﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.98.6179.21440"?>
<regions>
  <settings>
    <identity>
      <id>0181e77c-e3ce-48c1-b220-a7394bc2873c</id>
      <revision>22</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="1" orientation="Portrait" width="850" height="1100" />
      <margins left="39" right="39" top="39" bottom="39" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <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="Picture Region" version="1.10.6179.21444" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Special Functions" version="1.11.6179.21442" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="Text Region" version="1.10.6179.21446" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="Writer Region" version="0.8.6150.16713" guid="5922d677-323f-4327-8c68-be902d8339ad" />
      <assembly name="Image Region" version="2.99.6120.35993" guid="63ddaef8-9a56-4ff6-938e-d590b638bf99" />
    </dependencies>
    <mode debug="true" />
  </settings>
  <region id="0" left="18" top="9" width="118" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="3">
      <input>
        <e type="operand">63</e>
        <e type="operand" style="string">1 min</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">127</e>
        <e type="operand" style="string">3 min</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </input>
    </math>
  </region>
  <region id="1" left="414" top="9" width="50" height="50" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="2" left="459" top="9" width="298" height="50" border="true" color="#000000" bgColor="#fefefe">
    <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; text-align: left; line-height: 115%">
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt"><strong>Project:</strong>  HollyStar         <strong>rev:</strong> 0 <strong>. . . </strong>[1/1]</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt"><strong>Design:  </strong> jmG                 <strong>date:</strong> 2018_08_13</span></span></div></span>]]></writer>
  </region>
  <region id="3" left="18" top="90" width="175" height="31" color="#000000" bgColor="#80ffff" fontSize="14">
    <text lang="eng">
      <p bold="true">The Holly star</p>
    </text>
  </region>
  <region id="4" left="306" top="90" width="111" height="30" color="#ffff00" bgColor="#010101" fontSize="12">
    <math>
      <input>
        <e type="operand">t0</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="1">time</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="5" left="477" top="90" width="52" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
    <math>
      <input>
        <e type="operand">α</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="6" left="18" top="126" width="264" height="124" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">L</e>
        <e type="operand">H</e>
        <e type="operand">N</e>
        <e type="function" args="3">xd</e>
        <e type="operand">U</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">dx</e>
        <e type="operand">H</e>
        <e type="operand">L</e>
        <e type="operator" args="2">-</e>
        <e type="operand">N</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">N</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">U</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">L</e>
        <e type="operand">dx</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">dx</e>
        <e type="operand">i</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">U</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="7" left="306" top="126" width="145" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">z</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">127</e>
        <e type="function" args="3">xd</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="8" left="477" top="126" width="280" height="154" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">M</e>
        <e type="function" args="1">color</e>
        <e type="operand">Args</e>
        <e type="operand">M</e>
        <e type="function" args="1">args</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="operator" args="2">:</e>
        <e type="operand">R</e>
        <e type="operand">Args</e>
        <e type="operand">α</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="operand">255</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">G</e>
        <e type="operand">Args</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="operand">255</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">B</e>
        <e type="operand">Args</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="operand">255</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand" style="string">[RGB]-&gt; image region</e>
        <e type="operand">R</e>
        <e type="operand">G</e>
        <e type="operand">B</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="8">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="9" left="306" top="153" width="75" height="34" color="#000000" bgColor="#ffff80" fontSize="10">
    <math>
      <input>
        <e type="operand">z</e>
        <e type="function" args="1">f</e>
        <e type="operand">z</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="10" left="306" top="189" width="141" height="76" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">z</e>
        <e type="function" args="1">args</e>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≥</e>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="1">arg</e>
        <e type="operand">0</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="11" left="18" top="270" width="221" height="91" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">C</e>
        <e type="operand">m</e>
        <e type="operand">1</e>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">c</e>
        <e type="operand">m</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">z</e>
        <e type="operand">m</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">i</e>
        <e type="operand">z</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">f</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">c</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="12" left="306" top="270" width="107" height="47" color="#000000" bgColor="#e1ff80" fontSize="10">
    <math>
      <input>
        <e type="operand">C</e>
        <e type="operand">C</e>
        <e type="operator" args="2">:</e>
        <e type="operand">Ω</e>
        <e type="operand">C</e>
        <e type="function" args="1">color</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
      </input>
    </math>
  </region>
  <region id="13" left="477" top="288" width="183" height="68" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>More stars ...</p>
      </description>
      <input>
        <e type="operand">α</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">z</e>
        <e type="function" args="1">f</e>
        <e type="operand">z</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="1">erf</e>
        <e type="operand">1</e>
        <e type="operand">z</e>
        <e type="operator" args="2">/</e>
        <e type="operand">z</e>
        <e type="operand">1</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="6">mat</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
      </input>
    </math>
  </region>
  <region id="14" left="306" top="315" width="138" height="136" color="#000000" bgColor="#ffffff" fontSize="10">
    <image>
      <imagefile filename="5y1a1.png" lenght="20853" width="128" height="128" option="border=false;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="128" OLDheight="128" select_rotation="0°">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</imagefile>
      <input>
        <e type="operand">Ω</e>
      </input>
    </image>
  </region>
  <region id="15" left="18" top="369" width="170" height="30" color="#ffff00" bgColor="#010101" fontSize="12">
    <math decimalPlaces="1">
      <input>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="1">time</e>
        <e type="operand">t0</e>
        <e type="operator" args="2">-</e>
      </input>
      <contract>
        <e type="operand" style="unit">min</e>
      </contract>
      <result action="numeric">
        <e type="operand">3</e>
      </result>
    </math>
  </region>
  <region id="16" left="477" top="387" width="117" height="69" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">R</e>
        <e type="operand">Ω</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">G</e>
        <e type="operand">Ω</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">B</e>
        <e type="operand">Ω</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">col</e>
        <e type="operator" args="2">:</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </math>
  </region>
  <region id="17" left="18" top="486" width="138" height="136" color="#000000" bgColor="#ffffff" fontSize="10">
    <image>
      <imagefile filename="0hzb3.png" lenght="8939" width="128" height="128" option="border=false;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="128" OLDheight="128" select_rotation="0°">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</imagefile>
      <input>
        <e type="operand">R</e>
      </input>
    </image>
  </region>
  <region id="18" left="162" top="486" width="138" height="136" color="#000000" bgColor="#ffffff" fontSize="10">
    <image>
      <imagefile filename="rhxvm.png" lenght="8458" width="128" height="128" option="border=false;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="128" OLDheight="128" select_rotation="0°">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</imagefile>
      <input>
        <e type="operand">G</e>
      </input>
    </image>
  </region>
  <region id="19" left="306" top="486" width="138" height="136" color="#000000" bgColor="#ffffff" fontSize="10">
    <image>
      <imagefile filename="nh2r5.png" lenght="7495" width="128" height="128" option="border=false;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="128" OLDheight="128" select_rotation="0°">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</imagefile>
      <input>
        <e type="operand">B</e>
      </input>
    </image>
  </region>
</regions>