text>
+  </region>
+  <region id="8" left="9" top="144" width="350" height="40" color="#804040" bgColor="#ffffff" fontSize="10">
+    <text lang="rus">
+      <p bold="true">Сосредоточенные нагрузки
(каждый столбец - параметры отдельной нагрузки)</p>
+    </text>
+    <text lang="eng">
+      <p bold="true">List of the Point Loads
(every column - options of  a single Load)</p>
+    </text>
+  </region>
+  <region id="9" left="9" top="180" width="177" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math optimize="2">
+      <input>
+        <e type="operand">F</e>
+        <e type="operand">10</e>
+        <e type="operand" style="unit">kN</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">8</e>
+        <e type="operand" style="unit">kN</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">17</e>
+        <e type="operand" style="unit">kN</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">50</e>
+        <e type="operand" style="unit">cm</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">1.1</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">2.6</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">2</e>
+        <e type="operand">3</e>
+        <e type="function" preserve="true" args="8">mat</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="10" left="243" top="198" width="176" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
+    <text lang="rus">
+      <p>Расстояние до нагрузки</p>
+    </text>
+    <text lang="eng">
+      <p>Distance to the Load</p>
+    </text>
+  </region>
+  <region id="11" top="243" color="#000000" bgColor="#ffffff">
+    <area collapsed="true" />
+    <region id="12" left="9" top="261" width="201" height="24" border="true" color="#000000" bgColor="#dddddd" fontSize="10">
+      <text lang="rus">
+        <p>Отрисовка элементов расчётной схемы:</p>
+      </text>
+      <text lang="eng">
+        <p>Beam diagram preparing:</p>
+      </text>
+    </region>
+    <region id="13" left="9" top="288" width="60" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">top</e>
+          <e type="operand">2</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="14" left="9" top="306" width="199" height="81" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math>
+        <input>
+          <e type="operand">x</e>
+          <e type="function" args="1">base.L</e>
+          <e type="operand">x</e>
+          <e type="operand">top</e>
+          <e type="operand">1</e>
+          <e type="operand">x</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">2</e>
+          <e type="operator" args="1">-</e>
+          <e type="operand">top</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">1</e>
+          <e type="operator" args="1">-</e>
+          <e type="operand">x</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">2</e>
+          <e type="operator" args="1">-</e>
+          <e type="operand">top</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">x</e>
+          <e type="operand">top</e>
+          <e type="operand">4</e>
+          <e type="operand">2</e>
+          <e type="function" preserve="true" args="10">mat</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="15" left="216" top="333" width="136" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
+      <text lang="rus">
+        <p>Отрисовка опоры</p>
+      </text>
+      <text lang="eng">
+        <p>Support drawing</p>
+      </text>
+    </region>
+    <region id="16" left="9" top="387" width="360" height="135" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math>
+        <input>
+          <e type="operand">x</e>
+          <e type="operand">sign</e>
+          <e type="function" args="2">arrow.F</e>
+          <e type="operand">x</e>
+          <e type="operand">top</e>
+          <e type="operand">0.1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">0.5</e>
+          <e type="operator" args="1">-</e>
+          <e type="operand">x</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">1.7</e>
+          <e type="operand">sign</e>
+          <e type="operator" args="2">*</e>
+          <e type="operand">top</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">0.1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">x</e>
+          <e type="operand">top</e>
+          <e type="operand">0.1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">0.5</e>
+          <e type="operand">x</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">1.7</e>
+          <e type="operand">sign</e>
+          <e type="operator" args="2">*</e>
+          <e type="operand">top</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">0.1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">x</e>
+          <e type="operand">top</e>
+          <e type="operand">0.1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">x</e>
+          <e type="operand">6</e>
+          <e type="operand">sign</e>
+          <e type="operator" args="2">*</e>
+          <e type="operand">top</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">0.1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">x</e>
+          <e type="operand">top</e>
+          <e type="operand">0.1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">7</e>
+          <e type="operand">2</e>
+          <e type="function" preserve="true" args="16">mat</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="17" left="369" top="432" width="176" height="40" color="#000000" bgColor="#ffff80" fontSize="10">
+      <text lang="rus">
+        <p>Отрисовка стрелки
сосредоточенной нагрузки</p>
+      </text>
+      <text lang="eng">
+        <p>Drawing of the arrow
of Point Load</p>
+      </text>
+    </region>
+    <region id="18" left="9" top="531" width="111" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">arr.F</e>
+          <e type="operand">0</e>
+          <e type="operand">top</e>
+          <e type="operand">1</e>
+          <e type="operand">2</e>
+          <e type="function" preserve="true" args="4">mat</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="19" left="9" top="558" width="388" height="74" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">k</e>
+          <e type="operand">F</e>
+          <e type="function" preserve="true" args="1">cols</e>
+          <e type="operator" args="2">≤</e>
+          <e type="operand">k</e>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">arr.F</e>
+          <e type="operand">arr.F</e>
+          <e type="operand">F</e>
+          <e type="operand">2</e>
+          <e type="operand">k</e>
+          <e type="function" preserve="true" args="3">el</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">F</e>
+          <e type="operand">1</e>
+          <e type="operand">k</e>
+          <e type="function" preserve="true" args="3">el</e>
+          <e type="function" preserve="true" args="1">sign</e>
+          <e type="function" args="2">arrow.F</e>
+          <e type="function" preserve="true" args="2">stack</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">1</e>
+          <e type="operand">1</e>
+          <e type="function" preserve="true" args="3">line</e>
+          <e type="function" preserve="true" args="4">for</e>
+        </input>
+      </math>
+    </region>
+    <region id="20" left="414" top="576" width="184" height="40" color="#000000" bgColor="#ffff80" fontSize="10">
+      <text lang="rus">
+        <p>Отрисовка действующих
сосредоточенных нагрузок</p>
+      </text>
+      <text lang="eng">
+        <p>Drawing of the
specified Point Loads</p>
+      </text>
+    </region>
+    <region id="21" left="9" top="648" width="262" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">op</e>
+          <e type="operand">L.A</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="function" args="1">base.L</e>
+          <e type="operand">L.B</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="function" args="1">base.L</e>
+          <e type="function" preserve="true" args="2">stack</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="22" left="9" top="693" width="171" height="133" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">beam.1</e>
+          <e type="operand">0</e>
+          <e type="operand">top</e>
+          <e type="operand">L</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">top</e>
+          <e type="operand">L</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">top</e>
+          <e type="operand">0.1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">0</e>
+          <e type="operand">top</e>
+          <e type="operand">0.1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">0</e>
+          <e type="operand">top</e>
+          <e type="operand">5</e>
+          <e type="operand">2</e>
+          <e type="function" preserve="true" args="12">mat</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="23" left="171" top="747" width="111" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
+      <text lang="rus">
+        <p>Отрисовка балки</p>
+      </text>
+      <text lang="eng">
+        <p>Beam drawing</p>
+      </text>
+    </region>
+    <region id="24" left="9" top="828" width="412" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">arr.F</e>
+          <e type="operand">arr.F</e>
+          <e type="operand">L.A</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">1</e>
+          <e type="operator" args="1">-</e>
+          <e type="function" args="2">arrow.F</e>
+          <e type="operand">L.B</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">1</e>
+          <e type="operator" args="1">-</e>
+          <e type="function" args="2">arrow.F</e>
+          <e type="function" preserve="true" args="3">stack</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="25" left="9" top="891" width="380" height="65" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math>
+        <input>
+          <e type="operand">x</e>
+          <e type="operand">inc</e>
+          <e type="function" args="2">ground.op</e>
+          <e type="operand">x</e>
+          <e type="operand">inc</e>
+          <e type="operand">0.5</e>
+          <e type="operator" args="2">*</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">2.7</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">top</e>
+          <e type="operand">2</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">x</e>
+          <e type="operand">inc</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">-</e>
+          <e type="bracket">(</e>
+          <e type="operand">0.5</e>
+          <e type="operator" args="2">*</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">2.7</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">top</e>
+          <e type="operand">2.4</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">x</e>
+          <e type="operand">inc</e>
+          <e type="operand">0.5</e>
+          <e type="operator" args="2">*</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">2.7</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">top</e>
+          <e type="operand">2</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">3</e>
+          <e type="operand">2</e>
+          <e type="function" preserve="true" args="8">mat</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="26" left="9" top="954" width="290" height="366" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">op</e>
+          <e type="operand">op</e>
+          <e type="operand">L.B</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">top</e>
+          <e type="operand">2</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">1</e>
+          <e type="operand">2</e>
+          <e type="function" preserve="true" args="4">mat</e>
+          <e type="function" preserve="true" args="2">stack</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">k</e>
+          <e type="operand">10</e>
+          <e type="operator" args="2">≤</e>
+          <e type="operand">k</e>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">op</e>
+          <e type="operand">op</e>
+          <e type="operand">L.B</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">k</e>
+          <e type="function" args="2">ground.op</e>
+          <e type="function" preserve="true" args="2">stack</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">1</e>
+          <e type="operand">1</e>
+          <e type="function" preserve="true" args="3">line</e>
+          <e type="function" preserve="true" args="4">for</e>
+          <e type="operand">op</e>
+          <e type="operand">op</e>
+          <e type="operand">L.B</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">top</e>
+          <e type="operand">2</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">L.B</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">top</e>
+          <e type="operand">L.A</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">top</e>
+          <e type="operand">L.A</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">top</e>
+          <e type="operand">2</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">4</e>
+          <e type="operand">2</e>
+          <e type="function" preserve="true" args="10">mat</e>
+          <e type="function" preserve="true" args="2">stack</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">k</e>
+          <e type="operand">10</e>
+          <e type="operator" args="2">≤</e>
+          <e type="operand">k</e>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">op</e>
+          <e type="operand">op</e>
+          <e type="operand">L.A</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">k</e>
+          <e type="function" args="2">ground.op</e>
+          <e type="function" preserve="true" args="2">stack</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">1</e>
+          <e type="operand">1</e>
+          <e type="function" preserve="true" args="3">line</e>
+          <e type="function" preserve="true" args="4">for</e>
+          <e type="operand">4</e>
+          <e type="operand">1</e>
+          <e type="function" preserve="true" args="6">line</e>
+        </input>
+      </math>
+    </region>
+    <region id="27" left="306" top="1116" width="127" height="40" color="#000000" bgColor="#ffff80" fontSize="10">
+      <text lang="rus">
+        <p>Отрисовка основания
опор</p>
+      </text>
+      <text lang="eng">
+        <p>Drawing of the
supports</p>
+      </text>
+    </region>
+    <region id="28" left="9" top="1314" width="378" height="181" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math>
+        <input>
+          <e type="operand">marks</e>
+          <e type="operand">L.A</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">top</e>
+          <e type="operand">5.5</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">0.5</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand" style="string">RA</e>
+          <e type="operand">10</e>
+          <e type="operand" style="string">Green</e>
+          <e type="operand">L.B</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">top</e>
+          <e type="operand">5.5</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">0.5</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand" style="string">RB</e>
+          <e type="operand">10</e>
+          <e type="operand" style="string">Green</e>
+          <e type="operand">L.A</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">2.5</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">1</e>
+          <e type="operand" style="string">A</e>
+          <e type="operand">10</e>
+          <e type="operand" style="string">Red</e>
+          <e type="operand">L.B</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">2.5</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">1</e>
+          <e type="operand" style="string">B</e>
+          <e type="operand">10</e>
+          <e type="operand" style="string">Red</e>
+          <e type="operand">4</e>
+          <e type="operand">5</e>
+          <e type="function" preserve="true" args="22">mat</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="29" left="396" top="1395" width="185" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
+      <text lang="rus">
+        <p>Отрисовка меток схемы</p>
+      </text>
+      <text lang="eng">
+        <p>Diagram marks drawing</p>
+      </text>
+    </region>
+    <region id="30" left="9" top="1494" width="730" height="75" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">k</e>
+          <e type="operand">F</e>
+          <e type="function" preserve="true" args="1">cols</e>
+          <e type="operator" args="2">≤</e>
+          <e type="operand">k</e>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operator" args="2">+</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">marks</e>
+          <e type="operand">marks</e>
+          <e type="operand">F</e>
+          <e type="operand">2</e>
+          <e type="operand">k</e>
+          <e type="function" preserve="true" args="3">el</e>
+          <e type="operand" style="unit">dm</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">top</e>
+          <e type="operand">5.5</e>
+          <e type="operand">F</e>
+          <e type="operand">1</e>
+          <e type="operand">k</e>
+          <e type="function" preserve="true" args="3">el</e>
+          <e type="function" preserve="true" args="1">sign</e>
+          <e type="operator" args="2">*</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand">0.5</e>
+          <e type="operator" args="2">+</e>
+          <e type="operand" style="string">F</e>
+          <e type="operand">k</e>
+          <e type="function" preserve="true" args="1">num2str</e>
+          <e type="function" preserve="true" args="2">concat</e>
+          <e type="operand">10</e>
+          <e type="operand" style="string">Green</e>
+          <e type="operand">1</e>
+          <e type="operand">5</e>
+          <e type="function" preserve="true" args="7">mat</e>
+          <e type="function" preserve="true" args="2">stack</e>
+          <e type="operator" args="2">:</e>
+          <e type="operand">1</e>
+          <e type="operand">1</e>
+          <e type="function" preserve="true" args="3">line</e>
+          <e type="function" preserve="true" args="4">for</e>
+        </input>
+      </math>
+    </region>
