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    <math decimalPlaces="4">
      <input>
        <e type="operand">W</e>
        <e type="operand">x</e>
        <e type="function" args="2">f</e>
        <e type="operand">2</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="1">ln</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operand">W</e>
        <e type="operand">π</e>
        <e type="function" preserve="true" args="1">sqrt</e>
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      <p>Now, we have the model function to fit the data set.Should there be a need for, this document can be used to do other convolution(s) as well. The functions would be defined above and pieces needed added to the integralto allow the symbolic solver to come up with new function.The other thing to pay attention to is that the convolutionwe have done is a Gaussian and a single exponential.Below, you will see why that was done as it adds anotherdegree of adjustability to this document. </p>
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      <p>observe blue ... w[0], w[0.125]</p>
    </text>
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    <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: Teal">The final curve fitting . . .</span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt">Credits and thanks to Mathsoft Collabs:</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt">Richard, Tom, Paul, Jean.</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt">Three advanced art fitting techniques have been applied.</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt"><strong>1. </strong>Data Reduction</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt"><strong>2.</strong> Careful initialization</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 12pt"><strong>3.</strong> PW Minerr <strong><span style="color: Red">Null style</span></strong></span></span><span style="color: Red"><strong>.</strong></span></div></span>]]></writer>
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        <e type="operand">1</e>
        <e type="operand">c</e>
        <e type="operand">x</e>
        <e type="operand">B</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="2">p</e>
        <e type="operator" args="2">*</e>
        <e type="operand">W</e>
        <e type="operator" args="2">/</e>
        <e type="function" preserve="true" args="1">erf</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="1">-</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">B</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="2">p</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="1">ln</e>
        <e type="operator" args="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="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operand">offset</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="34" top="3087" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>     data     </p>
      </title>
    </area>
    <region id="35" left="63" top="3114" width="153" height="3609" color="#000000" bgColor="#ffffff" fontSize="10">
      <math decimalPlaces="4">
        <input>
          <e type="operand">data</e>
          <e type="operand">3192</e>
          <e type="operator" args="1">-</e>
          <e type="operand">87</e>
          <e type="operand">3119</e>
          <e type="operator" args="1">-</e>
          <e type="operand">114</e>
          <e type="operand">3045</e>
          <e type="operator" args="1">-</e>
          <e type="operand">130</e>
          <e type="operand">2972</e>
          <e type="operator" args="1">-</e>
          <e type="operand">100</e>
          <e type="operand">2999</e>
          <e type="operator" args="1">-</e>
          <e type="operand">103</e>
          <e type="operand">2825</e>
          <e type="operator" args="1">-</e>
          <e type="operand">104</e>
          <e type="operand">2752</e>
          <e type="operator" args="1">-</e>
          <e type="operand">115</e>
          <e type="operand">2679</e>
          <e type="operator" args="1">-</e>
          <e type="operand">111</e>
          <e type="operand">2605</e>
          <e type="operator" args="1">-</e>
          <e type="operand">97</e>
          <e type="operand">2532</e>
          <e type="operator" args="1">-</e>
          <e type="operand">114</e>
          <e type="operand">2458</e>
          <e type="operator" args="1">-</e>
          <e type="operand">121</e>
          <e type="operand">2385</e>
          <e type="operator" args="1">-</e>
          <e type="operand">115</e>
          <e type="operand">2312</e>
          <e type="operator" args="1">-</e>
          <e type="operand">93</e>
          <e type="operand">2238</e>
          <e type="operator" args="1">-</e>
          <e type="operand">110</e>
          <e type="operand">2165</e>
          <e type="operator" args="1">-</e>
          <e type="operand">106</e>
          <e type="operand">2091</e>
          <e type="operator" args="1">-</e>
          <e type="operand">105</e>
          <e type="operand">2018</e>
          <e type="operator" args="1">-</e>
          <e type="operand">97</e>
          <e type="operand">1945</e>
          <e type="operator" args="1">-</e>
          <e type="operand">97</e>
          <e type="operand">1871</e>
          <e type="operator" args="1">-</e>
          <e type="operand">103</e>
          <e type="operand">1798</e>
          <e type="operator" args="1">-</e>
          <e type="operand">109</e>
          <e type="operand">1725</e>
