WSJT-X/boost/libs/math/doc/graphs/jacobi_dn.svg

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<svg width="600" height ="400" version="1.1"
xmlns:svg ="http://www.w3.org/2000/svg"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:cc="http://web.resource.org/cc/"
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns ="http://www.w3.org/2000/svg"
>
<!-- SVG plot written using Boost.Plot program (Creator Jacob Voytko) --> 
<!-- Use, modification and distribution of Boost.Plot subject to the --> 
<!-- Boost Software License, Version 1.0.--> 
<!-- (See accompanying file LICENSE_1_0.txt --> 
<!-- or copy at http://www.boost.org/LICENSE_1_0.txt) --> 

<!-- SVG Plot Copyright John Maddock 2008 --> 
<meta name="copyright" content="John Maddock" />
<meta name="date" content="2008" />
<!-- Use, modification and distribution of this Scalable Vector Graphic file -->
<!-- are subject to the Boost Software License, Version 1.0. -->
<!-- (See accompanying file LICENSE_1_0.txt or copy at http://www.boost.org/LICENSE_1_0.txt) -->

<clipPath id="plot_window"><rect x="85.2" y="59" width="366.8" height="281"/></clipPath>
<g id="imageBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="2"><rect x="0" y="0" width="600" height="400"/></g>
<g id="plotBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="2"><rect x="84.2" y="58" width="368.8" height="283"/></g>
<g id="yMinorGrid" stroke="rgb(200,220,255)" stroke-width="0.5"></g>
<g id="yMajorGrid" stroke="rgb(200,220,255)" stroke-width="1"></g>
<g id="xMinorGrid" stroke="rgb(200,220,255)" stroke-width="0.5"></g>
<g id="xMajorGrid" stroke="rgb(200,220,255)" stroke-width="1"></g>
<g id="yAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="265" y1="58" x2="265" y2="341"/><line x1="84.2" y1="58" x2="84.2" y2="341"/></g>
<g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="84.2" y1="341" x2="453" y2="341"/></g>
<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M82.2,334.1 L84.2,334.1 M82.2,327.2 L84.2,327.2 M82.2,320.2 L84.2,320.2 M82.2,306.3 L84.2,306.3 M82.2,299.4 L84.2,299.4 M82.2,292.5 L84.2,292.5 M82.2,278.6 L84.2,278.6 M82.2,271.7 L84.2,271.7 M82.2,264.7 L84.2,264.7 M82.2,250.8 L84.2,250.8 M82.2,243.9 L84.2,243.9 M82.2,237 L84.2,237 M82.2,223.1 L84.2,223.1 M82.2,216.2 L84.2,216.2 M82.2,209.2 L84.2,209.2 M82.2,195.4 L84.2,195.4 M82.2,188.4 L84.2,188.4 M82.2,181.5 L84.2,181.5 M82.2,167.6 L84.2,167.6 M82.2,160.7 L84.2,160.7 M82.2,153.7 L84.2,153.7 M82.2,139.9 L84.2,139.9 M82.2,132.9 L84.2,132.9 M82.2,126 L84.2,126 M82.2,112.1 L84.2,112.1 M82.2,105.2 L84.2,105.2 M82.2,98.23 L84.2,98.23 M82.2,84.36 L84.2,84.36 M82.2,77.42 L84.2,77.42 M82.2,70.49 L84.2,70.49 " fill="none"/></g>