+    <region id="31" left="9" top="1584" width="139" height="97" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">plotter</e>
+          <e type="operand">beam.1</e>
+          <e type="operand">op</e>
+          <e type="operand">arr.F</e>
+          <e type="operand">marks</e>
+          <e type="operand">4</e>
+          <e type="operand">1</e>
+          <e type="function" preserve="true" args="6">sys</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="32" left="171" top="1620" width="258" height="40" color="#000000" bgColor="#ffff80" fontSize="10">
+      <text lang="rus">
+        <p>Подготовка компонент расчётной
схемы к окончательной отрисовке</p>
+      </text>
+      <text lang="eng">
+        <p>Preparing of the diagram parts
to be drawn</p>
+      </text>
+    </region>
+    <region id="33" top="1692" color="#000000" bgColor="#ffffff">
+      <area terminator="true" />
+    </region>
+  </region>
+  <region id="34" left="9" top="1710" width="119" height="24" border="true" color="#000000" bgColor="#dddddd" fontSize="10">
+    <text lang="rus">
+      <p>Расчётная схема:</p>
+    </text>
+    <text lang="eng">
+      <p>Beam diagram:</p>
+    </text>
+  </region>
+  <region id="35" left="9" top="1737" width="556" height="233" color="#000000" bgColor="#80ff80" fontSize="10" showInputData="False">
+    <plot grid="false" axes="false" type="2d" render="lines" scale_x="1.10535586945521" scale_y="1.10535586945521" scale_z="1.10535586945521" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-237" transpose_y="-33" transpose_z="0">
+      <input>
+        <e type="operand">plotter</e>
+      </input>
+    </plot>
+  </region>
+  <region id="36" top="1971" color="#000000" bgColor="#ffffff">
+    <area collapsed="true" />
+    <region id="37" left="9" top="1989" width="111" height="24" border="true" color="#000000" bgColor="#dddddd" fontSize="10">
+      <text lang="rus">
+        <p>Расчёт:</p>
+      </text>
+      <text lang="eng">
+        <p>Calculation:</p>
+      </text>
+    </region>
+    <region id="38" left="9" top="2007" width="231" height="65" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">R.A</e>
+          <e type="operand">L.B</e>
+          <e type="operand">F</e>
+          <e type="operand">2</e>
+          <e type="operand">k</e>
+          <e type="function" preserve="true" args="3">el</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">L.B</e>
+          <e type="operand">L.A</e>
+          <e type="operator" args="2">-</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">F</e>
+          <e type="operand">1</e>
+          <e type="operand">k</e>
+          <e type="function" preserve="true" args="3">el</e>
+          <e type="operator" args="2">*</e>
+          <e type="bracket">(</e>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operand">F</e>
+          <e type="function" preserve="true" args="1">cols</e>
+          <e type="function" preserve="true" args="4">sum</e>
+          <e type="operator" args="1">-</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="39" left="612" top="2034" width="111" height="40" color="#000000" bgColor="#ffff80" fontSize="10">
+      <text lang="rus">
+        <p>Реакция левой
опоры</p>
+      </text>
+      <text lang="eng">
+        <p>Left support
stress</p>
+      </text>
+    </region>
+    <region id="40" left="9" top="2079" width="231" height="65" color="#000000" bgColor="#ffffff" fontSize="10">
+      <math optimize="2">
+        <input>
+          <e type="operand">R.B</e>
+          <e type="operand">F</e>
+          <e type="operand">2</e>
+          <e type="operand">k</e>
+          <e type="function" preserve="true" args="3">el</e>
+          <e type="operand">L.A</e>
+          <e type="operator" args="2">-</e>
+          <e type="operand">L.B</e>
+          <e type="operand">L.A</e>
+          <e type="operator" args="2">-</e>
+          <e type="operator" args="2">/</e>
+          <e type="operand">F</e>
+          <e type="operand">1</e>
+          <e type="operand">k</e>
+          <e type="function" preserve="true" args="3">el</e>
+          <e type="operator" args="2">*</e>
+          <e type="bracket">(</e>
+          <e type="operand">k</e>
+          <e type="operand">1</e>
+          <e type="operand">F</e>
+          <e type="function" preserve="true" args="1">cols</e>
+          <e type="function" preserve="true" args="4">sum</e>
+          <e type="operator" args="1">-</e>
+          <e type="operator" args="2">:</e>
+        </input>
+      </math>
+    </region>
+    <region id="41" left="612" top="2115" width="119" height="40" color="#000000" bgColor="#ffff80" fontSize="10">
+      <text lang="rus">
+        <p>Реакция правой
опоры</p>
+      </text>
+      <text lang="eng">
+        <p>Right support
stress</p>
+      </text>
+    </region>
+    <region id="42" top="2160" color="#000000" bgColor="#ffffff">
+      <area terminator="true" />
+    </region>
+  </region>
+  <region id="43" left="9" top="2178" width="78" height="24" border="true" color="#000000" bgColor="#dddddd" fontSize="10">
+    <text lang="rus">
+      <p>Результаты:</p>
+    </text>
+    <text lang="eng">
+      <p>Results:</p>
+    </text>
+  </region>
+  <region id="44" left="9" top="2205" width="152" height="24" color="#804040" bgColor="#ffffff" fontSize="10">
+    <text lang="rus">
+      <p bold="true">Опорные реакции</p>
+    </text>
+    <text lang="eng">
+      <p bold="true">Supports stresses</p>
+    </text>
+  </region>
+  <region id="45" left="9" top="2232" width="131" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">R.A</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">kN</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">10.3333</e>
+        <e type="operator" args="1">-</e>
+      </result>
+    </math>
+  </region>
+  <region id="46" left="9" top="2259" width="131" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">R.B</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">kN</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">24.6667</e>
+        <e type="operator" args="1">-</e>
+      </result>
+    </math>
+  </region>
+  <region id="47" left="9" top="2295" width="78" height="24" border="true" color="#000000" bgColor="#dddddd" fontSize="10">
+    <text lang="rus">
+      <p>Проверка:</p>
+    </text>
+    <text lang="ind">
+      <p>Cek Hasil:</p>
+    </text>
+    <text lang="eng">
+      <p>Control:</p>
+    </text>
+  </region>
+  <region id="48" left="9" top="2322" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">R.A</e>
+        <e type="operand">R.B</e>
+        <e type="operator" args="2">+</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">kN</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">35</e>
+        <e type="operator" args="1">-</e>
+      </result>
+    </math>
+  </region>
+  <region id="49" left="9" top="2349" width="156" height="65" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">F</e>
+        <e type="operand">1</e>
+        <e type="operand">k</e>
+        <e type="function" preserve="true" args="3">el</e>
+        <e type="operand">k</e>
+        <e type="operand">1</e>
+        <e type="operand">F</e>
+        <e type="function" preserve="true" args="1">cols</e>
+        <e type="function" preserve="true" args="4">sum</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">kN</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">35</e>
+      </result>
+    </math>
+  </region>
+</regions>
\ No newline at end of file
diff --git a/Planetovka.sm b/Planetovka.sm
index 1d61da7..53180c6 100644
--- a/Planetovka.sm
+++ b/Planetovka.sm
@@ -4,7 +4,7 @@
   <settings>
     <identity>
       <id>9d5361ef-bd1e-4200-a183-1dc652b53c7f</id>
-      <revision>320</revision>
+      <revision>377</revision>
     </identity>
     <calculation>
       <precision>4</precision>
@@ -2878,18 +2878,18 @@
       </result>
     </math>
   </region>
-  <region id="269" left="54" top="5931" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="269" left="54" top="5931" width="78" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="eng">
+      <p bold="true">Satelit:</p>
+    </text>
+  </region>
+  <region id="270" left="54" top="5931" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">b</e>
       </input>
     </math>
   </region>
-  <region id="270" left="54" top="5931" width="78" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
-    <text lang="eng">
-      <p bold="true">Satelit:</p>
-    </text>
-  </region>
   <region id="271" left="54" top="5949" width="241" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
@@ -6068,12 +6068,12 @@
       </input>
     </math>
   </region>
-  <region id="525" left="45" top="16047" width="225" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="525" left="45" top="16065" width="225" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Radiální síly v ložiscích:</p>
     </text>
   </region>
-  <region id="526" left="387" top="16047" width="120" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="526" left="504" top="16065" width="120" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math optimize="2" error="68">
       <input>
         <e type="operand">F.A</e>
@@ -6086,12 +6086,12 @@
       </input>
     </math>
   </region>
-  <region id="527" left="45" top="16065" width="225" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="527" left="45" top="16083" width="225" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p>Zátěž hřídele od pastorku:</p>
     </text>
   </region>
-  <region id="528" left="387" top="16074" width="138" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="528" left="504" top="16092" width="138" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math optimize="2" error="68">
       <input>
         <e type="operand">F.n4</e>
@@ -6106,7 +6106,7 @@
       </input>
     </math>
   </region>
-  <region id="529" left="45" top="16083" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="529" left="45" top="16101" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.n4</e>
@@ -6118,12 +6118,17 @@
       </result>
     </math>
   </region>
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+  <region id="530" left="45" top="16128" width="455" height="220" color="#000000" bgColor="#ffffff">
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+    </picture>
+  </region>
+  <region id="531" left="504" top="16155" width="193" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
-      <p>Ložisko B (kuličkové):</p>
+      <p bold="true">Ložisko B (kuličkové):</p>
     </text>
   </region>
-  <region id="531" left="45" top="16137" width="210" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="532" left="504" top="16173" width="210" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.B</e>
@@ -6141,12 +6146,12 @@
       </result>
     </math>
   </region>
-  <region id="532" left="45" top="16191" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="533" left="504" top="16227" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
-      <p>Ložisko A (jehličkové):</p>
+      <p bold="true">Ložisko A (jehličkové):</p>
     </text>
   </region>
-  <region id="533" left="45" top="16209" width="220" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="534" left="504" top="16245" width="220" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.A</e>
@@ -6162,12 +6167,12 @@
       </result>
     </math>
   </region>
-  <region id="534" left="45" top="16353" width="434" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="535" left="45" top="16362" width="434" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Minimální vnější průměr duté hřídele dle HMH  k MSP:</p>
     </text>
   </region>
-  <region id="535" left="45" top="16371" width="69" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="536" left="45" top="16380" width="69" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">k.n</e>
@@ -6176,7 +6181,7 @@
       </input>
     </math>
   </region>
-  <region id="536" left="45" top="16398" width="233" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="537" left="45" top="16407" width="233" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">M.o_max</e>
@@ -6195,7 +6200,7 @@
       </result>
     </math>
   </region>
-  <region id="537" left="45" top="16425" width="199" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="538" left="45" top="16434" width="199" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">σ.red</e>
@@ -6212,7 +6217,7 @@
       </result>
     </math>
   </region>
-  <region id="538" left="45" top="16479" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="539" left="45" top="16488" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">α.τ</e>
@@ -6221,7 +6226,7 @@
       </input>
     </math>
   </region>
-  <region id="539" left="45" top="16506" width="69" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="540" left="45" top="16515" width="69" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">α.σ</e>
@@ -6230,7 +6235,7 @@
       </input>
     </math>
   </region>
-  <region id="540" left="45" top="16542" width="479" height="88" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="541" left="45" top="16551" width="479" height="88" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">D.msp</e>
@@ -6285,12 +6290,12 @@
       </result>
     </math>
   </region>
-  <region id="541" left="45" top="16623" width="512" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="542" left="45" top="16632" width="512" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Minimální vnější průměr duté hřídele dle Gerbera + HMH k MSÚ:</p>
     </text>
   </region>
-  <region id="542" left="45" top="16641" width="330" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="543" left="45" top="16650" width="330" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">d.e</e>
@@ -6321,17 +6326,17 @@
       </result>
     </math>
   </region>
-  <region id="543" left="45" top="16695" width="226" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="544" left="45" top="16704" width="226" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Marinova Rce, 345 shigley:</p>
     </text>
   </region>
-  <region id="544" left="45" top="16713" width="398" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="545" left="45" top="16722" width="398" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p underline="true">Součinitel vlivu jakosti povrchu: (shigley 346)</p>
     </text>
   </region>
-  <region id="545" left="45" top="16731" width="68" height="24" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="546" left="45" top="16740" width="68" height="24" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">a</e>
@@ -6340,7 +6345,7 @@
       </input>
     </math>
   </region>
-  <region id="546" left="135" top="16731" width="85" height="24" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="547" left="135" top="16740" width="85" height="24" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">b</e>
@@ -6350,7 +6355,7 @@
       </input>
     </math>
   </region>
-  <region id="547" left="45" top="16749" width="184" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="548" left="45" top="16758" width="184" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">k.a</e>
@@ -6369,12 +6374,12 @@
       </result>
     </math>
   </region>
-  <region id="548" left="45" top="16803" width="398" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="549" left="45" top="16812" width="398" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p underline="true">Součinitel vlivu jakosti povrchu: (shigley 346)</p>
     </text>
   </region>
-  <region id="549" left="45" top="16830" width="292" height="80" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
+  <region id="550" left="45" top="16839" width="292" height="80" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
     <math>
       <input>
         <e type="operand">d.e</e>
@@ -6389,7 +6394,7 @@
       </result>
     </math>
   </region>
-  <region id="550" left="45" top="16911" width="155" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="551" left="45" top="16920" width="155" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">k.b</e>
@@ -6403,17 +6408,17 @@
       </input>
     </math>
   </region>
-  <region id="551" left="45" top="16947" width="423" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="552" left="45" top="16956" width="423" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p underline="true">Součinitel vlivu způsobu zatěžování: (shigley 348)</p>
     </text>
   </region>
-  <region id="552" left="45" top="16965" width="463" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="553" left="45" top="16974" width="463" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p>Podmínka krutu kombinovaného s ohybem, poznámka 33 dole</p>
     </text>
   </region>
-  <region id="553" left="45" top="16983" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="554" left="45" top="16992" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">k.c</e>
@@ -6422,12 +6427,12 @@
       </input>
     </math>
   </region>
-  <region id="554" left="45" top="17010" width="381" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="555" left="45" top="17019" width="381" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p underline="true">Součinitel vlivu teploty: (shigley 349, t7-6)</p>
     </text>
   </region>
-  <region id="555" left="45" top="17028" width="77" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="556" left="45" top="17037" width="77" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">k.d</e>
@@ -6436,12 +6441,12 @@
       </input>
     </math>
   </region>
-  <region id="556" left="45" top="17055" width="381" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="557" left="45" top="17064" width="381" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p underline="true">Součinitel spolehlivosti: (shigley 350, t7-7)</p>
     </text>
   </region>
-  <region id="557" left="45" top="17073" width="85" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="558" left="45" top="17082" width="85" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">k.e</e>
@@ -6450,7 +6455,7 @@
       </input>
     </math>
   </region>
-  <region id="558" left="45" top="17100" width="323" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="559" left="45" top="17109" width="323" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">σ'.Co</e>