          <e type="operator" args="1">-</e>
          <e type="operand">120</e>
          <e type="operand">1651</e>
          <e type="operator" args="1">-</e>
          <e type="operand">121</e>
          <e type="operand">1578</e>
          <e type="operator" args="1">-</e>
          <e type="operand">110</e>
          <e type="operand">1504</e>
          <e type="operator" args="1">-</e>
          <e type="operand">108</e>
          <e type="operand">1431</e>
          <e type="operator" args="1">-</e>
          <e type="operand">116</e>
          <e type="operand">1358</e>
          <e type="operator" args="1">-</e>
          <e type="operand">108</e>
          <e type="operand">1284</e>
          <e type="operator" args="1">-</e>
          <e type="operand">85</e>
          <e type="operand">1211</e>
          <e type="operator" args="1">-</e>
          <e type="operand">98</e>
          <e type="operand">1137</e>
          <e type="operator" args="1">-</e>
          <e type="operand">92</e>
          <e type="operand">1064</e>
          <e type="operator" args="1">-</e>
          <e type="operand">124</e>
          <e type="operand">991</e>
          <e type="operator" args="1">-</e>
          <e type="operand">117</e>
          <e type="operand">917</e>
          <e type="operator" args="1">-</e>
          <e type="operand">112</e>
          <e type="operand">844</e>
          <e type="operator" args="1">-</e>
          <e type="operand">116</e>
          <e type="operand">771</e>
          <e type="operator" args="1">-</e>
          <e type="operand">91</e>
          <e type="operand">697</e>
          <e type="operator" args="1">-</e>
          <e type="operand">129</e>
          <e type="operand">624</e>
          <e type="operator" args="1">-</e>
          <e type="operand">126</e>
          <e type="operand">550</e>
          <e type="operator" args="1">-</e>
          <e type="operand">112</e>
          <e type="operand">477</e>
          <e type="operator" args="1">-</e>
          <e type="operand">94</e>
          <e type="operand">404</e>
          <e type="operator" args="1">-</e>
          <e type="operand">115</e>
          <e type="operand">330</e>
          <e type="operator" args="1">-</e>
          <e type="operand">79</e>
          <e type="operand">257</e>
          <e type="operator" args="1">-</e>
          <e type="operand">117</e>
          <e type="operand">183</e>
          <e type="operator" args="1">-</e>
          <e type="operand">122</e>
          <e type="operand">110</e>
          <e type="operator" args="1">-</e>
          <e type="operand">127</e>
          <e type="operand">37</e>
          <e type="operator" args="1">-</e>
          <e type="operand">108</e>
          <e type="operand">37</e>
          <e type="operand">116</e>
          <e type="operand">110</e>
          <e type="operand">108</e>
          <e type="operand">183</e>
          <e type="operand">85</e>
          <e type="operand">257</e>
          <e type="operand">98</e>
          <e type="operand">330</e>
          <e type="operand">92</e>
          <e type="operand">404</e>
          <e type="operand">124</e>
          <e type="operand">477</e>
          <e type="operand">117</e>
          <e type="operand">550</e>
          <e type="operand">112</e>
          <e type="operand">624</e>
          <e type="operand">116</e>
          <e type="operand">697</e>
          <e type="operand">126</e>
          <e type="operand">771</e>
          <e type="operand">100</e>
          <e type="operand">844</e>
          <e type="operand">105</e>
          <e type="operand">917</e>
          <e type="operand">111</e>
          <e type="operand">991</e>
          <e type="operand">133</e>
          <e type="operand">1064</e>
          <e type="operand">111</e>
          <e type="operand">1137</e>
          <e type="operand">147</e>
          <e type="operand">1211</e>
          <e type="operand">99</e>
          <e type="operand">1284</e>
          <e type="operand">105</e>
          <e type="operand">1358</e>
          <e type="operand">114</e>
          <e type="operand">1431</e>
          <e type="operand">101</e>
          <e type="operand">1504</e>
          <e type="operand">104</e>
          <e type="operand">1578</e>
          <e type="operand">116</e>
          <e type="operand">1651</e>
          <e type="operand">135</e>
          <e type="operand">1725</e>
          <e type="operand">181</e>
          <e type="operand">1798</e>
          <e type="operand">281</e>
          <e type="operand">1871</e>
          <e type="operand">440</e>
          <e type="operand">1945</e>
          <e type="operand">622</e>
          <e type="operand">2018</e>
          <e type="operand">847</e>
          <e type="operand">2091</e>
          <e type="operand">1027</e>
          <e type="operand">2165</e>
          <e type="operand">1206</e>
          <e type="operand">2238</e>
          <e type="operand">1335</e>
          <e type="operand">2312</e>
          <e type="operand">1432</e>
          <e type="operand">2385</e>
          <e type="operand">1593</e>
          <e type="operand">2458</e>
          <e type="operand">1473</e>
          <e type="operand">2532</e>
          <e type="operand">1500</e>
          <e type="operand">2605</e>
          <e type="operand">1470</e>
          <e type="operand">2679</e>
          <e type="operand">1459</e>
          <e type="operand">2752</e>
          <e type="operand">1446</e>
