﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.98.6179.21440"?>
<regions>
  <settings>
    <identity>
      <id>65e3507f-1e57-4d3a-838b-6190e7fe64af</id>
      <revision>41</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="3D Plot Region (Chart3DLib)" version="0.1.5997.41808" guid="2427d808-1e5e-4ae0-88bf-bc271664a3ab" />
      <assembly name="Special Functions" version="1.11.6179.21442" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="Writer Region" version="0.8.6150.16713" guid="5922d677-323f-4327-8c68-be902d8339ad" />
    </dependencies>
    <mode debug="true" />
  </settings>
  <region id="0" left="27" top="18" width="455" height="166" border="true" color="#000000" bgColor="#ffffe1">
    <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: 14pt"><strong><span style="color: Blue">About using X_Y  3D surface plot</span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Is a one time use live work sheet, i.e: does not save any settings.</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">You can put title, size the xyz axes system [ticks, grid, azimuth, horizon]</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Once that done, make an image of it as a frozen piece of information. </span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Generally, this type of plot is for the visual comfort, viewing the surface.</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">In this demo, we have managed some X,Y,Z directions on the native plot.</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Mesh, color scheme, back planes are not accessibles.</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">All in all =&gt; minimalist, but still very informative.</span></span></div></span>]]></writer>
  </region>
  <region id="1" left="27" top="225" width="221" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="function" args="2">g</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">x</e>
        <e type="operator" args="2">&lt;</e>
        <e type="bracket">(</e>
        <e type="operand">1</e>
        <e type="operator" args="2">&lt;</e>
        <e type="bracket">(</e>
        <e type="operand">y</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operand">6</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="2" left="27" top="261" width="210" height="208" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot3d width="200" height="200">
      <input>
        <e type="operand">g</e>
      </input>
    </plot3d>
  </region>
  <region id="3" left="270" top="261" width="191" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="function" args="2">f</e>
        <e type="operand">5</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
        <e type="operand">y</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="270" top="297" width="378" height="208" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot3d width="368" height="200">
      <input>
        <e type="operand">f</e>
      </input>
    </plot3d>
  </region>
  <region id="5" left="27" top="549" width="213" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="function" args="2">g</e>
        <e type="operand">12</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">y</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="1">-</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="6" left="27" top="612" width="446" height="278" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot3d width="436" height="270">
      <input>
        <e type="operand">g</e>
      </input>
    </plot3d>
  </region>
  <region id="7" left="288" top="927" width="102" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="function" args="2">φ</e>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="8" left="288" top="972" width="210" height="208" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot3d width="200" height="200">
      <input>
        <e type="operand">φ</e>
      </input>
    </plot3d>
  </region>
  <region id="9" left="522" top="981" width="60" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">z</e>
        <e type="operand">0.5</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="10" left="594" top="981" width="125" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="function" args="2">φ</e>
        <e type="operand">z</e>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="11" left="531" top="1017" width="210" height="208" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot3d width="200" height="200">
      <input>
        <e type="operand">φ</e>
      </input>
    </plot3d>
  </region>
  <region id="12" left="27" top="1035" width="205" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Ω</e>
        <e type="operand">5</e>
        <e type="operand">5</e>
        <e type="operand">φ</e>
        <e type="function" args="3">matrix</e>
        <e type="function" preserve="true" args="1">maple</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="13" left="27" top="1062" width="159" height="99" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Ω</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">5</e>
        <e type="operand">2</e>
        <e type="operand">4</e>
        <e type="operand">6</e>
        <e type="operand">8</e>
        <e type="operand">10</e>
        <e type="operand">3</e>
        <e type="operand">6</e>
        <e type="operand">9</e>
        <e type="operand">12</e>
        <e type="operand">15</e>
        <e type="operand">4</e>
        <e type="operand">8</e>
        <e type="operand">12</e>
        <e type="operand">16</e>
        <e type="operand">20</e>
        <e type="operand">5</e>
        <e type="operand">10</e>
        <e type="operand">15</e>
        <e type="operand">20</e>
        <e type="operand">25</e>
        <e type="operand">5</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="27">mat</e>
      </result>
    </math>
  </region>
  <region id="14" left="18" top="1233" width="163" height="132" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="function" args="2">f</e>
        <e type="operand">x</e>
        <e type="operand">0</e>
        <e type="operator" args="2">&gt;</e>
        <e type="operand">y</e>
        <e type="operand">0</e>
        <e type="operator" args="2">&gt;</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">y</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="operand">x</e>
        <e type="operator" args="2">*</e>
        <e type="operand">y</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="function" preserve="true" args="3">if</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="15" left="234" top="1233" width="505" height="208" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot3d width="495" height="200">
      <input>
        <e type="operand">f</e>
      </input>
    </plot3d>
  </region>
  <region id="16" left="18" top="1422" width="43" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">α</e>
        <e type="operand">3</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="17" left="72" top="1422" width="43" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">β</e>
        <e type="operand">2</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="18" left="135" top="1422" width="76" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">z</e>
        <e type="operand">0.125</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="19" left="18" top="1458" width="327" height="96" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">u</e>
        <e type="operand">v</e>
        <e type="function" args="2">φ</e>
        <e type="operand">2</e>
        <e type="operand">α</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">u</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">u</e>
        <e type="operand">α</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operand">β</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">v</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">v</e>
        <e type="operand">β</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">z</e>
        <e type="operand">u</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">v</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">z</e>
        <e type="operand">u</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="20" left="369" top="1512" width="93" height="26" color="#000000" bgColor="#ffff80" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">a</e>
        <e type="operand">81</e>
        <e type="operand">6</e>
        <e type="operand">π</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="21" left="513" top="1512" width="43" height="24" color="#ffff00" bgColor="#010101" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">a</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="22" left="369" top="1539" width="307" height="53" color="#000000" bgColor="#ffff80" fontSize="10">
    <math fractionType="auto" decimalPlaces="3">
      <input>
        <e type="operand">u</e>
        <e type="operand">v</e>
        <e type="function" args="2">f</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operand">u</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">v</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="function" preserve="true" args="1">exp</e>
        <e type="operand">2</e>
        <e type="operand">v</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">u</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="operand">a</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="23" left="18" top="1557" width="327" height="266" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot3d width="317" height="258">
      <input>
        <e type="operand">φ</e>
      </input>
    </plot3d>
  </region>
  <region id="24" left="369" top="1593" width="306" height="208" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot3d width="296" height="200">
      <input>
        <e type="operand">f</e>
      </input>
    </plot3d>
  </region>
  <region id="25" left="18" top="1872" width="491" height="284" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="26" left="27" top="1899" width="43" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
    <math fractionType="auto" decimalPlaces="6">
      <input>
        <e type="operand">ε</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="27" left="432" top="2196" width="316" height="314" border="true" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
</regions>