@@ -6475,7 +6480,7 @@
       </result>
     </math>
   </region>
-  <region id="559" left="45" top="17127" width="151" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="560" left="45" top="17136" width="151" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">β.σ</e>
@@ -6489,7 +6494,7 @@
       </result>
     </math>
   </region>
-  <region id="560" left="45" top="17154" width="143" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="561" left="45" top="17163" width="143" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">β.τ</e>
@@ -6503,7 +6508,7 @@
       </result>
     </math>
   </region>
-  <region id="561" left="45" top="17181" width="650" height="104" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="562" left="45" top="17190" width="650" height="104" color="#000000" bgColor="#ffffff" fontSize="10">
     <math optimize="2" decimalPlaces="2">
       <input>
         <e type="operand">D.msu</e>
@@ -6576,7 +6581,7 @@
       </input>
     </math>
   </region>
-  <region id="562" left="45" top="17280" width="129" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="563" left="45" top="17289" width="129" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">D.msu</e>
@@ -6589,7 +6594,7 @@
       </result>
     </math>
   </region>
-  <region id="563" left="45" top="17316" width="82" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="564" left="45" top="17325" width="82" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">D.h</e>
@@ -6600,27 +6605,27 @@
       </input>
     </math>
   </region>
-  <region id="564" left="36" top="17379" width="138" height="33" color="#000000" bgColor="#ffffff" fontSize="15">
+  <region id="565" left="36" top="17388" width="138" height="33" color="#000000" bgColor="#ffffff" fontSize="15">
     <text lang="cze">
       <p bold="true">Cvičení 8:</p>
     </text>
   </region>
-  <region id="565" left="45" top="17406" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="566" left="45" top="17415" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Volba ložiska:</p>
     </text>
   </region>
-  <region id="566" left="45" top="17424" width="225" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="567" left="45" top="17433" width="225" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Jehlové ložisko v místě A:</p>
     </text>
   </region>
-  <region id="567" left="45" top="17442" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="568" left="45" top="17451" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p>Volba:</p>
     </text>
   </region>
-  <region id="568" left="108" top="17442" width="167" height="32" border="true" color="#000000" bgColor="#ffff80" fontSize="10">
+  <region id="569" left="108" top="17451" width="167" height="32" border="true" color="#000000" bgColor="#ffff80" fontSize="10">
     <math>
       <input>
         <e type="operand">loz.A</e>
@@ -6629,7 +6634,7 @@
       </input>
     </math>
   </region>
-  <region id="569" left="180" top="17460" width="160" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="570" left="180" top="17469" width="160" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">n.4</e>
@@ -6645,7 +6650,7 @@
       </result>
     </math>
   </region>
-  <region id="570" left="45" top="17469" width="122" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="571" left="45" top="17478" width="122" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.A</e>
@@ -6658,7 +6663,7 @@
       </result>
     </math>
   </region>
-  <region id="571" left="45" top="17496" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="572" left="45" top="17505" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">d.A</e>
@@ -6669,7 +6674,7 @@
       </input>
     </math>
   </region>
-  <region id="572" left="162" top="17496" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="573" left="162" top="17505" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">B.A</e>
@@ -6680,18 +6685,18 @@
       </input>
     </math>
   </region>
-  <region id="573" left="270" top="17496" width="64" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="574" left="261" top="17505" width="91" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
-        <e type="operand">a.A</e>
-        <e type="operand">10</e>
-        <e type="operand">3</e>
-        <e type="operator" args="2">/</e>
+        <e type="operand">r.A</e>
+        <e type="operand">0.6</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="574" left="45" top="17523" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="575" left="45" top="17532" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">D.A</e>
@@ -6702,7 +6707,7 @@
       </input>
     </math>
   </region>
-  <region id="575" left="162" top="17523" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="576" left="162" top="17532" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">C.A</e>
@@ -6713,7 +6718,18 @@
       </input>
     </math>
   </region>
-  <region id="576" left="45" top="17550" width="266" height="76" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="577" left="261" top="17532" width="64" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">a.A</e>
+        <e type="operand">10</e>
+        <e type="operand">3</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="578" left="45" top="17559" width="266" height="76" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">L.10hA</e>
@@ -6739,7 +6755,7 @@
       </result>
     </math>
   </region>
-  <region id="577" left="45" top="17622" width="116" height="32" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
+  <region id="579" left="45" top="17631" width="116" height="32" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
     <math>
       <input>
         <e type="operand">L.h</e>
@@ -6751,26 +6767,26 @@
       </result>
     </math>
   </region>
-  <region id="578" left="45" top="17658" width="241" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="580" left="45" top="17667" width="241" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Kuličkové ložisko v místě B:</p>
     </text>
   </region>
-  <region id="579" left="45" top="17676" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="581" left="45" top="17685" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p>Volba:</p>
     </text>
   </region>
-  <region id="580" left="117" top="17676" width="142" height="32" border="true" color="#000000" bgColor="#ffff80" fontSize="10">
+  <region id="582" left="117" top="17685" width="142" height="32" border="true" color="#000000" bgColor="#ffff80" fontSize="10">
     <math>
       <input>
         <e type="operand">loz.B</e>
-        <e type="operand" style="string">6010.2RS</e>
+        <e type="operand" style="string">6009.2RS</e>
         <e type="operator" args="2">:</e>
       </input>
     </math>
   </region>
-  <region id="581" left="315" top="17685" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="583" left="315" top="17694" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">d.B</e>
@@ -6781,7 +6797,7 @@
       </input>
     </math>
   </region>
-  <region id="582" left="459" top="17685" width="99" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="584" left="459" top="17694" width="99" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">C.B</e>
@@ -6792,7 +6808,7 @@
       </input>
     </math>
   </region>
-  <region id="583" left="45" top="17703" width="113" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="585" left="45" top="17712" width="113" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.B</e>
@@ -6805,7 +6821,7 @@
       </result>
     </math>
   </region>
-  <region id="584" left="315" top="17712" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="586" left="315" top="17721" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">D.B</e>
@@ -6816,21 +6832,18 @@
       </input>
     </math>
   </region>
-  <region id="585" left="459" top="17712" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="587" left="459" top="17721" width="74" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
-        <e type="operand">a.B</e>
-        <e type="operand">3</e>
+        <e type="operand">r.B</e>
+        <e type="operand">1</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="586" left="513" top="17712" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
-    <text lang="cze">
-      <p>// Kuličkové</p>
-    </text>
-  </region>
-  <region id="587" left="45" top="17721" width="160" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="588" left="45" top="17730" width="160" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">n.4</e>
@@ -6846,7 +6859,7 @@
       </result>
     </math>
   </region>
-  <region id="588" left="315" top="17739" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="589" left="315" top="17748" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">B.B</e>
@@ -6857,7 +6870,21 @@
       </input>
     </math>
   </region>
-  <region id="589" left="45" top="17757" width="266" height="76" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="590" left="459" top="17757" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">a.B</e>
+        <e type="operand">3</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="591" left="513" top="17757" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p>// Kuličkové</p>
+    </text>
+  </region>
+  <region id="592" left="45" top="17766" width="266" height="76" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">L.10hB</e>
@@ -6883,12 +6910,12 @@
       </result>
     </math>
   </region>
-  <region id="590" left="315" top="17784" width="298" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="593" left="315" top="17793" width="298" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p>// Dosazeno v zakladnich jednotkach</p>
     </text>
   </region>
-  <region id="591" left="45" top="17829" width="116" height="32" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
+  <region id="594" left="45" top="17838" width="116" height="32" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
     <math>
       <input>
         <e type="operand">L.h</e>
@@ -6900,17 +6927,17 @@
       </result>
     </math>
   </region>
-  <region id="592" left="45" top="17865" width="471" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="595" left="45" top="17874" width="471" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p underline="true">viz: Planetová převodovka - doplňující podklady v1.1.pdf</p>
     </text>
   </region>
-  <region id="593" left="45" top="17883" width="637" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="596" left="45" top="17892" width="637" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="eng">
       <p>S ohledem na rozměr Dh jsou voleny rozměry drážkování ze lehké řady středění 
na vniřní průměr:</p>
     </text>
   </region>
-  <region id="594" left="162" top="17919" width="60" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="597" left="162" top="17928" width="60" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">z.dr</e>
@@ -6919,7 +6946,7 @@
       </input>
     </math>
   </region>
-  <region id="595" left="270" top="17919" width="90" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="598" left="270" top="17928" width="90" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">D.dr</e>
@@ -6930,7 +6957,7 @@
       </input>
     </math>
   </region>
-  <region id="596" left="378" top="17919" width="99" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="599" left="378" top="17928" width="99" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">r.dr</e>
@@ -6941,12 +6968,12 @@
       </input>
     </math>
   </region>
-  <region id="597" left="54" top="17928" width="106" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="600" left="54" top="17937" width="106" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="eng">
       <p>počet zubů: </p>
     </text>
   </region>
-  <region id="598" left="162" top="17946" width="90" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="601" left="162" top="17955" width="90" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">d.dr</e>
@@ -6957,7 +6984,7 @@
       </input>
     </math>
   </region>
-  <region id="599" left="270" top="17946" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+  <region id="602" left="270" top="17955" width="82" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
     <math>
       <input>
         <e type="operand">b.dr</e>
@@ -6968,7 +6995,7 @@
       </input>
     </math>
   </region>
-  <region id="600" left="45" top="17982" width="672" height="48" color="#000000" bgColor="#ffffff" fontSize="8">
+  <region id="603" left="45" top="17991" width="672" height="48" color="#000000" bgColor="#ffffff" fontSize="8">
     <math optimize="2">
       <input>
         <e type="operand">ozn.h</e>
@@ -6995,7 +7022,7 @@
       </input>
     </math>
   </region>
-  <region id="601" left="45" top="18027" width="679" height="48" color="#000000" bgColor="#ffffff" fontSize="8">
+  <region id="604" left="45" top="18036" width="679" height="48" color="#000000" bgColor="#ffffff" fontSize="8">
     <math>
       <input>
         <e type="operand">ozn.n</e>
@@ -7022,17 +7049,17 @@
       </input>
     </math>
   </region>
-  <region id="602" left="45" top="18072" width="185" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="605" left="45" top="18081" width="185" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Rovnoboké drážkování:</p>
     </text>
   </region>
-  <region id="603" left="45" top="18090" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="606" left="45" top="18099" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p>Hřídel:</p>
     </text>
   </region>
-  <region id="604" left="117" top="18090" width="268" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="607" left="117" top="18099" width="268" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">ozn.h</e>
@@ -7042,12 +7069,12 @@
       </result>
     </math>
   </region>
-  <region id="605" left="45" top="18117" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="608" left="45" top="18126" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p>Náboj:</p>
     </text>
   </region>
-  <region id="606" left="117" top="18117" width="276" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="609" left="117" top="18126" width="276" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">ozn.n</e>
@@ -7057,12 +7084,12 @@
       </result>
     </math>
   </region>
-  <region id="607" left="45" top="18144" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="610" left="45" top="18153" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="eng">
       <p bold="true">Délka drážek:</p>
     </text>
   </region>
-  <region id="608" left="45" top="18162" width="182" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="611" left="45" top="18171" width="182" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">L.dr</e>
@@ -7081,12 +7108,12 @@
       </result>
     </math>
   </region>
-  <region id="609" left="45" top="18189" width="176" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="612" left="45" top="18198" width="176" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Účinná délka drážek:</p>
     </text>
   </region>
-  <region id="610" left="45" top="18207" width="212" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="613" left="45" top="18216" width="212" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">L.dr_u</e>
@@ -7106,12 +7133,12 @@
       </result>
     </math>
   </region>
-  <region id="611" left="45" top="18234" width="226" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="614" left="45" top="18243" width="226" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="eng">
       <p bold="true">Střední průměr drážkování:</p>
     </text>
   </region>
-  <region id="612" left="45" top="18252" width="187" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="615" left="45" top="18261" width="187" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">D.s</e>
@@ -7127,16 +7154,16 @@
         <e type="operand" style="unit">mm</e>
       </contract>
       <result action="numeric">
-        <e type="operand">25.5</e>
+        <e type="operand">24.5</e>
       </result>
     </math>
   </region>
-  <region id="613" left="45" top="18297" width="192" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="616" left="45" top="18306" width="192" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Síla působící na spoj:</p>
     </text>
   </region>
-  <region id="614" left="45" top="18315" width="209" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="617" left="45" top="18324" width="209" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.dr</e>
@@ -7148,18 +7175,37 @@
         <e type="operator" args="2">:</e>
       </input>
       <result action="numeric">
-        <e type="operand">8712.5557</e>
+        <e type="operand">9068.1702</e>
         <e type="operand" style="unit">N</e>
         <e type="operator" args="2">*</e>
       </result>
     </math>
   </region>
-  <region id="615" left="45" top="18405" width="274" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="618" left="45" top="18414" width="274" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Účinná plocha na 1mm drážkování:</p>
     </text>
   </region>
-  <region id="616" left="45" top="18423" width="320" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="619" left="459" top="18414" width="187" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">D.h_in</e>
+        <e type="operand">D.dr</e>
+        <e type="operand">1</e>
+        <e type="operand" style="unit">mm</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">27</e>
+      </result>
+    </math>
+  </region>
+  <region id="620" left="45" top="18432" width="320" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">A.f</e>
@@ -7184,16 +7230,16 @@
         <e type="operand" style="unit">mm</e>
       </contract>
       <result action="numeric">
-        <e type="operand">9.45</e>
+        <e type="operand">4.95</e>
       </result>
     </math>
   </region>
-  <region id="617" left="45" top="18477" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="621" left="45" top="18477" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Tlak v drážkování:</p>
     </text>
   </region>
-  <region id="618" left="45" top="18495" width="223" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="622" left="45" top="18495" width="223" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">p.dr</e>
