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</raw>
    </picture>
  </region>
  <region id="1" left="0" top="270" width="151" height="242" border="true" color="#000000" bgColor="#ebebeb" fontSize="12">
    <math optimize="2" decimalPlaces="3">
      <description active="true" position="Top" lang="eng">
        <p>element parameters</p>
      </description>
      <input>
        <e type="operand">R.1</e>
        <e type="operand">1.013</e>
        <e type="operand">10</e>
        <e type="operand">6</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">R.2</e>
        <e type="operand">980</e>
        <e type="operator" args="2">:</e>
        <e type="operand">V.i</e>
        <e type="operand">100</e>
        <e type="operand">10</e>
        <e type="operand">3</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>
        <e type="operand">V.inverting</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">V.out</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
        <e type="operand">f</e>
        <e type="operand">4</e>
        <e type="operand">10</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">gain2</e>
        <e type="operand">105</e>
        <e type="operator" args="2">:</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">line</e>
      </input>
    </math>
  </region>
  <region id="2" left="504" top="423" width="258" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>An alternative method is tous the gains of each stage to calculation the system gain</p>
    </text>
  </region>
  <region id="3" left="504" top="477" width="185" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>voltage division ratio</p>
      </description>
      <input>
        <e type="operand">ratio</e>
        <e type="operand">R.2</e>
        <e type="operand">R.1</e>
        <e type="operand">R.2</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.001</e>
      </result>
    </math>
  </region>
  <region id="4" left="0" top="558" width="327" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>voltage divider</p>
      </description>
      <input>
        <e type="operand">V.nonInverting</e>
        <e type="operand">V.i</e>
        <e type="operand">R.2</e>
        <e type="operand">R.1</e>
        <e type="operand">R.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">9.6649</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>
      </result>
    </math>
  </region>
  <region id="5" left="459" top="567" width="296" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>voltage division ratio in decibels</p>
      </description>
      <input>
        <e type="operand">stage.1</e>
        <e type="operand">20</e>
        <e type="operand">ratio</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">log</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">60.2961</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="6" left="0" top="639" width="286" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">V.gain</e>
        <e type="operand">V.out</e>
        <e type="operand">V.nonInverting</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">10346.7347</e>
      </result>
    </math>
  </region>
  <region id="7" left="459" top="639" width="295" height="38" color="#000000" bgColor="#ffff80" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>voltage gain in decibels</p>
      </description>
      <input>
        <e type="operand">stage.2</e>
        <e type="operand">20</e>
        <e type="operand">V.gain</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">log</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">80.2961</e>
      </result>
    </math>
  </region>
  <region id="8" left="0" top="702" width="208" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>gain bandwidth product</p>
      </description>
      <input>
        <e type="operand">GB</e>
        <e type="operand">f</e>
        <e type="operand">V.gain</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">4.1387</e>
        <e type="operand">10</e>
        <e type="operand">7</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="9" left="459" top="711" width="166" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">stage.1</e>
        <e type="operand">stage.2</e>
        <e type="operator" args="2">+</e>
      </input>
      <result action="numeric">
        <e type="operand">20</e>
      </result>
    </math>
  </region>
  <region id="10" left="198" top="738" width="258" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>point on the orange lineused to estable blue line bend</p>
    </text>
  </region>
  <region id="11" left="486" top="747" width="282" height="24" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <text lang="eng">
      <p>I dont know how to do inverse log</p>
    </text>
  </region>
  <region id="12" left="486" top="774" width="278" height="30" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <input>
        <e type="operand">y</e>
        <e type="operand">x</e>
        <e type="function" args="1">log</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" preserve="true" args="1">maple</e>
      </input>
      <result action="symbolic">
        <e type="operand">y</e>
        <e type="function" preserve="true" args="1">exp</e>
      </result>
    </math>
  </region>
  <region id="13" left="396" top="882" width="373" height="248" color="#000000" bgColor="#ffffff">
    <picture>
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</raw>
    </picture>
  </region>
  <region id="14" left="18" top="891" width="331" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>gain in voltage from second gain2 given</p>
    </text>
  </region>
  <region id="15" left="0" top="927" width="391" height="147" color="#000000" bgColor="#ffffff">
    <picture>
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    </picture>
  </region>
  <region id="16" left="18" top="1080" width="364" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>open loop gain break frequency is the firstpoint on the gain bandwidth product line</p>
    </text>
  </region>
  <region id="17" left="0" top="1143" width="567" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Spent an hour trying to execture simple command easily done on casiofinally remembered the maple version</p>
    </text>
  </region>
  <region id="18" left="0" top="1188" width="471" height="40" color="#000000" bgColor="#ffffff" fontSize="12">
    <math error="16">
      <input>
        <e type="operand">A</e>
        <e type="operand">V.inverting</e>
        <e type="operand">V.nonInverting</e>
        <e type="function" args="2">V.o</e>
        <e type="operand">1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="19" left="495" top="1188" width="247" height="34" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>that function is undefined  YET</p>
      </description>
      <input>
        <e type="operand">V.inverting</e>
        <e type="operand">V.nonInverting</e>
        <e type="function" args="2">V.o</e>
      </input>
    </math>
  </region>
  <region id="20" left="0" top="1233" width="378" height="36" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="16">
      <input>
        <e type="operand">V.inverting</e>
        <e type="operand">V.nonInverting</e>
        <e type="function" args="2">V.o</e>