<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M287.6,341 L287.6,343 M310.2,341 L310.2,343 M332.8,341 L332.8,343 M377.9,341 L377.9,343 M400.5,341 L400.5,343 M423.1,341 L423.1,343 M242.4,341 L242.4,343 M219.8,341 L219.8,343 M197.2,341 L197.2,343 M152,341 L152,343 M129.4,341 L129.4,343 M106.8,341 L106.8,343 " fill="none"/></g>
<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M79.2,313.3 L84.2,313.3 M79.2,285.5 L84.2,285.5 M79.2,257.8 L84.2,257.8 M79.2,230 L84.2,230 M79.2,202.3 L84.2,202.3 M79.2,174.5 L84.2,174.5 M79.2,146.8 L84.2,146.8 M79.2,119 L84.2,119 M79.2,91.3 L84.2,91.3 M79.2,63.55 L84.2,63.55 " fill="none"/></g>
<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M265,341 L265,346 M355.3,341 L355.3,346 M445.7,341 L445.7,346 M265,341 L265,346 M174.6,341 L174.6,346 M84.2,341 L84.2,346 " fill="none"/></g>
<g id="xTicksValues">
<text x="265" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
<text x="355.3" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">5</text>
<text x="445.7" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">10</text>
<text x="265" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
<text x="174.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">-5</text>
<text x="84.2" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">-10</text></g>
<g id="yTicksValues">
<text x="73.2" y="315.7" text-anchor="end" font-size="12" font-family="Verdana">0.1</text>
<text x="73.2" y="287.9" text-anchor="end" font-size="12" font-family="Verdana">0.2</text>
<text x="73.2" y="260.2" text-anchor="end" font-size="12" font-family="Verdana">0.3</text>
<text x="73.2" y="232.4" text-anchor="end" font-size="12" font-family="Verdana">0.4</text>
<text x="73.2" y="204.7" text-anchor="end" font-size="12" font-family="Verdana">0.5</text>
<text x="73.2" y="176.9" text-anchor="end" font-size="12" font-family="Verdana">0.6</text>
<text x="73.2" y="149.2" text-anchor="end" font-size="12" font-family="Verdana">0.7</text>
<text x="73.2" y="121.4" text-anchor="end" font-size="12" font-family="Verdana">0.8</text>
<text x="73.2" y="93.7" text-anchor="end" font-size="12" font-family="Verdana">0.9</text>
<text x="73.2" y="65.95" text-anchor="end" font-size="12" font-family="Verdana">1</text></g>
<g id="yLabel">
<text x="42.9" y="199.5" text-anchor="middle" transform = "rotate(-90 42.9 199.5 )" font-size="14" font-family="Verdana">jacobi_dn(k, u)</text></g>
<g id="xLabel">
<text x="268.6" y="376.7" text-anchor="middle" font-size="14" font-family="Verdana">k</text></g>