          <e type="operand">2825</e>
          <e type="operand">1505</e>
          <e type="operand">2899</e>
          <e type="operand">1454</e>
          <e type="operand">2972</e>
          <e type="operand">1446</e>
          <e type="operand">3045</e>
          <e type="operand">1457</e>
          <e type="operand">3119</e>
          <e type="operand">1417</e>
          <e type="operand">3192</e>
          <e type="operand">1391</e>
          <e type="operand">3266</e>
          <e type="operand">1417</e>
          <e type="operand">3339</e>
          <e type="operand">1427</e>
          <e type="operand">3706</e>
          <e type="operand">1368</e>
          <e type="operand">3779</e>
          <e type="operand">1365</e>
          <e type="operand">3853</e>
          <e type="operand">1372</e>
          <e type="operand">3926</e>
          <e type="operand">1377</e>
          <e type="operand">3999</e>
          <e type="operand">1373</e>
          <e type="operand">4073</e>
          <e type="operand">1313</e>
          <e type="operand">4146</e>
          <e type="operand">1363</e>
          <e type="operand">4220</e>
          <e type="operand">1315</e>
          <e type="operand">4293</e>
          <e type="operand">1278</e>
          <e type="operand">4366</e>
          <e type="operand">1354</e>
          <e type="operand">4440</e>
          <e type="operand">1319</e>
          <e type="operand">4513</e>
          <e type="operand">1290</e>
          <e type="operand">4587</e>
          <e type="operand">1268</e>
          <e type="operand">4660</e>
          <e type="operand">1292</e>
          <e type="operand">4733</e>
          <e type="operand">1290</e>
          <e type="operand">4807</e>
          <e type="operand">1288</e>
          <e type="operand">4880</e>
          <e type="operand">1255</e>
          <e type="operand">4953</e>
          <e type="operand">1314</e>
          <e type="operand">5027</e>
          <e type="operand">1314</e>
          <e type="operand">5100</e>
          <e type="operand">1304</e>
          <e type="operand">5174</e>
          <e type="operand">1214</e>
          <e type="operand">5247</e>
          <e type="operand">1217</e>
          <e type="operand">5320</e>
          <e type="operand">1213</e>
          <e type="operand">5394</e>
          <e type="operand">1195</e>
          <e type="operand">5467</e>
          <e type="operand">1284</e>
          <e type="operand">5540</e>
          <e type="operand">1177</e>
          <e type="operand">5614</e>
          <e type="operand">1235</e>
          <e type="operand">5687</e>
          <e type="operand">1318</e>
          <e type="operand">5761</e>
          <e type="operand">1169</e>
          <e type="operand">5834</e>
          <e type="operand">1232</e>
          <e type="operand">5907</e>
          <e type="operand">1274</e>
          <e type="operand">5981</e>
          <e type="operand">1168</e>
          <e type="operand">6054</e>
          <e type="operand">1201</e>
          <e type="operand">6128</e>
          <e type="operand">1235</e>
          <e type="operand">6201</e>
          <e type="operand">1174</e>
          <e type="operand">6274</e>
          <e type="operand">1205</e>
          <e type="operand">6348</e>
          <e type="operand">1195</e>
          <e type="operand">6421</e>
          <e type="operand">1185</e>
          <e type="operand">6494</e>
          <e type="operand">1156</e>
          <e type="operand">6568</e>
          <e type="operand">1142</e>
          <e type="operand">6641</e>
          <e type="operand">1198</e>
          <e type="operand">6715</e>
          <e type="operand">1142</e>
          <e type="operand">6788</e>
          <e type="operand">1163</e>
          <e type="operand">6861</e>
          <e type="operand">1115</e>
          <e type="operand">6935</e>
          <e type="operand">1183</e>
          <e type="operand">7008</e>
          <e type="operand">1182</e>
          <e type="operand">7082</e>
          <e type="operand">1137</e>
          <e type="operand">7155</e>
          <e type="operand">1178</e>
          <e type="operand">7228</e>
          <e type="operand">1165</e>
          <e type="operand">7302</e>
          <e type="operand">1122</e>
          <e type="operand">7375</e>
          <e type="operand">1138</e>
          <e type="operand">7448</e>
          <e type="operand">1088</e>
          <e type="operand">7522</e>
          <e type="operand">1125</e>
          <e type="operand">7595</e>
          <e type="operand">1111</e>
          <e type="operand">7669</e>
          <e type="operand">1108</e>
          <e type="operand">7742</e>
          <e type="operand">1096</e>
          <e type="operand">7815</e>
          <e type="operand">1156</e>
          <e type="operand">7889</e>
          <e type="operand">1070</e>
          <e type="operand">7962</e>
          <e type="operand">1116</e>
          <e type="operand">8036</e>
          <e type="operand">1093</e>
          <e type="operand">8109</e>
          <e type="operand">1116</e>
          <e type="operand">8182</e>
          <e type="operand">1115</e>
          <e type="operand">8256</e>
          <e type="operand">1138</e>
          <e type="operand">8329</e>
          <e type="operand">1082</e>
          <e type="operand">8402</e>
          <e type="operand">1066</e>
          <e type="operand">8476</e>
          <e type="operand">1028</e>
          <e type="operand">8549</e>
          <e type="operand">1074</e>