        <e type="operand">1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="21" left="0" top="1278" width="249" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="16">
      <input>
        <e type="operand">1</e>
        <e type="operand">b</e>
        <e type="operator" args="2">+</e>
        <e type="operand">4</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">b</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="22" left="0" top="1314" width="408" height="39" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="16">
      <input>
        <e type="operand">V.nonInverting</e>
        <e type="operand">V.inverting</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="1">A</e>
        <e type="operand">1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="23" left="0" top="1359" width="298" height="42" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="16">
      <input>
        <e type="operand">9.6649</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="function" args="1">A</e>
        <e type="operand">1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="24" left="0" top="1404" width="319" height="42" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="16">
      <input>
        <e type="operand">9.6649</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">0</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="1">A</e>
        <e type="operand">1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="25" left="0" top="1449" width="322" height="42" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="16">
      <input>
        <e type="operand">A</e>
        <e type="operand">9.6649</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">0</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="26" left="0" top="1494" width="233" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="42">
      <input>
        <e type="operand">1</e>
        <e type="operand">b</e>
        <e type="operator" args="2">+</e>
        <e type="operand">4</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">b</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" args="1">maxima</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="27" left="252" top="1494" width="214" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="42">
      <input>
        <e type="operand">1</e>
        <e type="operand">b</e>
        <e type="operator" args="2">+</e>
        <e type="operand">4</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">b</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="28" left="0" top="1521" width="319" height="42" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="16">
      <input>
        <e type="operand">9.6649</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">0</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="1">A</e>
        <e type="operand">1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" args="1">Maxima</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="29" left="0" top="1575" width="522" height="38" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">V.inverting</e>
        <e type="operand">V.nonInverting</e>
        <e type="function" args="2">V.o</e>
        <e type="operand">1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" preserve="true" args="1">maple</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">Pile vide.</e>
      </result>
    </math>
  </region>
  <region id="30" left="531" top="1611" width="204" height="38" color="#000000" bgColor="#ffffff" fontSize="12">
    <math>
      <input>
        <e type="operand">A.v</e>
        <e type="function" args="1">V.dB</e>
        <e type="operand">20</e>
        <e type="operand">A.v</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">log</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="31" left="0" top="1620" width="533" height="38" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">A</e>
        <e type="operand">V.inverting</e>
        <e type="operand">V.nonInverting</e>
        <e type="operator" args="2">-</e>
        <e type="function" args="1">A</e>
        <e type="operand">1</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" preserve="true" args="1">maple</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">Pile vide.</e>
      </result>
    </math>
  </region>
  <region id="32" left="459" top="1647" width="209" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>works for 15 but not 100</p>
    </text>
  </region>
  <region id="33" left="396" top="1674" width="360" height="40" color="#000000" bgColor="#ffffff" fontSize="12">
    <math>
      <input>
        <e type="operand">A.v</e>
        <e type="operand">A.v</e>
        <e type="function" args="1">V.dB</e>
        <e type="operand">15.15</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A.v</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">5.7214</e>
      </result>
    </math>
  </region>
  <region id="34" left="396" top="1710" width="292" height="40" color="#000000" bgColor="#ffffff" fontSize="12">
    <math error="16">
      <input>
        <e type="operand">A.v</e>
        <e type="operand">A.v</e>
        <e type="function" args="1">V.dB</e>
        <e type="operand">100</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">A.v</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="35" left="0" top="1737" width="320" height="40" color="#000000" bgColor="#ffffff" fontSize="12">
    <math error="16">
      <input>
        <e type="operand">A</e>
        <e type="operand">20</e>
        <e type="operand">V</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">log</e>
        <e type="operator" args="2">*</e>
        <e type="operand">100</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">V</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="36" left="9" top="1782" width="697" height="36" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">20</e>
        <e type="operand">V</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">log</e>
        <e type="operator" args="2">*</e>
        <e type="operand">100</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">V</e>
        <e type="function" preserve="true" args="2">solve</e>
        <e type="function" preserve="true" args="1">maple</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">Error, (in log) expecting 1 argument, got 2 ans</e>
      </result>
    </math>
  </region>
  <region id="37" left="9" top="1827" width="290" height="37" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="16">
      <input>
        <e type="operand">20</e>
        <e type="operand">V</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="2">log</e>
        <e type="operator" args="2">*</e>
        <e type="operand">100</e>
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      </input>
      <result action="numeric">
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        <e type="operand">10</e>
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    <math>
      <input>
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      </input>
      <result action="numeric">
        <e type="operand">0</e>
      </result>
    </math>
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    <math>
      <input>
        <e type="operand">V.out</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
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    </math>
  </region>
</regions>