<g id="plotLines" stroke-width="2"><g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M84.2,63.55 L86.01,63.55 L87.82,63.55 L89.62,63.55 L91.43,63.55 L93.24,63.55 L95.05,63.55 L96.85,63.55 L98.66,63.55 L100.5,63.55 L102.3,63.55 L104.1,63.55 L105.9,63.55 L107.7,63.55 L109.5,63.55 L111.3,63.55 L113.1,63.55 L114.9,63.55 L116.7,63.55 L118.5,63.55 L120.4,63.55 L122.2,63.55 L124,63.55 L125.8,63.55 L127.6,63.55 L129.4,63.55 L131.2,63.55 L133,63.55 L134.8,63.55 L136.6,63.55 L138.4,63.55 L140.2,63.55 L142,63.55 L143.9,63.55 L145.7,63.55 L147.5,63.55 L149.3,63.55 L151.1,63.55 L152.9,63.55 L154.7,63.55 L156.5,63.55 L158.3,63.55 L160.1,63.55 L161.9,63.55 L163.7,63.55 L165.5,63.55 L167.4,63.55 L169.2,63.55 L171,63.55 L172.8,63.55 L174.6,63.55 L176.4,63.55 L178.2,63.55 L180,63.55 L181.8,63.55 L183.6,63.55 L185.4,63.55 L187.2,63.55 L189,63.55 L190.9,63.55 L192.7,63.55 L194.5,63.55 L196.3,63.55 L198.1,63.55 L199.9,63.55 L201.7,63.55 L203.5,63.55 L205.3,63.55 L207.1,63.55 L208.9,63.55 L210.7,63.55 L212.5,63.55 L214.4,63.55 L216.2,63.55 L218,63.55 L219.8,63.55 L221.6,63.55 L223.4,63.55 L225.2,63.55 L227,63.55 L228.8,63.55 L230.6,63.55 L232.4,63.55 L234.2,63.55 L236,63.55 L237.8,63.55 L239.7,63.55 L241.5,63.55 L243.3,63.55 L245.1,63.55 L246.9,63.55 L248.7,63.55 L250.5,63.55 L252.3,63.55 L254.1,63.55 L255.9,63.55 L257.7,63.55 L259.5,63.55 L261.3,63.55 L263.2,63.55 L265,63.55 L266.8,63.55 L268.6,63.55 L270.4,63.55 L272.2,63.55 L274,63.55 L275.8,63.55 L277.6,63.55 L279.4,63.55 L281.2,63.55 L283,63.55 L284.8,63.55 L286.7,63.55 L288.5,63.55 L290.3,63.55 L292.1,63.55 L293.9,63.55 L295.7,63.55 L297.5,63.55 L299.3,63.55 L301.1,63.55 L302.9,63.55 L304.7,63.55 L306.5,63.55 L308.3,63.55 L310.2,63.55 L312,63.55 L313.8,63.55 L315.6,63.55 L317.4,63.55 L319.2,63.55 L321,63.55 L322.8,63.55 L324.6,63.55 L326.4,63.55 L328.2,63.55 L330,63.55 L331.8,63.55 L333.7,63.55 L335.5,63.55 L337.3,63.55 L339.1,63.55 L340.9,63.55 L342.7,63.55 L344.5,63.55 L346.3,63.55 L348.1,63.55 L349.9,63.55 L351.7,63.55 L353.5,63.55 L355.3,63.55 L357.2,63.55 L359,63.55 L360.8,63.55 L362.6,63.55 L364.4,63.55 L366.2,63.55 L368,63.55 L369.8,63.55 L371.6,63.55 L373.4,63.55 L375.2,63.55 L377,63.55 L378.8,63.55 L380.7,63.55 L382.5,63.55 L384.3,63.55 L386.1,63.55 L387.9,63.55 L389.7,63.55 L391.5,63.55 L393.3,63.55 L395.1,63.55 L396.9,63.55 L398.7,63.55 L400.5,63.55 L402.3,63.55 L404.2,63.55 L406,63.55 L407.8,63.55 L409.6,63.55 L411.4,63.55 L413.2,63.55 L415,63.55 L416.8,63.55 L418.6,63.55 L420.4,63.55 L422.2,63.55 L424,63.55 L425.8,63.55 L427.7,63.55 L429.5,63.55 L431.3,63.55 L433.1,63.55 L434.9,63.55 L436.7,63.55 L438.5,63.55 L440.3,63.55 L442.1,63.55 L443.9,63.55 L445.7,63.55 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M84.2,64 L86.01,65.12 L87.82,66.86 L89.62,69.16 L91.43,71.92 L93.24,75.02 L95.05,78.37 L96.85,81.82 L98.66,85.26 L100.5,88.58 L102.3,91.65 L104.1,94.39 L105.9,96.71 L107.7,98.55 L109.5,99.85 L111.3,100.6 L113.1,100.7 L114.9,100.2 L116.7,99.17 L118.5,97.56 L120.4,95.43 L122.2,92.86 L124,89.92 L125.8,86.69 L127.6,83.29 L129.4,79.83 L131.2,76.42 L133,73.2 L134.8,70.28 L136.6,67.78 L138.4,65.79 L140.2,64.4 L142,63.66 L143.9,63.61 L145.7,64.25 L147.5,65.55 L149.3,67.46 L151.1,69.9 L152.9,72.77 L154.7,75.96 