﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio" version="0.94"?>
<regions>
  <settings>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="true" printAreas="true" simpleEqualsOnly="false">
      <paper id="1" orientation="Portrait" width="850" height="1100" />
      <margins left="39" right="39" top="39" bottom="39" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
    </pageModel>
    <dependences>
      <assembly name="SMath Studio" version="0.94" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Picture Region" version="1.7.4544.41677" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Text Region" version="1.7.4544.41728" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="Math Region" version="0.94" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
    </dependences>
  </settings>
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    <picture>
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</raw>
    </picture>
  </region>
  <region id="1" left="297" top="9" width="396" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="rus">
      <p>Если необходимо копировать результат, то делатьэто нужно с максимальной возможной точночтью.</p>
    </text>
  </region>
  <region id="2" left="297" top="54" width="154" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="5">
      <input>
        <e type="operand">8</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">cos</e>
      </input>
      <result action="numeric">
        <e type="operand">0.99027</e>
      </result>
    </math>
  </region>
  <region id="3" left="297" top="81" width="228" height="26" color="#000000" bgColor="#d9ffd9" fontSize="10">
    <math decimalPlaces="15">
      <input>
        <e type="operand">8</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">cos</e>
      </input>
      <result action="numeric">
        <e type="operand">0.99026806874157</e>
      </result>
    </math>
  </region>
  <region id="4" left="297" top="117" width="198" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="5">
      <input>
        <e type="operand">0.99027</e>
        <e type="function" preserve="true" args="1">acos</e>
      </input>
      <result action="numeric">
        <e type="operand">0.13961</e>
      </result>
    </math>
  </region>
  <region id="5" left="297" top="144" width="272" height="26" color="#000000" bgColor="#d9ffd9" fontSize="10">
    <math decimalPlaces="5">
      <input>
        <e type="operand">0.99026806874157</e>
        <e type="function" preserve="true" args="1">acos</e>
      </input>
      <result action="numeric">
        <e type="operand">0.13963</e>
      </result>
    </math>
  </region>
  <region id="6" left="297" top="180" width="380" height="72" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="rus">
      <p>Но почти всегда лучше это делать черезотдельную переменную, как показано ниже. Вданном случае всю заботу о точности программаберёт на себя сама.</p>
    </text>
  </region>
  <region id="7" left="297" top="261" width="94" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="operand">8</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="8" left="297" top="288" width="94" height="24" color="#000000" bgColor="#d9ffd9" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
      </input>
      <result action="numeric">
        <e type="operand">0.9903</e>
      </result>
    </math>
  </region>
  <region id="9" left="297" top="315" width="139" height="26" color="#000000" bgColor="#d9ffd9" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">acos</e>
      </input>
      <result action="numeric">
        <e type="operand">0.1396</e>
      </result>
    </math>
  </region>
</regions>