          <e type="operand">8623</e>
          <e type="operand">1096</e>
          <e type="operand">8696</e>
          <e type="operand">1083</e>
          <e type="operand">8769</e>
          <e type="operand">1045</e>
          <e type="operand">8843</e>
          <e type="operand">1057</e>
          <e type="operand">8916</e>
          <e type="operand">1053</e>
          <e type="operand">8990</e>
          <e type="operand">1092</e>
          <e type="operand">9063</e>
          <e type="operand">1049</e>
          <e type="operand">9136</e>
          <e type="operand">1031</e>
          <e type="operand">9210</e>
          <e type="operand">1080</e>
          <e type="operand">9283</e>
          <e type="operand">992</e>
          <e type="operand">9356</e>
          <e type="operand">1027</e>
          <e type="operand">9430</e>
          <e type="operand">1077</e>
          <e type="operand">9503</e>
          <e type="operand">1102</e>
          <e type="operand">9577</e>
          <e type="operand">1094</e>
          <e type="operand">9650</e>
          <e type="operand">1099</e>
          <e type="operand">9723</e>
          <e type="operand">1030</e>
          <e type="operand">9797</e>
          <e type="operand">1027</e>
          <e type="operand">9870</e>
          <e type="operand">1033</e>
          <e type="operand">9944</e>
          <e type="operand">1017</e>
          <e type="operand">10017</e>
          <e type="operand">1108</e>
          <e type="operand">10090</e>
          <e type="operand">1077</e>
          <e type="operand">10017</e>
          <e type="operand">1108</e>
          <e type="operand">10090</e>
          <e type="operand">1077</e>
          <e type="operand">10164</e>
          <e type="operand">1058</e>
          <e type="operand">10237</e>
          <e type="operand">990</e>
          <e type="operand">10310</e>
          <e type="operand">1019</e>
          <e type="operand">10384</e>
          <e type="operand">1044</e>
          <e type="operand">10457</e>
          <e type="operand">1070</e>
          <e type="operand">10531</e>
          <e type="operand">1037</e>
          <e type="operand">10604</e>
          <e type="operand">1017</e>
          <e type="operand">10677</e>
          <e type="operand">967</e>
          <e type="operand">10751</e>
          <e type="operand">976</e>
          <e type="operand">10824</e>
          <e type="operand">1064</e>
          <e type="operand">10898</e>
          <e type="operand">1006</e>
          <e type="operand">10971</e>
          <e type="operand">1029</e>
          <e type="operand">11044</e>
          <e type="operand">962</e>
          <e type="operand">11118</e>
          <e type="operand">968</e>
          <e type="operand">11191</e>
          <e type="operand">967</e>
          <e type="operand">11264</e>
          <e type="operand">981</e>
          <e type="operand">11338</e>
          <e type="operand">1006</e>
          <e type="operand">11411</e>
          <e type="operand">1046</e>
          <e type="operand">11485</e>
          <e type="operand">999</e>
          <e type="operand">11558</e>
          <e type="operand">940</e>
          <e type="operand">200</e>
          <e type="operand">2</e>
          <e type="function" preserve="true" args="402">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="36" left="270" top="3123" width="454" height="128" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
      <math optimize="2" fractionType="auto">
        <input>
          <e type="operand">data</e>
          <e type="operand">char</e>
          <e type="operand">size</e>
          <e type="operand">clr</e>
          <e type="function" args="4">plot</e>
          <e type="operand">k</e>
          <e type="operand">1</e>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">rows</e>
          <e type="function" preserve="true" args="2">range</e>
          <e type="operand">r3</e>
          <e type="operand">k</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">char</e>
          <e type="operator" args="2">:</e>
          <e type="operand">r4</e>
          <e type="operand">k</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">size</e>
          <e type="operator" args="2">:</e>
          <e type="operand">r5</e>
          <e type="operand">k</e>
          <e type="function" preserve="true" args="2">el</e>
          <e type="operand">clr</e>
          <e type="operator" args="2">:</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" preserve="true" args="5">line</e>
          <e type="function" preserve="true" args="3">for</e>
          <e type="operand">data</e>
          <e type="operand">r3</e>
          <e type="operand">r4</e>
          <e type="operand">r5</e>
          <e type="function" preserve="true" args="4">augment</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="37" left="270" top="3285" width="140" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">data</e>
          <e type="function" preserve="true" args="1">rows</e>
        </input>
        <result action="numeric">
          <e type="operand">200</e>
        </result>
      </math>
    </region>
    <region id="38" top="6750" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="39" left="477" top="6795" width="219" height="95" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">L</e>
        <e type="operand">x</e>
        <e type="operand">1250</e>
        <e type="operand">3000</e>
        <e type="operand">1251</e>