L156.5,79.35 L158.3,82.81 L160.1,86.23 L161.9,89.48 L163.7,92.47 L165.5,95.1 L167.4,97.29 L169.2,98.98 L171,100.1 L172.8,100.7 L174.6,100.6 L176.4,99.99 L178.2,98.77 L180,97 L181.8,94.74 L183.6,92.06 L185.4,89.02 L187.2,85.74 L189,82.31 L190.9,78.85 L192.7,75.48 L194.5,72.33 L196.3,69.52 L198.1,67.15 L199.9,65.33 L201.7,64.12 L203.5,63.58 L205.3,63.73 L207.1,64.56 L208.9,66.04 L210.7,68.11 L212.5,70.68 L214.4,73.65 L216.2,76.91 L218,80.33 L219.8,83.79 L221.6,87.17 L223.4,90.36 L225.2,93.26 L227,95.77 L228.8,97.82 L230.6,99.36 L232.4,100.3 L234.2,100.7 L236,100.5 L237.8,99.7 L239.7,98.32 L241.5,96.41 L243.3,94.02 L245.1,91.22 L246.9,88.11 L248.7,84.77 L250.5,81.32 L252.3,77.87 L254.1,74.56 L255.9,71.49 L257.7,68.79 L259.5,66.57 L261.3,64.92 L263.2,63.89 L265,63.55 L266.8,63.89 L268.6,64.92 L270.4,66.57 L272.2,68.79 L274,71.49 L275.8,74.56 L277.6,77.87 L279.4,81.32 L281.2,84.77 L283,88.11 L284.8,91.22 L286.7,94.02 L288.5,96.41 L290.3,98.32 L292.1,99.7 L293.9,100.5 L295.7,100.7 L297.5,100.3 L299.3,99.36 L301.1,97.82 L302.9,95.77 L304.7,93.26 L306.5,90.36 L308.3,87.17 L310.2,83.79 L312,80.33 L313.8,76.91 L315.6,73.65 L317.4,70.68 L319.2,68.11 L321,66.04 L322.8,64.56 L324.6,63.73 L326.4,63.58 L328.2,64.12 L330,65.33 L331.8,67.15 L333.7,69.52 L335.5,72.33 L337.3,75.48 L339.1,78.85 L340.9,82.31 L342.7,85.74 L344.5,89.02 L346.3,92.06 L348.1,94.74 L349.9,97 L351.7,98.77 L353.5,99.99 L355.3,100.6 L357.2,100.7 L359,100.1 L360.8,98.98 L362.6,97.29 L364.4,95.1 L366.2,92.47 L368,89.48 L369.8,86.23 L371.6,82.81 L373.4,79.35 L375.2,75.96 L377,72.77 L378.8,69.9 L380.7,67.46 L382.5,65.55 L384.3,64.25 L386.1,63.61 L387.9,63.66 L389.7,64.4 L391.5,65.79 L393.3,67.78 L395.1,70.28 L396.9,73.2 L398.7,76.42 L400.5,79.83 L402.3,83.29 L404.2,86.69 L406,89.92 L407.8,92.86 L409.6,95.43 L411.4,97.56 L413.2,99.17 L415,100.2 L416.8,100.7 L418.6,100.6 L420.4,99.85 L422.2,98.55 L424,96.71 L425.8,94.39 L427.7,91.65 L429.5,88.58 L431.3,85.26 L433.1,81.82 L434.9,78.37 L436.7,75.02 L438.5,71.92 L440.3,69.16 L442.1,66.86 L443.9,65.12 L445.7,64 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M84.2,147.5 L86.01,151.4 L87.82,154.4 L89.62,156.4 L91.43,157.4 L93.24,157.3 L95.05,156.3 L96.85,154.2 L98.66,151.1 L100.5,147 L102.3,142.1 L104.1,136.4 L105.9,129.9 L107.7,122.9 L109.5,115.4 L111.3,107.7 L113.1,99.88 L114.9,92.27 L116.7,85.08 L118.5,78.57 L120.4,72.98 L122.2,68.54 L124,65.43 L125.8,63.79 L127.6,63.7 L129.4,65.15 L131.2,68.09 L133,72.38 L134.8,77.84 L136.6,84.25 L138.4,91.37 L140.2,98.94 L142,106.7 L143.9,114.5 L145.7,122 L147.5,129.1 L149.3,135.6 L151.1,141.5 L152.9,146.5 L154.7,150.6 L156.5,153.8 L158.3,156.1 L160.1,157.3 L161.9,157.4 L163.7,156.6 L165.5,154.7 L167.4,151.8 L169.2,148 L171,143.3 L172.8,137.7 L174.6,131.4 L176.4,124.5 L178.2,117.1 L180,109.4 L181.8,101.6 L183.6,93.91 