@@ -7208,16 +7254,16 @@
         <e type="operand" style="unit">MPa</e>
       </contract>
       <result action="numeric">
-        <e type="operand">30.7321</e>
+        <e type="operand">30.5326</e>
       </result>
     </math>
   </region>
-  <region id="619" left="45" top="18549" width="234" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="623" left="45" top="18549" width="234" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Povolený tlak v drážkování:</p>
     </text>
   </region>
-  <region id="620" left="45" top="18576" width="107" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="624" left="45" top="18576" width="107" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">p.ddr</e>
@@ -7228,17 +7274,17 @@
       </input>
     </math>
   </region>
-  <region id="621" left="171" top="18576" width="266" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="625" left="171" top="18576" width="266" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p>// Pro tento use case 40-70 Mpa</p>
     </text>
   </region>
-  <region id="622" left="45" top="18603" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="626" left="45" top="18603" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Bezpečnost vůči otlačení:</p>
     </text>
   </region>
-  <region id="623" left="45" top="18621" width="171" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="627" left="45" top="18621" width="171" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">k.otl</e>
@@ -7248,21 +7294,2424 @@
         <e type="operator" args="2">:</e>
       </input>
       <result action="numeric">
-        <e type="operand">1.3016</e>
+        <e type="operand">1.3101</e>
       </result>
     </math>
   </region>
-  <region id="624" left="9" top="19242" width="242" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="628" left="45" top="18675" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Průměr osazení hřídele:</p>
+    </text>
+  </region>
+  <region id="629" left="45" top="18693" width="106" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.osaz</e>
+        <e type="operand">53</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="630" left="27" top="18720" width="138" height="33" color="#000000" bgColor="#ffffff" fontSize="15">
+    <text lang="cze">
+      <p bold="true">Cvičení 9.</p>
+    </text>
+  </region>
+  <region id="631" left="27" top="18747" width="730" height="406" color="#000000" bgColor="#ffffff">
+    <picture>
+      <raw format="png" 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</raw>
+    </picture>
+  </region>
+  <region id="632" left="45" top="19152" width="151" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Nebezpečná místa:</p>
+    </text>
+  </region>
+  <region id="633" left="45" top="19170" width="324" height="88" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p>1. Drážkování pod jehličkovým ložiskem
2. Osazení u jehličkového ložiska
3. Osazení u kuličkového ložiska
4. Osazení na konci drážkování
5. Osazení pro pružinu</p>
+    </text>
+  </region>
+  <region id="634" left="45" top="19269" width="357" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">1. Drážkování pod jehličkovým ložiskem (A)</p>
+    </text>
+  </region>
+  <region id="635" left="45" top="19287" width="45" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">MSP:</p>
+    </text>
+  </region>
+  <region id="636" left="45" top="19287" width="437" height="68" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">α.τ_1</e>
+        <e type="operand">6.083</e>
+        <e type="operand">14.775</e>
+        <e type="operand">10</e>
+        <e type="operand">r.dr</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">D.dr</e>
+        <e type="operator" args="2">/</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">-</e>
+        <e type="operand">18.25</e>
+        <e type="operand">10</e>
+        <e type="operand">r.dr</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">D.dr</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="operator" args="2">+</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">5.0544</e>
+      </result>
+    </math>
+  </region>
+  <region id="637" left="45" top="19350" width="191" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">β.τ_1</e>
+        <e type="operand">0.9</e>
+        <e type="operand">α.τ_1</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">4.549</e>
+      </result>
+    </math>
+  </region>
+  <region id="638" left="315" top="19350" width="186" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">α.σ_1</e>
+        <e type="operand">2</e>
+        <e type="operand">α.τ_1</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">3</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">3.3696</e>
+      </result>
+    </math>
+  </region>
+  <region id="639" left="45" top="19377" width="199" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">β.σ_1</e>
+        <e type="operand">0.9</e>
+        <e type="operand">α.σ_1</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">3.0327</e>
+      </result>
+    </math>
+  </region>
+  <region id="640" left="45" top="19422" width="151" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p italic="true">Moment na hřídel:</p>
+    </text>
+  </region>
+  <region id="641" left="270" top="19422" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p italic="true">Vnitřní průměr hř:</p>
+    </text>
+  </region>
+  <region id="642" left="495" top="19422" width="151" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p italic="true">Vnější průměr hř:</p>
+    </text>
+  </region>
+  <region id="643" left="45" top="19440" width="169" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">M.o_max</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">N</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">394.0476</e>
+      </result>
+    </math>
+  </region>
+  <region id="644" left="270" top="19440" width="97" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">D.s</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">24.5</e>
+      </result>
+    </math>
+  </region>
+  <region id="645" left="495" top="19440" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.A</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">45</e>
+      </result>
+    </math>
+  </region>
+  <region id="646" left="45" top="19476" width="144" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p italic="true">Kroutící moment:</p>
+    </text>
+  </region>
+  <region id="647" left="45" top="19494" width="144" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">M.k4</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">N</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">111.0851</e>
+      </result>
+    </math>
+  </region>
+  <region id="648" left="45" top="19521" width="263" height="68" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.o_1</e>
+        <e type="operand">32</e>
+        <e type="operand">M.o_max</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">D.s</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">π</e>
+        <e type="operand">d.A</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">D.s</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">26.2909</e>
+      </result>
+    </math>
+  </region>
+  <region id="649" left="333" top="19521" width="251" height="68" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">τ.k_1</e>
+        <e type="operand">16</e>
+        <e type="operand">M.k4</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">D.s</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">π</e>
+        <e type="operand">d.A</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">D.s</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">3.7058</e>
+      </result>
+    </math>
+  </region>
+  <region id="650" left="45" top="19593" width="407" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.red_1</e>
+        <e type="operand">σ.o_1</e>
+        <e type="operand">α.σ_1</e>
+        <e type="operator" args="2">*</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">3</e>
+        <e type="operand">τ.k_1</e>
+        <e type="operand">α.τ_1</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="operator" args="2">+</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">94.3443</e>
+      </result>
+    </math>
+  </region>
+  <region id="651" left="45" top="19638" width="172" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.1</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">σ.red_1</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">3.4448</e>
+      </result>
+    </math>
+  </region>
+  <region id="652" left="45" top="19692" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Langer:</p>
+    </text>
+  </region>
+  <region id="653" left="45" top="19710" width="235" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.α_1</e>
+        <e type="operand">σ.o_1</e>
+        <e type="operand">β.σ_1</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">79.7316</e>
+      </result>
+    </math>
+  </region>
+  <region id="654" left="45" top="19737" width="264" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.m_1</e>
+        <e type="operand">3</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">τ.k_1</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">β.τ_1</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">29.1984</e>
+      </result>
+    </math>
+  </region>
+  <region id="655" left="45" top="19764" width="217" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.l_1</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">σ.α_1</e>
+        <e type="operand">σ.m_1</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">2.9836</e>
+      </result>
+    </math>
+  </region>
+  <region id="656" left="45" top="19818" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Gerber:</p>
+    </text>
+  </region>
+  <region id="657" left="45" top="19836" width="185" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p>Analýza výpočtu σ'co:</p>
+    </text>
+  </region>
+  <region id="658" left="45" top="19854" width="412" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p>ka - součinitel povrchu - všude stejné - viz výše</p>
+    </text>
+  </region>
+  <region id="659" left="531" top="19854" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.a</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.8392</e>
+      </result>
+    </math>
+  </region>
+  <region id="660" left="45" top="19881" width="500" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p>kb - součinitel velikosti tělesa - de &lt; 51 - vzoreček stejný</p>
+    </text>
+  </region>
+  <region id="661" left="45" top="19908" width="461" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p>kc - součinitel vlivu zatěžování - kombinovaný - stejné</p>
+    </text>
+  </region>
+  <region id="662" left="531" top="19908" width="62" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.c</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1</e>
+      </result>
+    </math>
+  </region>
+  <region id="663" left="45" top="19935" width="453" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p>kd - součinitel vlivu teploty - stené napříč startérem</p>
+    </text>
+  </region>
+  <region id="664" left="531" top="19935" width="87" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.d</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.02</e>
+      </result>
+    </math>
+  </region>
+  <region id="665" left="45" top="19962" width="445" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p>ke - součinitel spolehlivosti - stejný napříč hřídelí</p>
+    </text>
+  </region>
+  <region id="666" left="531" top="19962" width="95" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.e</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.897</e>
+      </result>
+    </math>
+  </region>
+  <region id="667" left="45" top="19989" width="299" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.koef</e>
+        <e type="operand">k.a</e>
+        <e type="operand">k.c</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">k.d</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">k.e</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">σ.Coh</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">214.991</e>
+      </result>
+    </math>
+  </region>
+  <region id="668" left="45" top="20034" width="254" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.e_1</e>
+        <e type="operand">d.A</e>
+        <e type="operand" style="unit">mm</e>
+        <e type="operator" args="2">/</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">D.s</e>
+        <e type="operand" style="unit">mm</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="function" preserve="true" args="1">sqrt</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">37.7459</e>
+      </result>
+    </math>
+  </region>
+  <region id="669" left="45" top="20088" width="245" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.b</e>
+        <e type="operand">1.24</e>
+        <e type="operand">d.e_1</e>
+        <e type="operand">0.107</e>
+        <e type="operator" args="1">-</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">0.8408</e>
+      </result>
+    </math>
+  </region>
+  <region id="670" left="360" top="20088" width="107" height="32" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.e_1</e>
+        <e type="operand">51</e>
+        <e type="operator" args="2">≤</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1</e>
+      </result>
+    </math>
+  </region>
+  <region id="671" left="45" top="20124" width="252" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.'Co_1</e>
+        <e type="operand">k.b</e>
+        <e type="operand">k.koef</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">180.7661</e>
+      </result>
+    </math>
+  </region>
+  <region id="672" left="45" top="20151" width="480" height="72" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.g_1</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operand">R.mh</e>
+        <e type="operand">σ.m_1</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">σ.α_1</e>
+        <e type="operand">σ.'Co_1</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">1</e>
+        <e type="operator" args="1">-</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">σ.m_1</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">σ.'Co_1</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">R.mh</e>
+        <e type="operand">σ.α_1</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>
+        <e type="function" preserve="true" args="1">sqrt</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">2.2374</e>
+      </result>
+    </math>
+  </region>
+  <region id="673" left="45" top="20223" width="365" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">2. Osazení u ložiska A (jehličkové ložisko)</p>
+    </text>
+  </region>
+  <region id="674" left="477" top="20223" width="263" height="24" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Tabulka A-15-8/9, shigley  1115</p>
+    </text>
+  </region>
+  <region id="675" left="45" top="20241" width="45" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">MSP:</p>
+    </text>
+  </region>
+  <region id="676" left="99" top="20241" width="107" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.A</e>
+        <e type="operand">D.s</e>
+        <e type="operator" args="2">/</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.8367</e>
+      </result>
+    </math>
+  </region>
+  <region id="677" left="234" top="20241" width="107" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">r.A</e>
+        <e type="operand">d.A</e>
+        <e type="operator" args="2">/</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.0133</e>
+      </result>
+    </math>
+  </region>
+  <region id="678" left="351" top="20241" width="93" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">α.τ_2</e>
+        <e type="operand">2.65</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="679" left="477" top="20250" width="210" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Tabulka 7-8, shigley 354</p>
+    </text>
+  </region>
+  <region id="680" left="351" top="20268" width="85" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">α.σ_2</e>
+        <e type="operand">2.7</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="681" left="477" top="20268" width="278" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">a.2</e>
+        <e type="operand">139</e>
+        <e type="operand" style="unit">MPa</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">R.mh</e>
+        <e type="operator" args="2">/</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</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>
+      <result action="numeric">
+        <e type="operand">5.9468</e>
+        <e type="operand">10</e>
+        <e type="operand">5</e>
+        <e type="operator" args="1">-</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="682" left="45" top="20304" width="282" height="86" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">β.σ_2</e>
+        <e type="operand">α.σ_2</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">α.σ_2</e>
+        <e type="operand">1</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operand">α.σ_2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">a.2</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">r.A</e>
+        <e type="function" preserve="true" args="1">sqrt</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="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.9335</e>
+      </result>
+    </math>
+  </region>
+  <region id="683" left="45" top="20439" width="282" height="86" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">β.τ_2</e>
+        <e type="operand">α.τ_2</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">α.τ_2</e>
+        <e type="operand">1</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operand">α.τ_2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">a.2</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">r.A</e>
+        <e type="function" preserve="true" args="1">sqrt</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="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.9037</e>
+      </result>
+    </math>