        <e type="function" preserve="true" args="3">range</e>
        <e type="operator" args="2">:</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">y</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">x</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="function" args="1">Laser</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">x</e>
        <e type="operand">y</e>
        <e type="function" preserve="true" args="2">augment</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="40" left="9" top="6804" width="269" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4">
      <input>
        <e type="operand">pts</e>
        <e type="operand">data</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="function" args="4">plot</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="41" left="9" top="6876" width="453" height="331" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
    <plot type="2d" render="lines" scale_x="0.0222956224797294" scale_y="0.00102925447764574" scale_z="2.29478692691604E-05" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-169" transpose_y="-129" transpose_z="0">
      <description active="true" position="Top" lang="eng">
        <p>Laser [560 TOPO/HDA NC's] =&gt; original data set [600]. </p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">Laser</e>
        <e type="operand">x</e>
        <e type="function" args="1">c</e>
        <e type="operator" args="2">*</e>
        <e type="operand">Xo</e>
        <e type="operand">750</e>
        <e type="operand" style="string">+</e>
        <e type="operand">30</e>
        <e type="operand" style="string">red</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">2485</e>
        <e type="operand">1500</e>
        <e type="operand" style="string">+</e>
        <e type="operand">30</e>
        <e type="operand" style="string">red</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">3192</e>
        <e type="operator" args="1">-</e>
        <e type="operand">87</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">3119</e>
        <e type="operator" args="1">-</e>
        <e type="operand">114</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">3045</e>
        <e type="operator" args="1">-</e>
        <e type="operand">130</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2972</e>
        <e type="operator" args="1">-</e>
        <e type="operand">100</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2999</e>
        <e type="operator" args="1">-</e>
        <e type="operand">103</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2825</e>
        <e type="operator" args="1">-</e>
        <e type="operand">104</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2752</e>
        <e type="operator" args="1">-</e>
        <e type="operand">115</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2679</e>
        <e type="operator" args="1">-</e>
        <e type="operand">111</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2605</e>
        <e type="operator" args="1">-</e>
        <e type="operand">97</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2532</e>
        <e type="operator" args="1">-</e>
        <e type="operand">114</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2458</e>
        <e type="operator" args="1">-</e>
        <e type="operand">121</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2385</e>
        <e type="operator" args="1">-</e>
        <e type="operand">115</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2312</e>
        <e type="operator" args="1">-</e>
        <e type="operand">93</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2238</e>
        <e type="operator" args="1">-</e>
        <e type="operand">110</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2165</e>
        <e type="operator" args="1">-</e>
        <e type="operand">106</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2091</e>
        <e type="operator" args="1">-</e>
        <e type="operand">105</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">2018</e>
        <e type="operator" args="1">-</e>
        <e type="operand">97</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1945</e>
        <e type="operator" args="1">-</e>
        <e type="operand">97</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1871</e>
        <e type="operator" args="1">-</e>
        <e type="operand">103</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1798</e>
        <e type="operator" args="1">-</e>
        <e type="operand">109</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1725</e>
        <e type="operator" args="1">-</e>
        <e type="operand">120</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1651</e>
        <e type="operator" args="1">-</e>
        <e type="operand">121</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1578</e>
        <e type="operator" args="1">-</e>
        <e type="operand">110</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1504</e>
        <e type="operator" args="1">-</e>
        <e type="operand">108</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1431</e>
        <e type="operator" args="1">-</e>
        <e type="operand">116</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1358</e>
        <e type="operator" args="1">-</e>
        <e type="operand">108</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1284</e>
        <e type="operator" args="1">-</e>
        <e type="operand">85</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1211</e>