L185.4,86.61 L187.2,79.93 L189,74.12 L190.9,69.41 L192.7,65.99 L194.5,64.02 L196.3,63.59 L198.1,64.7 L199.9,67.32 L201.7,71.33 L203.5,76.55 L205.3,82.78 L207.1,89.76 L208.9,97.25 L210.7,105 L212.5,112.8 L214.4,120.4 L216.2,127.6 L218,134.2 L219.8,140.2 L221.6,145.5 L223.4,149.8 L225.2,153.2 L227,155.7 L228.8,157.1 L230.6,157.5 L232.4,156.9 L234.2,155.2 L236,152.5 L237.8,148.9 L239.7,144.4 L241.5,139 L243.3,132.8 L245.1,126 L246.9,118.7 L248.7,111.1 L250.5,103.3 L252.3,95.57 L254.1,88.17 L255.9,81.33 L257.7,75.31 L259.5,70.34 L261.3,66.62 L263.2,64.33 L265,63.55 L266.8,64.33 L268.6,66.62 L270.4,70.34 L272.2,75.31 L274,81.33 L275.8,88.17 L277.6,95.57 L279.4,103.3 L281.2,111.1 L283,118.7 L284.8,126 L286.7,132.8 L288.5,139 L290.3,144.4 L292.1,148.9 L293.9,152.5 L295.7,155.2 L297.5,156.9 L299.3,157.5 L301.1,157.1 L302.9,155.7 L304.7,153.2 L306.5,149.8 L308.3,145.5 L310.2,140.2 L312,134.2 L313.8,127.6 L315.6,120.4 L317.4,112.8 L319.2,105 L321,97.25 L322.8,89.76 L324.6,82.78 L326.4,76.55 L328.2,71.33 L330,67.32 L331.8,64.7 L333.7,63.59 L335.5,64.02 L337.3,65.99 L339.1,69.41 L340.9,74.12 L342.7,79.93 L344.5,86.61 L346.3,93.91 L348.1,101.6 L349.9,109.4 L351.7,117.1 L353.5,124.5 L355.3,131.4 L357.2,137.7 L359,143.3 L360.8,148 L362.6,151.8 L364.4,154.7 L366.2,156.6 L368,157.4 L369.8,157.3 L371.6,156.1 L373.4,153.8 L375.2,150.6 L377,146.5 L378.8,141.5 L380.7,135.6 L382.5,129.1 L384.3,122 L386.1,114.5 L387.9,106.7 L389.7,98.94 L391.5,91.37 L393.3,84.25 L395.1,77.84 L396.9,72.38 L398.7,68.09 L400.5,65.15 L402.3,63.7 L404.2,63.79 L406,65.43 L407.8,68.54 L409.6,72.98 L411.4,78.57 L413.2,85.08 L415,92.27 L416.8,99.88 L418.6,107.7 L420.4,115.4 L422.2,122.9 L424,129.9 L425.8,136.4 L427.7,142.1 L429.5,147 L431.3,151.1 L433.1,154.2 L434.9,156.3 L436.7,157.3 L438.5,157.4 L440.3,156.4 L442.1,154.4 L443.9,151.4 L445.7,147.5 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M84.2,78.96 L86.01,87.93 L87.82,98.33 L89.62,109.8 L91.43,121.9 L93.24,134.4 L95.05,146.9 L96.85,159.1 L98.66,171 L100.5,182.2 L102.3,192.8 L104.1,202.5 L105.9,211.5 L107.7,219.6 L109.5,226.8 L111.3,233.1 L113.1,238.6 L114.9,243.3 L116.7,247.1 L118.5,250.1 L120.4,252.3 L122.2,253.7 L124,254.3 L125.8,254.2 L127.6,253.3 L129.4,251.5 L131.2,249 L133,245.7 L134.8,241.5 L136.6,236.5 L138.4,230.7 L140.2,224 L142,216.4 L143.9,208 L145.7,198.7 L147.5,188.6 L149.3,177.8 L151.1,166.3 L152.9,154.2 L154.7,141.9 L156.5,129.4 L158.3,117 L160.1,105.1 L161.9,94.02 L163.7,84.14 L165.5,75.85 L167.4,69.49 L169.2,65.34 L171,63.6 L172.8,64.35 L174.6,67.55 L176.4,73.06 L178.2,80.62 L180,89.91 L181.8,100.5 L183.6,112.2 L185.4,124.4 L187.2,136.9 L189,149.3 L190.9,161.5 L192.7,173.3 L194.5,184.4 L196.3,194.8 L198.1,204.4 L199.9,213.1 L201.7,221.1 L203.5,228.1 L205.3,234.3 L207.1,239.6 L208.9,244.1 L210.7,247.8 L212.5,250.6 