﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
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      <fractions>decimal</fractions>
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</raw>
    </picture>
  </region>
  <region id="2" left="18" top="693" width="332" height="99" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">A</e>
        <e type="operand">1</e>
        <e type="operand">100000</e>
        <e type="operator" args="1">-</e>
        <e type="operand">40000</e>
        <e type="operator" args="1">-</e>
        <e type="operand">18000</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">20</e>
        <e type="operand">6</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">182</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">10</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">9</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">5</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="47">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="3" left="27" top="792" width="51" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Left" lang="eng">
        <p>Number of Variables</p>
      </description>
      <input>
        <e type="operand">NI</e>
        <e type="operand">3</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="27" top="828" width="182" height="29" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math>
      <input>
        <e type="operand">n</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="1">cols</e>
        <e type="operator" args="2">:</e>
        <e type="operand">m</e>
        <e type="operand">A</e>
        <e type="function" preserve="true" args="1">rows</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>
      </input>
    </math>
  </region>
  <region id="5" left="27" top="864" width="291" height="615" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <input>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operand">NI</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">A</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">row</e>
        <e type="function" preserve="true" args="1">min</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">Ind</e>
        <e type="operand">i</e>
        <e type="operator" args="2">:</e>
        <e type="operand">continue</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">Tem</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">∞</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="operand">m</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">j</e>
        <e type="operand">Ind</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≤</e>
        <e type="operand">Tem</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">∞</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">line</e>
        <e type="operand">Tem</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">A</e>
        <e type="operand">j</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">A</e>
        <e type="operand">j</e>
        <e type="operand">Ind</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">line</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">Men2</e>
        <e type="operand">Tem</e>
        <e type="function" preserve="true" args="1">min</e>
        <e type="operator" args="2">:</e>
        <e type="operand">j</e>
        <e type="operand">2</e>
        <e type="operand">m</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">Tem</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Men2</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">Ind2</e>
        <e type="operand">j</e>
        <e type="operator" args="2">:</e>
        <e type="operand">continue</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">Piv</e>
        <e type="operand">A</e>
        <e type="operand">Ind2</e>
        <e type="operand">Ind</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">Ind2</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">A</e>
        <e type="operand">Ind2</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">Piv</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">m</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">Caj</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="operand">Ind</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">Ind2</e>
        <e type="operator" args="2">≠</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">Caj</e>
        <e type="operand">A</e>
        <e type="operand">Ind2</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</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="3">for</e>
        <e type="operand">continue</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="10">line</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="6" left="396" top="864" width="282" height="139" border="true" color="#ff0000" bgColor="#e1ff80" fontSize="14">
    <math>
      <input>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">A</e>
        <e type="operand">1.</e>
        <e type="operand">i</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">A</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">row</e>
        <e type="function" preserve="true" args="1">min</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">Ind</e>
        <e type="operand">i</e>
        <e type="operator" args="2">:</e>
        <e type="operand">continue</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="7" left="522" top="909" width="44" height="46" color="#0000ff" bgColor="#ffffff" fontSize="14">
    <math>
      <input>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
      </input>
    </math>
  </region>
  <region id="8" left="153" top="972" width="206" height="24" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math>
      <input>
        <e type="operand">∞</e>
        <e type="operand" style="string">Smath machine limit</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="9" left="360" top="1260" width="391" height="176" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1.18</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">2.72</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">60000</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="operand">1.052</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="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">9</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">3</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0</e>
        <e type="operand">4</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">10</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">14</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">20</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="operand">14</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">8</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">118</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">47</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">12</e>
        <e type="operand">5</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="47">mat</e>
      </input>
    </math>
  </region>
  <region id="10" left="27" top="1494" width="424" height="176" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math fractionType="fraction">
      <input>
        <e type="operand">A</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1.18</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">2.72</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">60000</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="operand">1.052</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="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">9</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">3</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0</e>
        <e type="operand">4</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">10</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">14</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">20</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="operand">14</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">8</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">118</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">47</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">12</e>
        <e type="operand">5</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="47">mat</e>
      </result>
    </math>
  </region>
  <region id="11" left="27" top="1494" width="424" height="176" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math fractionType="fraction">
      <input>
        <e type="operand">A</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1.18</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">2.72</e>
        <e type="operand">10</e>
        <e type="operand">5</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">60000</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="operand">1.052</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="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">9</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">3</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0</e>
        <e type="operand">4</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">10</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">14</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">20</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">0</e>
        <e type="operand">14</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">8</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operand">118</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">47</e>
        <e type="operand">23</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">12</e>
        <e type="operand">5</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="47">mat</e>
      </result>
    </math>
  </region>
  <region id="12" left="18" top="1692" width="490" height="346" color="#000000" bgColor="#ff0000">
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</raw>
    </picture>
  </region>
  <region id="13" left="513" top="1809" width="256" height="113" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Solution</e>
        <e type="operand">MaxWeeklyAud</e>
        <e type="operand">A</e>
        <e type="operand">1</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">MedTV</e>
        <e type="operand">A</e>
        <e type="operand">2</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">MedNewP</e>
        <e type="operand">A</e>
        <e type="operand">3</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">MedNewR</e>
        <e type="operand">A</e>
        <e type="operand">4</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</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="14" left="513" top="1926" width="192" height="90" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Solution</e>
      </input>
      <result action="numeric">
        <e type="operand">1.052</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="operand">4</e>
        <e type="operand">10</e>
        <e type="operand">14</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">sys</e>
      </result>
    </math>
  </region>
  <region id="15" left="513" top="1926" width="192" height="90" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Solution</e>
      </input>
      <result action="numeric">
        <e type="operand">1.052</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="operand">4</e>
        <e type="operand">10</e>
        <e type="operand">14</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">sys</e>
      </result>
    </math>
  </region>
</regions>