        <e type="operator" args="1">-</e>
        <e type="operand">98</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1137</e>
        <e type="operator" args="1">-</e>
        <e type="operand">92</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1064</e>
        <e type="operator" args="1">-</e>
        <e type="operand">124</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">991</e>
        <e type="operator" args="1">-</e>
        <e type="operand">117</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">917</e>
        <e type="operator" args="1">-</e>
        <e type="operand">112</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">844</e>
        <e type="operator" args="1">-</e>
        <e type="operand">116</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">771</e>
        <e type="operator" args="1">-</e>
        <e type="operand">91</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">697</e>
        <e type="operator" args="1">-</e>
        <e type="operand">129</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">624</e>
        <e type="operator" args="1">-</e>
        <e type="operand">126</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">550</e>
        <e type="operator" args="1">-</e>
        <e type="operand">112</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">477</e>
        <e type="operator" args="1">-</e>
        <e type="operand">94</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">404</e>
        <e type="operator" args="1">-</e>
        <e type="operand">115</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">330</e>
        <e type="operator" args="1">-</e>
        <e type="operand">79</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">257</e>
        <e type="operator" args="1">-</e>
        <e type="operand">117</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">183</e>
        <e type="operator" args="1">-</e>
        <e type="operand">122</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">110</e>
        <e type="operator" args="1">-</e>
        <e type="operand">127</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">37</e>
        <e type="operator" args="1">-</e>
        <e type="operand">108</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">37</e>
        <e type="operand">116</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">110</e>
        <e type="operand">108</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">183</e>
        <e type="operand">85</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">black</e>
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        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
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        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
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        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
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        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand">114</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1431</e>
        <e type="operand">101</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1504</e>
        <e type="operand">104</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand">116</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">1871</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand">622</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand">1027</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand">1206</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
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        <e type="operand" style="string">.</e>
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        <e type="operand" style="string">black</e>
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        <e type="operand">940</e>
        <e type="operand" style="string">.</e>
        <e type="operand">8</e>
        <e type="operand" style="string">black</e>
        <e type="operand">200</e>
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        <e type="function" preserve="true" args="1002">mat</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">sys</e>
      </input>
    </plot>
  </region>
  <region id="42" left="477" top="6903" width="290" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="lines" scale_x="0.00692896444539705" scale_y="0.003719531104875" scale_z="0.00368233579382625" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-90" transpose_y="-51" transpose_z="0">
      <input>
        <e type="operand">pts</e>
        <e type="operand">L</e>
        <e type="operand">Xo</e>
        <e type="operand">Xo</e>
        <e type="function" args="1">Laser</e>
        <e type="operand" style="string">+</e>
        <e type="operand">20</e>
        <e type="operand" style="string">blue</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </input>
    </plot>
  </region>
  <region id="43" left="324" top="7146" width="156" height="26" color="#000000" bgColor="#ffff80" fontSize="10">
    <math decimalPlaces="0">
      <description active="true" position="Right" lang="eng">
        <p>sanity MCD</p>
      </description>
      <input>
        <e type="operand">2485</e>
        <e type="function" args="1">Laser</e>
      </input>
      <result action="numeric">
        <e type="operand">1500</e>
      </result>
    </math>
  </region>
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