+  </region>
+  <region id="684" left="450" top="20448" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d</e>
+        <e type="operand">D.s</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="685" left="450" top="20475" width="76" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">D</e>
+        <e type="operand">d.osaz</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="686" left="45" top="20520" width="333" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">M.o_2</e>
+        <e type="operand">F.n4</e>
+        <e type="operand">l.1</e>
+        <e type="operand">B.A</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">+</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">F.A</e>
+        <e type="operator" args="1">-</e>
+        <e type="bracket">(</e>
+        <e type="operand">B.A</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">N</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">337.4033</e>
+      </result>
+    </math>
+  </region>
+  <region id="687" left="45" top="20565" width="242" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.o_2</e>
+        <e type="operand">32</e>
+        <e type="operand">M.o_2</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">d</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">π</e>
+        <e type="operand">D</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">d</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">11.1818</e>
+      </result>
+    </math>
+  </region>
+  <region id="688" left="45" top="20619" width="233" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">τ.k_2</e>
+        <e type="operand">16</e>
+        <e type="operand">M.k4</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">d</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">π</e>
+        <e type="operand">D</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">d</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">1.8407</e>
+      </result>
+    </math>
+  </region>
+  <region id="689" left="45" top="20673" width="407" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.red_2</e>
+        <e type="operand">σ.o_2</e>
+        <e type="operand">α.σ_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="operand">3</e>
+        <e type="operand">τ.k_2</e>
+        <e type="operand">α.τ_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="operator" args="2">+</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">31.3506</e>
+      </result>
+    </math>
+  </region>
+  <region id="690" left="45" top="20718" width="181" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.2</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">σ.red_2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">10.3666</e>
+      </result>
+    </math>
+  </region>
+  <region id="691" left="45" top="20772" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Langer:</p>
+    </text>
+  </region>
+  <region id="692" left="45" top="20790" width="235" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.α_2</e>
+        <e type="operand">σ.o_2</e>
+        <e type="operand">β.σ_2</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">21.6198</e>
+      </result>
+    </math>
+  </region>
+  <region id="693" left="45" top="20817" width="255" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.m_2</e>
+        <e type="operand">3</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">τ.k_2</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">β.τ_2</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">6.0693</e>
+      </result>
+    </math>
+  </region>
+  <region id="694" left="45" top="20844" width="226" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.l_2</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">σ.α_2</e>
+        <e type="operand">σ.m_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">11.7375</e>
+      </result>
+    </math>
+  </region>
+  <region id="695" left="45" top="20898" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Gerber:</p>
+    </text>
+  </region>
+  <region id="696" left="45" top="20916" width="277" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.e_2</e>
+        <e type="operand">d.osaz</e>
+        <e type="operand" style="unit">mm</e>
+        <e type="operator" args="2">/</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">D.s</e>
+        <e type="operand" style="unit">mm</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="function" preserve="true" args="1">sqrt</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">46.9973</e>
+      </result>
+    </math>
+  </region>
+  <region id="697" left="360" top="20934" width="107" height="32" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.e_2</e>
+        <e type="operand">51</e>
+        <e type="operator" args="2">≤</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1</e>
+      </result>
+    </math>
+  </region>
+  <region id="698" left="45" top="20970" width="245" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.b</e>
+        <e type="operand">1.24</e>
+        <e type="operand">d.e_1</e>
+        <e type="operand">0.107</e>
+        <e type="operator" args="1">-</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">0.8408</e>
+      </result>
+    </math>
+  </region>
+  <region id="699" left="45" top="21006" width="252" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.'Co_2</e>
+        <e type="operand">k.b</e>
+        <e type="operand">k.koef</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">180.7661</e>
+      </result>
+    </math>
+  </region>
+  <region id="700" left="45" top="21033" width="480" height="72" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.g_2</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operand">R.mh</e>
+        <e type="operand">σ.m_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">σ.α_2</e>
+        <e type="operand">σ.'Co_2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">1</e>
+        <e type="operator" args="1">-</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">σ.m_2</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">σ.'Co_2</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">R.mh</e>
+        <e type="operand">σ.α_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>
+        <e type="function" preserve="true" args="1">sqrt</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">8.2959</e>
+      </result>
+    </math>
+  </region>
+  <region id="701" left="45" top="21114" width="291" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">3. Osazení u ložiska B (kuličkové)</p>
+    </text>
+  </region>
+  <region id="702" left="45" top="21132" width="45" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">MSP:</p>
+    </text>
+  </region>
+  <region id="703" left="99" top="21132" width="107" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.B</e>
+        <e type="operand">D.s</e>
+        <e type="operator" args="2">/</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.8367</e>
+      </result>
+    </math>
+  </region>
+  <region id="704" left="234" top="21132" width="107" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">r.B</e>
+        <e type="operand">d.B</e>
+        <e type="operator" args="2">/</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.0222</e>
+      </result>
+    </math>
+  </region>
+  <region id="705" left="351" top="21132" width="93" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">α.τ_3</e>
+        <e type="operand">2.25</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="706" left="477" top="21132" width="263" height="24" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Tabulka A-15-8/9, shigley  1115</p>
+    </text>
+  </region>
+  <region id="707" left="477" top="21150" width="210" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Tabulka 7-8, shigley 354</p>
+    </text>
+  </region>
+  <region id="708" left="351" top="21159" width="93" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">α.σ_3</e>
+        <e type="operand">2.65</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="709" left="477" top="21168" width="278" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">a.3</e>
+        <e type="operand">139</e>
+        <e type="operand" style="unit">MPa</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">R.mh</e>
+        <e type="operator" args="2">/</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</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>
+      <result action="numeric">
+        <e type="operand">5.9468</e>
+        <e type="operand">10</e>
+        <e type="operand">5</e>
+        <e type="operator" args="1">-</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="710" left="45" top="21186" width="282" height="86" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">β.σ_3</e>
+        <e type="operand">α.σ_3</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">α.σ_3</e>
+        <e type="operand">1</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operand">α.σ_3</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">a.3</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">r.B</e>
+        <e type="function" preserve="true" args="1">sqrt</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="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">2.0327</e>
+      </result>
+    </math>
+  </region>
+  <region id="711" left="351" top="21195" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d</e>
+        <e type="operand">D.s</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="712" left="351" top="21222" width="76" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">D</e>
+        <e type="operand">d.osaz</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="713" left="45" top="21276" width="282" height="86" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">β.τ_3</e>
+        <e type="operand">α.τ_3</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">α.τ_3</e>
+        <e type="operand">1</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operand">α.τ_3</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">a.3</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">r.B</e>
+        <e type="function" preserve="true" args="1">sqrt</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="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.7703</e>
+      </result>
+    </math>
+  </region>
+  <region id="714" left="45" top="21366" width="393" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">M.o_3</e>
+        <e type="operand">F.n4</e>
+        <e type="operand">l.1</e>
+        <e type="operand">l.2</e>
+        <e type="operator" args="2">+</e>
+        <e type="operand">B.B</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">F.A</e>
+        <e type="operator" args="1">-</e>
+        <e type="bracket">(</e>
+        <e type="operand">l.2</e>
+        <e type="operand">B.B</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">+</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">N</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">39.4048</e>
+      </result>
+    </math>
+  </region>
+  <region id="715" left="45" top="21456" width="233" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.o_3</e>
+        <e type="operand">32</e>
+        <e type="operand">M.o_3</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">d</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">π</e>
+        <e type="operand">D</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">d</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">1.3059</e>
+      </result>
+    </math>
+  </region>
+  <region id="716" left="45" top="21510" width="233" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">τ.k_3</e>
+        <e type="operand">16</e>
+        <e type="operand">M.k4</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">d</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">π</e>
+        <e type="operand">D</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">d</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">1.8407</e>
+      </result>
+    </math>
+  </region>
+  <region id="717" left="45" top="21564" width="398" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.red_3</e>
+        <e type="operand">σ.o_3</e>
+        <e type="operand">α.σ_3</e>
+        <e type="operator" args="2">*</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">3</e>
+        <e type="operand">τ.k_3</e>
+        <e type="operand">α.τ_3</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="operator" args="2">+</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">7.9646</e>
+      </result>
+    </math>
+  </region>
+  <region id="718" left="45" top="21609" width="181" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.3</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">σ.red_3</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">40.8056</e>
+      </result>
+    </math>
+  </region>
+  <region id="719" left="45" top="21663" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Langer:</p>
+    </text>
+  </region>
+  <region id="720" left="45" top="21681" width="226" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.α_3</e>
+        <e type="operand">σ.o_3</e>
+        <e type="operand">β.σ_3</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">2.6545</e>
+      </result>
+    </math>
+  </region>
+  <region id="721" left="45" top="21708" width="255" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.m_3</e>
+        <e type="operand">3</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">τ.k_3</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">β.τ_3</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">5.6442</e>
+      </result>
+    </math>
+  </region>
+  <region id="722" left="45" top="21735" width="226" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.l_3</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">σ.α_3</e>
+        <e type="operand">σ.m_3</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">39.1628</e>
+      </result>
+    </math>
+  </region>
+  <region id="723" left="45" top="21789" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Gerber:</p>
+    </text>
+  </region>
+  <region id="724" left="45" top="21807" width="277" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.e_3</e>
+        <e type="operand">d.osaz</e>
+        <e type="operand" style="unit">mm</e>
+        <e type="operator" args="2">/</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">D.s</e>
+        <e type="operand" style="unit">mm</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="function" preserve="true" args="1">sqrt</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">46.9973</e>
+      </result>
+    </math>
+  </region>
+  <region id="725" left="360" top="21825" width="107" height="32" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.e_3</e>
+        <e type="operand">51</e>
+        <e type="operator" args="2">≤</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1</e>
+      </result>
+    </math>
+  </region>
+  <region id="726" left="45" top="21861" width="245" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.b</e>
+        <e type="operand">1.24</e>
+        <e type="operand">d.e_1</e>
+        <e type="operand">0.107</e>
+        <e type="operator" args="1">-</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">0.8408</e>
+      </result>
+    </math>
+  </region>
+  <region id="727" left="45" top="21897" width="252" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.'Co_3</e>
+        <e type="operand">k.b</e>
+        <e type="operand">k.koef</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">180.7661</e>
+      </result>
+    </math>
+  </region>
+  <region id="728" left="45" top="21924" width="489" height="72" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.g_3</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operand">R.mh</e>
+        <e type="operand">σ.m_3</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">σ.α_3</e>
+        <e type="operand">σ.'Co_3</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">1</e>
+        <e type="operator" args="1">-</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">σ.m_3</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">σ.'Co_3</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">R.mh</e>
+        <e type="operand">σ.α_3</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>
+        <e type="function" preserve="true" args="1">sqrt</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">50.8397</e>
+      </result>
+    </math>
+  </region>
+  <region id="729" left="45" top="21996" width="266" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">4. Osazení na konci drážkování:</p>
+    </text>
+  </region>
+  <region id="730" left="45" top="22014" width="187" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">r.4</e>
+        <e type="operand">D.h_in</e>
+        <e type="operand">D.dr</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">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">0.5</e>
+      </result>
+    </math>
+  </region>
+  <region id="731" left="45" top="22059" width="45" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">MSP:</p>
+    </text>
+  </region>
+  <region id="732" left="99" top="22059" width="123" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">D.h_in</e>
+        <e type="operand">D.s</e>
+        <e type="operator" args="2">/</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.102</e>
+      </result>
+    </math>
+  </region>
+  <region id="733" left="234" top="22059" width="131" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">r.4</e>
+        <e type="operand">D.h_in</e>
+        <e type="operator" args="2">/</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.0185</e>
+      </result>
+    </math>
+  </region>
+  <region id="734" left="351" top="22059" width="93" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">α.τ_4</e>
+        <e type="operand">1.45</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="735" left="477" top="22059" width="263" height="24" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Tabulka A-15-8/9, shigley  1115</p>
+    </text>
+  </region>
+  <region id="736" left="477" top="22077" width="210" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Tabulka 7-8, shigley 354</p>
+    </text>
+  </region>