L214.4,252.7 L216.2,253.9 L218,254.4 L219.8,254.1 L221.6,253 L223.4,251.1 L225.2,248.4 L227,244.9 L228.8,240.6 L230.6,235.4 L232.4,229.4 L234.2,222.5 L236,214.8 L237.8,206.2 L239.7,196.8 L241.5,186.5 L243.3,175.5 L245.1,163.9 L246.9,151.8 L248.7,139.4 L250.5,126.9 L252.3,114.6 L254.1,102.8 L255.9,91.93 L257.7,82.35 L259.5,74.42 L261.3,68.48 L263.2,64.8 L265,63.55 L266.8,64.8 L268.6,68.48 L270.4,74.42 L272.2,82.35 L274,91.93 L275.8,102.8 L277.6,114.6 L279.4,126.9 L281.2,139.4 L283,151.8 L284.8,163.9 L286.7,175.5 L288.5,186.5 L290.3,196.8 L292.1,206.2 L293.9,214.8 L295.7,222.5 L297.5,229.4 L299.3,235.4 L301.1,240.6 L302.9,244.9 L304.7,248.4 L306.5,251.1 L308.3,253 L310.2,254.1 L312,254.4 L313.8,253.9 L315.6,252.7 L317.4,250.6 L319.2,247.8 L321,244.1 L322.8,239.6 L324.6,234.3 L326.4,228.1 L328.2,221.1 L330,213.1 L331.8,204.4 L333.7,194.8 L335.5,184.4 L337.3,173.3 L339.1,161.5 L340.9,149.3 L342.7,136.9 L344.5,124.4 L346.3,112.2 L348.1,100.5 L349.9,89.91 L351.7,80.62 L353.5,73.06 L355.3,67.55 L357.2,64.35 L359,63.6 L360.8,65.34 L362.6,69.49 L364.4,75.85 L366.2,84.14 L368,94.02 L369.8,105.1 L371.6,117 L373.4,129.4 L375.2,141.9 L377,154.2 L378.8,166.3 L380.7,177.8 L382.5,188.6 L384.3,198.7 L386.1,208 L387.9,216.4 L389.7,224 L391.5,230.7 L393.3,236.5 L395.1,241.5 L396.9,245.7 L398.7,249 L400.5,251.5 L402.3,253.3 L404.2,254.2 L406,254.3 L407.8,253.7 L409.6,252.3 L411.4,250.1 L413.2,247.1 L415,243.3 L416.8,238.6 L418.6,233.1 L420.4,226.8 L422.2,219.6 L424,211.5 L425.8,202.5 L427.7,192.8 L429.5,182.2 L431.3,171 L433.1,159.1 L434.9,146.9 L436.7,134.4 L438.5,121.9 L440.3,109.8 L442.1,98.33 L443.9,87.93 L445.7,78.96 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(127,255,0)" stroke-width="1"><path d="M84.2,341 L86.01,341 L87.82,341 L89.62,341 L91.43,341 L93.24,341 L95.05,341 L96.85,341 L98.66,341 L100.5,341 L102.3,341 L104.1,340.9 L105.9,340.9 L107.7,340.9 L109.5,340.9 L111.3,340.9 L113.1,340.9 L114.9,340.9 L116.7,340.9 L118.5,340.9 L120.4,340.8 L122.2,340.8 L124,340.8 L125.8,340.8 L127.6,340.7 L129.4,340.7 L131.2,340.7 L133,340.7 L134.8,340.6 L136.6,340.6 L138.4,340.5 L140.2,340.5 L142,340.4 L143.9,340.3 L145.7,340.3 L147.5,340.2 L149.3,340.1 L151.1,340 L152.9,339.9 L154.7,339.8 L156.5,339.6 L158.3,339.5 L160.1,339.3 L161.9,339.2 L163.7,339 L165.5,338.8 L167.4,338.5 L169.2,338.3 L171,338 L172.8,337.6 L174.6,337.3 L176.4,336.9 L178.2,336.5 L180,336 L181.8,335.4 L183.6,334.9 L185.4,334.2 L187.2,333.5 L189,332.7 L190.9,331.8 L192.7,330.9 L194.5,329.8 L196.3,328.6 L198.1,327.3 L199.9,325.9 L201.7,324.3 L203.5,322.5 L205.3,320.6 L207.1,318.4 L208.9,316.1 L210.7,313.5 L212.5,310.6 L214.4,307.4 L216.2,303.9 L218,300 L219.8,295.8 L221.6,291.1 L223.4,285.9 L225.2,280.3 L227,274.1 L228.8,267.3 L230.6,259.8 L232.4,251.7 L234.2,242.9 L236,233.4 L237.8,223.1 L239.7,212 L241.5,200.2 