+  <region id="737" left="351" top="22086" width="85" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">α.σ_4</e>
+        <e type="operand">2.3</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="738" left="477" top="22095" width="278" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">a.4</e>
+        <e type="operand">139</e>
+        <e type="operand" style="unit">MPa</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">R.mh</e>
+        <e type="operator" args="2">/</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</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>
+      <result action="numeric">
+        <e type="operand">5.9468</e>
+        <e type="operand">10</e>
+        <e type="operand">5</e>
+        <e type="operator" args="1">-</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="739" left="45" top="22113" width="282" height="86" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">β.σ_4</e>
+        <e type="operand">α.σ_4</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">α.σ_4</e>
+        <e type="operand">1</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operand">α.σ_4</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">a.4</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">r.4</e>
+        <e type="function" preserve="true" args="1">sqrt</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="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.6549</e>
+      </result>
+    </math>
+  </region>
+  <region id="740" left="351" top="22122" width="52" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d</e>
+        <e type="operand">D.s</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="741" left="351" top="22149" width="76" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">D</e>
+        <e type="operand">D.h_in</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="742" left="45" top="22203" width="282" height="86" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">β.τ_4</e>
+        <e type="operand">α.τ_4</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">α.τ_4</e>
+        <e type="operand">1</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operand">α.τ_4</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">a.4</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">r.4</e>
+        <e type="function" preserve="true" args="1">sqrt</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="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.1943</e>
+      </result>
+    </math>
+  </region>
+  <region id="743" left="45" top="22293" width="406" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">M.o_4</e>
+        <e type="operand">F.n4</e>
+        <e type="operand">l.1</e>
+        <e type="operand">L.dr</e>
+        <e type="operator" args="2">+</e>
+        <e type="operand">B.B</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="1">-</e>
+        <e type="operand">F.A</e>
+        <e type="operand">L.dr</e>
+        <e type="operand">B.B</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">+</e>
+        <e type="function" preserve="true" args="1">abs</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">N</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">9.8512</e>
+      </result>
+    </math>
+  </region>
+  <region id="744" left="45" top="22347" width="242" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.o_4</e>
+        <e type="operand">32</e>
+        <e type="operand">M.o_4</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">d</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">π</e>
+        <e type="operand">D</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">d</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">14.3648</e>
+      </result>
+    </math>
+  </region>
+  <region id="745" left="45" top="22410" width="242" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">τ.k_4</e>
+        <e type="operand">16</e>
+        <e type="operand">M.k4</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">d</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">π</e>
+        <e type="operand">D</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">d</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">80.9912</e>
+      </result>
+    </math>
+  </region>
+  <region id="746" left="45" top="22491" width="415" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.red_4</e>
+        <e type="operand">σ.o_4</e>
+        <e type="operand">α.σ_4</e>
+        <e type="operator" args="2">*</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">3</e>
+        <e type="operand">τ.k_4</e>
+        <e type="operand">α.τ_4</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="operator" args="2">+</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">206.0731</e>
+      </result>
+    </math>
+  </region>
+  <region id="747" left="45" top="22545" width="172" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.4</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">σ.red_4</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.5771</e>
+      </result>
+    </math>
+  </region>
+  <region id="748" left="45" top="22599" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Langer:</p>
+    </text>
+  </region>
+  <region id="749" left="45" top="22617" width="235" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.α_4</e>
+        <e type="operand">σ.o_4</e>
+        <e type="operand">β.σ_4</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">23.7717</e>
+      </result>
+    </math>
+  </region>
+  <region id="750" left="45" top="22644" width="272" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.m_4</e>
+        <e type="operand">3</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">τ.k_4</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">β.τ_4</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">167.5435</e>
+      </result>
+    </math>
+  </region>
+  <region id="751" left="45" top="22671" width="217" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.l_4</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">σ.α_4</e>
+        <e type="operand">σ.m_4</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">1.6988</e>
+      </result>
+    </math>
+  </region>
+  <region id="752" left="45" top="22725" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Gerber:</p>
+    </text>
+  </region>
+  <region id="753" left="45" top="22743" width="235" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.e_4</e>
+        <e type="operand">d.B</e>
+        <e type="operand" style="unit">mm</e>
+        <e type="operator" args="2">/</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">D.h_in</e>
+        <e type="operand" style="unit">mm</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="function" preserve="true" args="1">sqrt</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">36</e>
+      </result>
+    </math>
+  </region>
+  <region id="754" left="360" top="22761" width="107" height="32" border="true" color="#000000" bgColor="#00ff00" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.e_4</e>
+        <e type="operand">51</e>
+        <e type="operator" args="2">≤</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1</e>
+      </result>
+    </math>
+  </region>
+  <region id="755" left="45" top="22797" width="245" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.b</e>
+        <e type="operand">1.24</e>
+        <e type="operand">d.e_1</e>
+        <e type="operand">0.107</e>
+        <e type="operator" args="1">-</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">0.8408</e>
+      </result>
+    </math>
+  </region>
+  <region id="756" left="45" top="22833" width="252" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.'Co_4</e>
+        <e type="operand">k.b</e>
+        <e type="operand">k.koef</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">180.7661</e>
+      </result>
+    </math>
+  </region>
+  <region id="757" left="45" top="22860" width="480" height="72" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.g_4</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operator" args="2">/</e>
+        <e type="operand">R.mh</e>
+        <e type="operand">σ.m_4</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">σ.α_4</e>
+        <e type="operand">σ.'Co_4</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">1</e>
+        <e type="operator" args="1">-</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">σ.m_4</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">σ.'Co_4</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">R.mh</e>
+        <e type="operand">σ.α_4</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>
+        <e type="function" preserve="true" args="1">sqrt</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">2.7251</e>
+      </result>
+    </math>
+  </region>
+  <region id="758" left="45" top="22941" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">5. Osazení pro pružinu:</p>
+    </text>
+  </region>
+  <region id="759" left="45" top="22959" width="188" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Průměr drátu pružiny: </p>
+    </text>
+  </region>
+  <region id="760" left="45" top="22977" width="165" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.dr_pruziny</e>
+        <e type="operand">2.5</e>
+        <e type="operand" style="unit">mm</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="761" left="225" top="22977" width="223" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">r.5</e>
+        <e type="operand">d.dr_pruziny</e>
+        <e type="operand">3</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">0.8333</e>
+      </result>
+    </math>
+  </region>
+  <region id="762" left="45" top="23031" width="144" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Průměry pružiny:</p>
+    </text>
+  </region>
+  <region id="763" left="45" top="23049" width="263" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">D.pr</e>
+        <e type="operand">D.h_in</e>
+        <e type="operand">2</e>
+        <e type="operand">d.dr_pruziny</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">32</e>
+      </result>
+    </math>
+  </region>
+  <region id="764" left="45" top="23076" width="93" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.pr</e>
+        <e type="operand">D.h_in</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="765" left="45" top="23112" width="45" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">MSP:</p>
+    </text>
+  </region>
+  <region id="766" left="99" top="23112" width="115" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">D.pr</e>
+        <e type="operand">d.pr</e>
+        <e type="operator" args="2">/</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.1852</e>
+      </result>
+    </math>
+  </region>
+  <region id="767" left="234" top="23112" width="115" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">r.5</e>
+        <e type="operand">d.pr</e>
+        <e type="operator" args="2">/</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.0309</e>
+      </result>
+    </math>
+  </region>
+  <region id="768" left="351" top="23112" width="85" height="32" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">α.τ_5</e>
+        <e type="operand">1.8</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="769" left="477" top="23112" width="263" height="24" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Tabulka A-15-8/9, shigley  1115</p>
+    </text>
+  </region>
+  <region id="770" left="477" top="23130" width="210" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Tabulka 7-8, shigley 354</p>
+    </text>
+  </region>
+  <region id="771" left="477" top="23148" width="278" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">a.5</e>
+        <e type="operand">139</e>
+        <e type="operand" style="unit">MPa</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">R.mh</e>
+        <e type="operator" args="2">/</e>
+        <e type="bracket">(</e>
+        <e type="operand">2</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>
+      <result action="numeric">
+        <e type="operand">5.9468</e>
+        <e type="operand">10</e>
+        <e type="operand">5</e>
+        <e type="operator" args="1">-</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="772" left="45" top="23175" width="60" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">D</e>
+        <e type="operand">D.pr</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="773" left="117" top="23175" width="60" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d</e>
+        <e type="operand">d.pr</e>
+        <e type="operator" args="2">:</e>
+      </input>
+    </math>
+  </region>
+  <region id="774" left="45" top="23211" width="282" height="86" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">β.τ_5</e>
+        <e type="operand">α.τ_5</e>
+        <e type="operand">1</e>
+        <e type="operand">2</e>
+        <e type="operand">α.τ_5</e>
+        <e type="operand">1</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operand">α.τ_5</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">a.5</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">r.5</e>
+        <e type="function" preserve="true" args="1">sqrt</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="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.4546</e>
+      </result>
+    </math>
+  </region>
+  <region id="775" left="45" top="23292" width="242" height="60" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">τ.k_5</e>
+        <e type="operand">16</e>
+        <e type="operand">M.k4</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">d</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">π</e>
+        <e type="operand">D</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operand">d</e>
+        <e type="operand">4</e>
+        <e type="operator" args="2">^</e>
+        <e type="operator" args="2">-</e>
+        <e type="bracket">(</e>
+        <e type="operator" args="2">*</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">29.5383</e>
+      </result>
+    </math>
+  </region>
+  <region id="776" left="45" top="23355" width="309" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.red_5</e>
+        <e type="operand">3</e>
+        <e type="operand">τ.k_4</e>
+        <e type="operand">α.τ_4</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="function" preserve="true" args="1">sqrt</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">203.4074</e>
+      </result>
+    </math>
+  </region>
+  <region id="777" left="45" top="23400" width="172" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.5</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">σ.red_5</e>
+        <e type="operator" args="2">/</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.5978</e>
+      </result>
+    </math>
+  </region>
+  <region id="778" left="45" top="23517" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Langer:</p>
+    </text>
+  </region>
+  <region id="779" left="45" top="23535" width="264" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.m_5</e>
+        <e type="operand">3</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+        <e type="operand">τ.k_5</e>
+        <e type="operator" args="2">*</e>
+        <e type="operand">β.τ_5</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">74.4201</e>
+      </result>
+    </math>
+  </region>
+  <region id="780" left="45" top="23562" width="192" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.l_5</e>
+        <e type="operand">R.eh</e>
+        <e type="operand">0</e>
+        <e type="operand">σ.m_5</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">4.3671</e>
+      </result>
+    </math>
+  </region>
+  <region id="781" left="45" top="23634" width="678" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p>Ad drážkování pod ložiskem B - skrze průměry se zde jedná o stejný případ, jako u 
ložiska A, akorát zde působí menší Mo - tudíž můžu výpočet přeskočit.  </p>
+    </text>
+  </region>
+  <region id="782" left="45" top="23688" width="177" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+    <text lang="cze">
+      <p bold="true">Celkové bezpečnosti:</p>
+    </text>
+  </region>
+  <region id="783" left="45" top="23715" width="536" height="38" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.min_msp</e>
+        <e type="operand">k.1</e>
+        <e type="operand">k.2</e>
+        <e type="operand">k.3</e>
+        <e type="operand">k.4</e>
+        <e type="operand">k.5</e>
+        <e type="operand">k.l_1</e>
+        <e type="operand">k.l_2</e>
+        <e type="operand">k.l_3</e>
+        <e type="operand">k.l_4</e>
+        <e type="operand">k.l_5</e>
+        <e type="operand">1</e>
+        <e type="operand">10</e>
+        <e type="function" preserve="true" args="12">mat</e>
+        <e type="function" preserve="true" args="1">min</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.5771</e>
+      </result>
+    </math>
+  </region>
+  <region id="784" left="45" top="23751" width="370" height="38" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">k.min_msu</e>
+        <e type="operand">k.g_1</e>
+        <e type="operand">k.g_2</e>
+        <e type="operand">k.g_3</e>
+        <e type="operand">k.g_4</e>
+        <e type="operand">1</e>
+        <e type="operand">4</e>
+        <e type="function" preserve="true" args="6">mat</e>
+        <e type="function" preserve="true" args="1">min</e>
+        <e type="operator" args="2">:</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">2.2374</e>
+      </result>
+    </math>
+  </region>
+  <region id="785" left="27" top="24570" width="242" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Výpis parametrů pro tabulku:</p>
     </text>
   </region>
-  <region id="625" left="9" top="19260" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="786" left="27" top="24588" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Cv.1:</p>
     </text>
   </region>
-  <region id="626" left="585" top="19269" width="152" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="787" left="603" top="24597" width="152" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">n.2</e>
@@ -7278,7 +9727,7 @@
       </result>
     </math>
   </region>
-  <region id="627" left="9" top="19278" width="70" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="788" left="27" top="24606" width="70" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">z.1</e>
@@ -7288,7 +9737,7 @@
       </result>
     </math>
   </region>
-  <region id="628" left="72" top="19278" width="70" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="789" left="99" top="24606" width="70" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">z.2</e>
@@ -7298,7 +9747,7 @@
       </result>
     </math>
   </region>
-  <region id="629" left="135" top="19278" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="790" left="162" top="24606" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">z.3</e>
@@ -7309,7 +9758,7 @@
       </result>
     </math>
   </region>
-  <region id="630" left="207" top="19278" width="62" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="791" left="225" top="24606" width="62" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">a.K</e>
@@ -7319,7 +9768,7 @@
       </result>
     </math>
   </region>
-  <region id="631" left="261" top="19278" width="95" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="792" left="279" top="24606" width="95" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">i.12</e>
@@ -7329,7 +9778,7 @@
       </result>
     </math>
   </region>
-  <region id="632" left="369" top="19278" width="104" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="793" left="387" top="24606" width="104" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">i.23</e>
@@ -7340,7 +9789,7 @@
       </result>
     </math>
   </region>
-  <region id="633" left="486" top="19278" width="105" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="794" left="504" top="24606" width="105" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Δn.4</e>
@@ -7353,12 +9802,12 @@
       </result>
     </math>
   </region>
-  <region id="634" left="9" top="19314" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="795" left="27" top="24642" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Cv.2:</p>
     </text>
   </region>
-  <region id="635" left="9" top="19341" width="97" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="796" left="27" top="24669" width="97" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">m.n</e>
@@ -7371,7 +9820,20 @@
       </result>
     </math>
   </region>
-  <region id="636" left="117" top="19341" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="797" left="27" top="24669" width="97" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">m.n</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">1.75</e>
+      </result>
+    </math>
+  </region>
+  <region id="798" left="135" top="24669" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">b.1</e>
@@ -7384,7 +9846,20 @@
       </result>
     </math>
   </region>
-  <region id="637" left="225" top="19341" width="97" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="799" left="135" top="24669" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">b.1</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">28</e>
+      </result>
+    </math>
+  </region>
+  <region id="800" left="243" top="24669" width="97" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">b.2</e>
@@ -7397,7 +9872,33 @@
       </result>
     </math>
   </region>
-  <region id="638" left="315" top="19341" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="801" left="243" top="24669" width="97" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">b.2</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">24.5</e>
+      </result>
+    </math>
+  </region>
+  <region id="802" left="243" top="24669" width="97" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">b.2</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">24.5</e>
+      </result>
+    </math>
+  </region>
+  <region id="803" left="333" top="24669" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">b.3</e>
@@ -7410,7 +9911,33 @@
       </result>
     </math>
   </region>
-  <region id="639" left="423" top="19341" width="130" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="804" left="333" top="24669" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">b.3</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">28</e>
+      </result>
+    </math>
+  </region>
+  <region id="805" left="333" top="24669" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">b.3</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">28</e>
+      </result>
+    </math>
+  </region>
+  <region id="806" left="441" top="24669" width="130" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">d.f3</e>
@@ -7424,7 +9951,7 @@
       </result>
     </math>
   </region>
-  <region id="640" left="576" top="19341" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="807" left="594" top="24669" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="3">
       <input>
         <e type="operand">ε.γ12</e>
@@ -7434,7 +9961,7 @@
       </result>
     </math>
   </region>
-  <region id="641" left="9" top="19368" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="808" left="27" top="24696" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="3">
       <input>
         <e type="operand">ε.γ23</e>
@@ -7444,7 +9971,27 @@
       </result>
     </math>
   </region>
-  <region id="642" left="153" top="19368" width="113" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="809" left="27" top="24696" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math decimalPlaces="3">
+      <input>
+        <e type="operand">ε.γ23</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.941</e>
+      </result>
+    </math>
+  </region>
+  <region id="810" left="27" top="24696" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math decimalPlaces="3">
+      <input>
+        <e type="operand">ε.γ23</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.941</e>
+      </result>
+    </math>
+  </region>
+  <region id="811" left="171" top="24696" width="113" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">s.amin</e>
@@ -7457,7 +10004,33 @@
       </result>
     </math>
   </region>
-  <region id="643" left="297" top="19368" width="121" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="812" left="171" top="24696" width="113" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">s.amin</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">0.7</e>
+      </result>
+    </math>
+  </region>
+  <region id="813" left="171" top="24696" width="113" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">s.amin</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">0.7</e>
+      </result>
+    </math>
+  </region>
+  <region id="814" left="315" top="24696" width="121" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">s.na1</e>
@@ -7470,7 +10043,33 @@
       </result>
     </math>
   </region>
-  <region id="644" left="450" top="19368" width="129" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="815" left="315" top="24696" width="121" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">s.na1</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">1.205</e>
+      </result>
+    </math>
+  </region>
+  <region id="816" left="315" top="24696" width="121" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">s.na1</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">1.205</e>
+      </result>
+    </math>
+  </region>
+  <region id="817" left="468" top="24696" width="129" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">s.na3</e>
@@ -7483,12 +10082,12 @@
       </result>
     </math>
   </region>
-  <region id="645" left="9" top="19404" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="818" left="27" top="24732" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Cv.3:</p>
     </text>
   </region>
-  <region id="646" left="9" top="19422" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="819" left="27" top="24750" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">M.k1</e>
@@ -7503,7 +10102,37 @@
       </result>
     </math>
   </region>
-  <region id="647" left="144" top="19422" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="820" left="27" top="24750" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math decimalPlaces="2">
+      <input>
+        <e type="operand">M.k1</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">N</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">21.99</e>
+      </result>
+    </math>
+  </region>
+  <region id="821" left="27" top="24750" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math decimalPlaces="2">
+      <input>
+        <e type="operand">M.k1</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">N</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">21.99</e>
+      </result>
+    </math>
+  </region>
+  <region id="822" left="162" top="24750" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">M.t1</e>
@@ -7518,7 +10147,37 @@
       </result>
     </math>
   </region>
-  <region id="648" left="261" top="19422" width="125" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="823" left="162" top="24750" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math decimalPlaces="2">
+      <input>
+        <e type="operand">M.t1</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">N</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">5.5</e>
+      </result>
+    </math>
+  </region>
+  <region id="824" left="162" top="24750" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math decimalPlaces="2">
+      <input>
+        <e type="operand">M.t1</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">N</e>
+        <e type="operand" style="unit">m</e>
+        <e type="operator" args="2">*</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">5.5</e>
+      </result>
+    </math>
+  </region>
+  <region id="825" left="279" top="24750" width="125" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">F.t1</e>
@@ -7530,7 +10189,31 @@
       </result>
     </math>
   </region>
-  <region id="649" left="387" top="19422" width="127" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="826" left="279" top="24750" width="125" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math decimalPlaces="2">
+      <input>
+        <e type="operand">F.t1</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">330.61</e>
+        <e type="operand" style="unit">N</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="827" left="279" top="24750" width="125" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math decimalPlaces="2">
+      <input>
+        <e type="operand">F.t1</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">330.61</e>
+        <e type="operand" style="unit">N</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="828" left="405" top="24750" width="127" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">M.k4</e>
@@ -7545,7 +10228,7 @@
       </result>
     </math>
   </region>
-  <region id="650" left="540" top="19422" width="134" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="829" left="558" top="24750" width="134" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">F.t4</e>
@@ -7557,7 +10240,7 @@
       </result>
     </math>
   </region>
-  <region id="651" left="9" top="19449" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="830" left="27" top="24777" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">H.c</e>
@@ -7567,7 +10250,27 @@
       </result>
     </math>
   </region>
-  <region id="652" left="144" top="19449" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="831" left="27" top="24777" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">H.c</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">615</e>
+      </result>
+    </math>
+  </region>
+  <region id="832" left="27" top="24777" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">H.c</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">615</e>
+      </result>
+    </math>
+  </region>
+  <region id="833" left="162" top="24777" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">H.s</e>
@@ -7577,7 +10280,27 @@
       </result>
     </math>
   </region>
-  <region id="653" left="261" top="19449" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="834" left="162" top="24777" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">H.s</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">575</e>
+      </result>
+    </math>
+  </region>
+  <region id="835" left="162" top="24777" width="79" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">H.s</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">575</e>
+      </result>
+    </math>
+  </region>
+  <region id="836" left="279" top="24777" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">K.V</e>
@@ -7587,7 +10310,27 @@
       </result>
     </math>
   </region>
-  <region id="654" left="387" top="19449" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="837" left="279" top="24777" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">K.V</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.4066</e>
+      </result>
+    </math>
+  </region>
+  <region id="838" left="279" top="24777" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">K.V</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.4066</e>
+      </result>
+    </math>
+  </region>
+  <region id="839" left="405" top="24777" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">K.Hβ</e>
@@ -7597,7 +10340,7 @@
       </result>
     </math>
   </region>
-  <region id="655" left="540" top="19449" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="840" left="558" top="24777" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">K.Fβ</e>
@@ -7607,7 +10350,7 @@
       </result>
     </math>
   </region>
-  <region id="656" left="9" top="19476" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="841" left="27" top="24804" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Z.ε</e>
@@ -7617,7 +10360,27 @@
       </result>
     </math>
   </region>
-  <region id="657" left="144" top="19476" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="842" left="27" top="24804" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.ε</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.8954</e>
+      </result>
+    </math>
+  </region>
+  <region id="843" left="27" top="24804" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.ε</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.8954</e>
+      </result>
+    </math>
+  </region>
+  <region id="844" left="162" top="24804" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">K.Hcα</e>
@@ -7627,7 +10390,27 @@
       </result>
     </math>
   </region>
-  <region id="658" left="261" top="19476" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="845" left="162" top="24804" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">K.Hcα</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.2473</e>
+      </result>
+    </math>
+  </region>
+  <region id="846" left="162" top="24804" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">K.Hcα</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.2473</e>
+      </result>
+    </math>
+  </region>
+  <region id="847" left="279" top="24804" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Y.ε</e>
@@ -7637,7 +10420,27 @@
       </result>
     </math>
   </region>
-  <region id="659" left="387" top="19476" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="848" left="279" top="24804" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.ε</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.7203</e>
+      </result>
+    </math>
+  </region>
+  <region id="849" left="279" top="24804" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.ε</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.7203</e>
+      </result>
+    </math>
+  </region>
+  <region id="850" left="405" top="24804" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">K.Fcα</e>
@@ -7647,7 +10450,7 @@
       </result>
     </math>
   </region>
-  <region id="660" left="144" top="19530" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="851" left="162" top="24858" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Z.B</e>
@@ -7657,12 +10460,32 @@
       </result>
     </math>
   </region>
-  <region id="661" left="9" top="19539" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="852" left="162" top="24858" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.B</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.0539</e>
+      </result>
+    </math>
+  </region>
+  <region id="853" left="162" top="24858" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.B</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.0539</e>
+      </result>
+    </math>
+  </region>
+  <region id="854" left="27" top="24867" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Cv.4:</p>
     </text>
   </region>
-  <region id="662" left="9" top="19557" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="855" left="27" top="24885" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Z.H</e>
@@ -7672,7 +10495,27 @@
       </result>
     </math>
   </region>
-  <region id="663" left="144" top="19557" width="153" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="856" left="27" top="24885" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.H</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">2.4946</e>
+      </result>
+    </math>
+  </region>
+  <region id="857" left="27" top="24885" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.H</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">2.4946</e>
+      </result>
+    </math>
+  </region>
+  <region id="858" left="162" top="24885" width="153" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Z.E</e>
@@ -7686,7 +10529,35 @@
       </result>
     </math>
   </region>
-  <region id="664" left="387" top="19557" width="62" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="859" left="162" top="24885" width="153" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.E</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">189.7786</e>
+      </result>
+    </math>
+  </region>
+  <region id="860" left="162" top="24885" width="153" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.E</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+        <e type="function" preserve="true" args="1">sqrt</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">189.7786</e>
+      </result>
+    </math>
+  </region>
+  <region id="861" left="405" top="24885" width="62" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Z.D</e>