L243.3,187.8 L245.1,174.7 L246.9,161.2 L248.7,147.4 L250.5,133.6 L252.3,120 L254.1,107 L255.9,94.95 L257.7,84.36 L259.5,75.58 L261.3,69.01 L263.2,64.93 L265,63.55 L266.8,64.93 L268.6,69.01 L270.4,75.58 L272.2,84.36 L274,94.95 L275.8,107 L277.6,120 L279.4,133.6 L281.2,147.4 L283,161.2 L284.8,174.7 L286.7,187.8 L288.5,200.2 L290.3,212 L292.1,223.1 L293.9,233.4 L295.7,242.9 L297.5,251.7 L299.3,259.8 L301.1,267.3 L302.9,274.1 L304.7,280.3 L306.5,285.9 L308.3,291.1 L310.2,295.8 L312,300 L313.8,303.9 L315.6,307.4 L317.4,310.6 L319.2,313.5 L321,316.1 L322.8,318.4 L324.6,320.6 L326.4,322.5 L328.2,324.3 L330,325.9 L331.8,327.3 L333.7,328.6 L335.5,329.8 L337.3,330.9 L339.1,331.8 L340.9,332.7 L342.7,333.5 L344.5,334.2 L346.3,334.9 L348.1,335.4 L349.9,336 L351.7,336.5 L353.5,336.9 L355.3,337.3 L357.2,337.6 L359,338 L360.8,338.3 L362.6,338.5 L364.4,338.8 L366.2,339 L368,339.2 L369.8,339.3 L371.6,339.5 L373.4,339.6 L375.2,339.8 L377,339.9 L378.8,340 L380.7,340.1 L382.5,340.2 L384.3,340.3 L386.1,340.3 L387.9,340.4 L389.7,340.5 L391.5,340.5 L393.3,340.6 L395.1,340.6 L396.9,340.7 L398.7,340.7 L400.5,340.7 L402.3,340.7 L404.2,340.8 L406,340.8 L407.8,340.8 L409.6,340.8 L411.4,340.9 L413.2,340.9 L415,340.9 L416.8,340.9 L418.6,340.9 L420.4,340.9 L422.2,340.9 L424,340.9 L425.8,340.9 L427.7,341 L429.5,341 L431.3,341 L433.1,341 L434.9,341 L436.7,341 L438.5,341 L440.3,341 L442.1,341 L443.9,341 L445.7,341 " fill="none"/></g>
</g>
<g id="plotPoints" clip-path="url(#plot_window)"></g>
<g id="legendBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="1"><rect x="467" y="58" width="107" height="154"/><rect x="467" y="58" width="107" height="154"/></g>
<g id="legendPoints"><g stroke="rgb(0,0,139)" fill="rgb(255,255,255)" stroke-width="1"><line x1="481" y1="86" x2="495" y2="86"/></g>
<g stroke="rgb(139,0,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="481" y1="114" x2="495" y2="114"/></g>
<g stroke="rgb(0,100,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="481" y1="142" x2="495" y2="142"/></g>
<g stroke="rgb(255,140,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="481" y1="170" x2="495" y2="170"/></g>
<g stroke="rgb(127,255,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="481" y1="198" x2="495" y2="198"/></g>
</g>
<g id="legendText">
<text x="502" y="86" font-size="14" font-family="Verdana">k=0</text>
<text x="502" y="114" font-size="14" font-family="Verdana">k=0.5</text>
<text x="502" y="142" font-size="14" font-family="Verdana">k=0.75</text>
<text x="502" y="170" font-size="14" font-family="Verdana">k=0.95</text>
<text x="502" y="198" font-size="14" font-family="Verdana">k=1</text></g>
<g id="title">
<text x="300" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Jacobi Elliptic dn</text></g>
<g id="plotXValues"></g>
<g id="plotYValues"></g>
</svg>