@@ -7696,7 +10567,7 @@
       </result>
     </math>
   </region>
-  <region id="665" left="504" top="19557" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="862" left="522" top="24885" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Z.LVR</e>
@@ -7706,7 +10577,7 @@
       </result>
     </math>
   </region>
-  <region id="666" left="9" top="19584" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="863" left="27" top="24912" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Z.NTc</e>
@@ -7716,7 +10587,27 @@
       </result>
     </math>
   </region>
-  <region id="667" left="144" top="19584" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="864" left="27" top="24912" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.NTc</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.9349</e>
+      </result>
+    </math>
+  </region>
+  <region id="865" left="27" top="24912" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.NTc</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.9349</e>
+      </result>
+    </math>
+  </region>
+  <region id="866" left="162" top="24912" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Z.NTs</e>
@@ -7726,7 +10617,27 @@
       </result>
     </math>
   </region>
-  <region id="668" left="261" top="19584" width="62" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="867" left="162" top="24912" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.NTs</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.9724</e>
+      </result>
+    </math>
+  </region>
+  <region id="868" left="162" top="24912" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.NTs</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.9724</e>
+      </result>
+    </math>
+  </region>
+  <region id="869" left="279" top="24912" width="62" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Z.W</e>
@@ -7736,7 +10647,27 @@
       </result>
     </math>
   </region>
-  <region id="669" left="387" top="19584" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="870" left="279" top="24912" width="62" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.W</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1</e>
+      </result>
+    </math>
+  </region>
+  <region id="871" left="279" top="24912" width="62" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Z.W</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1</e>
+      </result>
+    </math>
+  </region>
+  <region id="872" left="405" top="24912" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">S.Hc</e>
@@ -7746,7 +10677,7 @@
       </result>
     </math>
   </region>
-  <region id="670" left="513" top="19584" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="873" left="531" top="24912" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">S.Hs</e>
@@ -7756,12 +10687,12 @@
       </result>
     </math>
   </region>
-  <region id="671" left="9" top="19638" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="874" left="27" top="24966" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Cv.5:</p>
     </text>
   </region>
-  <region id="672" left="9" top="19656" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="875" left="27" top="24984" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Y.FaC</e>
@@ -7771,7 +10702,27 @@
       </result>
     </math>
   </region>
-  <region id="673" left="144" top="19656" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="876" left="27" top="24984" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.FaC</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">2.85</e>
+      </result>
+    </math>
+  </region>
+  <region id="877" left="27" top="24984" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.FaC</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">2.85</e>
+      </result>
+    </math>
+  </region>
+  <region id="878" left="162" top="24984" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Y.FaS</e>
@@ -7781,7 +10732,27 @@
       </result>
     </math>
   </region>
-  <region id="674" left="252" top="19656" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="879" left="162" top="24984" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.FaS</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">2.775</e>
+      </result>
+    </math>
+  </region>
+  <region id="880" left="162" top="24984" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.FaS</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">2.775</e>
+      </result>
+    </math>
+  </region>
+  <region id="881" left="270" top="24984" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Y.SaC</e>
@@ -7791,7 +10762,27 @@
       </result>
     </math>
   </region>
-  <region id="675" left="378" top="19656" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="882" left="270" top="24984" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.SaC</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.54</e>
+      </result>
+    </math>
+  </region>
+  <region id="883" left="270" top="24984" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.SaC</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.54</e>
+      </result>
+    </math>
+  </region>
+  <region id="884" left="396" top="24984" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Y.SaS</e>
@@ -7801,7 +10792,27 @@
       </result>
     </math>
   </region>
-  <region id="676" left="477" top="19656" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="885" left="396" top="24984" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.SaS</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.63</e>
+      </result>
+    </math>
+  </region>
+  <region id="886" left="396" top="24984" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.SaS</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">1.63</e>
+      </result>
+    </math>
+  </region>
+  <region id="887" left="495" top="24984" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Y.NTC</e>
@@ -7811,7 +10822,7 @@
       </result>
     </math>
   </region>
-  <region id="677" left="594" top="19656" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="888" left="612" top="24984" width="119" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Y.NTS</e>
@@ -7821,7 +10832,7 @@
       </result>
     </math>
   </region>
-  <region id="678" left="9" top="19683" width="112" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="889" left="27" top="25011" width="112" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Y.δrelT</e>
@@ -7831,7 +10842,27 @@
       </result>
     </math>
   </region>
-  <region id="679" left="144" top="19683" width="112" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="890" left="27" top="25011" width="112" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.δrelT</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.8</e>
+      </result>
+    </math>
+  </region>
+  <region id="891" left="27" top="25011" width="112" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.δrelT</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.8</e>
+      </result>
+    </math>
+  </region>
+  <region id="892" left="162" top="25011" width="112" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">Y.RrelT</e>
@@ -7841,7 +10872,27 @@
       </result>
     </math>
   </region>
-  <region id="680" left="252" top="19683" width="138" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="893" left="162" top="25011" width="112" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.RrelT</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.9</e>
+      </result>
+    </math>
+  </region>
+  <region id="894" left="162" top="25011" width="112" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">Y.RrelT</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">0.9</e>
+      </result>
+    </math>
+  </region>
+  <region id="895" left="270" top="25011" width="138" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">σ.FES</e>
@@ -7854,7 +10905,33 @@
       </result>
     </math>
   </region>
-  <region id="681" left="477" top="19683" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="896" left="270" top="25011" width="138" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.FES</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">502.75</e>
+      </result>
+    </math>
+  </region>
+  <region id="897" left="270" top="25011" width="138" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">σ.FES</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">MPa</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">502.75</e>
+      </result>
+    </math>
+  </region>
+  <region id="898" left="495" top="25011" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">S.FC</e>
@@ -7864,7 +10941,7 @@
       </result>
     </math>
   </region>
-  <region id="682" left="594" top="19683" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="899" left="612" top="25011" width="111" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">S.FS</e>
@@ -7874,12 +10951,12 @@
       </result>
     </math>
   </region>
-  <region id="683" left="9" top="19719" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="900" left="27" top="25047" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Cv.6:</p>
     </text>
   </region>
-  <region id="684" left="9" top="19737" width="142" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="901" left="27" top="25065" width="142" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.tU</e>
@@ -7891,7 +10968,31 @@
       </result>
     </math>
   </region>
-  <region id="685" left="189" top="19737" width="88" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="902" left="27" top="25065" width="142" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">F.tU</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">661.2207</e>
+        <e type="operand" style="unit">N</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="903" left="27" top="25065" width="142" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">F.tU</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">661.2207</e>
+        <e type="operand" style="unit">N</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="904" left="207" top="25065" width="88" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">d.č2</e>
@@ -7904,12 +11005,38 @@
       </result>
     </math>
   </region>
-  <region id="686" left="9" top="19764" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="905" left="207" top="25065" width="88" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.č2</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">17</e>
+      </result>
+    </math>
+  </region>
+  <region id="906" left="207" top="25065" width="88" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">d.č2</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">17</e>
+      </result>
+    </math>
+  </region>
+  <region id="907" left="27" top="25092" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Cv.7:</p>
     </text>
   </region>
-  <region id="687" left="9" top="19782" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="908" left="27" top="25110" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">l.1</e>
@@ -7922,7 +11049,33 @@
       </result>
     </math>
   </region>
-  <region id="688" left="189" top="19782" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="909" left="27" top="25110" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">l.1</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">50</e>
+      </result>
+    </math>
+  </region>
+  <region id="910" left="27" top="25110" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">l.1</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">50</e>
+      </result>
+    </math>
+  </region>
+  <region id="911" left="207" top="25110" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">l.2</e>
@@ -7935,7 +11088,33 @@
       </result>
     </math>
   </region>
-  <region id="689" left="351" top="19782" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="912" left="207" top="25110" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">l.2</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">80</e>
+      </result>
+    </math>
+  </region>
+  <region id="913" left="207" top="25110" width="80" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">l.2</e>
+      </input>
+      <contract>
+        <e type="operand" style="unit">mm</e>
+      </contract>
+      <result action="numeric">
+        <e type="operand">80</e>
+      </result>
+    </math>
+  </region>
+  <region id="914" left="369" top="25110" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.t4</e>
@@ -7947,7 +11126,31 @@
       </result>
     </math>
   </region>
-  <region id="690" left="540" top="19782" width="129" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="915" left="369" top="25110" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">F.t4</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">7405.6724</e>
+        <e type="operand" style="unit">N</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="916" left="369" top="25110" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">F.t4</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">7405.6724</e>
+        <e type="operand" style="unit">N</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="917" left="558" top="25110" width="129" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">D.msp</e>
@@ -7960,7 +11163,7 @@
       </result>
     </math>
   </region>
-  <region id="691" left="9" top="19809" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="918" left="27" top="25137" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.A</e>
@@ -7972,7 +11175,31 @@
       </result>
     </math>
   </region>
-  <region id="692" left="189" top="19809" width="142" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="919" left="27" top="25137" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">F.A</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">12806.5469</e>
+        <e type="operand" style="unit">N</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="920" left="27" top="25137" width="150" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+    <math>
+      <input>
+        <e type="operand">F.A</e>
+      </input>
+      <result action="numeric">
+        <e type="operand">12806.5469</e>
+        <e type="operand" style="unit">N</e>
+        <e type="operator" args="2">*</e>
+      </result>
+    </math>
+  </region>
+  <region id="921" left="207" top="25137" width="142" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">F.B</e>
@@ -7984,7 +11211,7 @@
       </result>
     </math>
   </region>
-  <region id="693" left="540" top="19809" width="129" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="922" left="558" top="25137" width="129" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">D.msu</e>
@@ -7997,22 +11224,22 @@
       </result>
     </math>
   </region>
-  <region id="694" left="9" top="19845" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="923" left="27" top="25173" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
     <text lang="cze">
       <p bold="true">Cv.8:</p>
     </text>
   </region>
-  <region id="695" left="351" top="19854" width="177" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="924" left="369" top="25182" width="177" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">loz.A</e>
       </input>
       <result action="numeric">
-        <e type="operand" style="string">NA 4910.2RS</e>
+        <e type="operand" style="string">NA 4909.2RS</e>
       </result>
     </math>
   </region>
-  <region id="696" left="540" top="19854" width="162" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="925" left="558" top="25182" width="162" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">L.10hA</e>
@@ -8021,31 +11248,31 @@
         <e type="operand" style="unit">hr</e>
       </contract>
       <result action="numeric">
-        <e type="operand">1525.2051</e>
+        <e type="operand">1110.0758</e>
       </result>
     </math>
   </region>
-  <region id="697" left="9" top="19863" width="268" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="926" left="27" top="25191" width="268" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">ozn.h</e>
       </input>
       <result action="numeric">
-        <e type="operand" style="string">6 x 23g6 x 28a11 x 6f9</e>
+        <e type="operand" style="string">6 x 23g6 x 26a11 x 6f9</e>
       </result>
     </math>
   </region>
-  <region id="698" left="351" top="19881" width="152" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="927" left="369" top="25209" width="152" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">loz.B</e>
       </input>
       <result action="numeric">
-        <e type="operand" style="string">6010.2RS</e>
+        <e type="operand" style="string">6009.2RS</e>
       </result>
     </math>
   </region>
-  <region id="699" left="540" top="19881" width="162" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="928" left="558" top="25209" width="162" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">L.10hB</e>
@@ -8054,27 +11281,27 @@
         <e type="operand" style="unit">hr</e>
       </contract>
       <result action="numeric">
-        <e type="operand">1968.0145</e>
+        <e type="operand">1768.8812</e>
       </result>
     </math>
   </region>
-  <region id="700" left="9" top="19890" width="276" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="929" left="27" top="25218" width="276" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math>
       <input>
         <e type="operand">ozn.n</e>
       </input>
       <result action="numeric">
-        <e type="operand" style="string">6 x 23H7 x 28H12 x 6H11</e>
+        <e type="operand" style="string">6 x 23H7 x 26H12 x 6H11</e>
       </result>
     </math>
   </region>
-  <region id="701" left="9" top="19917" width="95" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
+  <region id="930" left="27" top="25245" width="103" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
     <math decimalPlaces="2">
       <input>
         <e type="operand">k.otl</e>
       </input>
       <result action="numeric">
-        <e type="operand">1.3</e>
+        <e type="operand">1.31</e>
       </result>
     </math>
   </region>
diff --git a/VVU.jpg b/VVU.jpg
new file mode 100644
index 0000000..1612c22
Binary files /dev/null and b/VVU.jpg differ