WSJT-X/boost/libs/math/doc/graphs/jacobi_ds.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="76.8" y="59" width="375.2" 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="75.8" y="58" width="377.2" 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="75.8" y1="58" x2="75.8" y2="341"/></g>
<g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="75.8" y1="341" x2="453" y2="341"/></g>
<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M73.8,336.8 L75.8,336.8 M73.8,329.8 L75.8,329.8 M73.8,322.8 L75.8,322.8 M73.8,308.8 L75.8,308.8 M73.8,301.8 L75.8,301.8 M73.8,294.8 L75.8,294.8 M73.8,280.8 L75.8,280.8 M73.8,273.8 L75.8,273.8 M73.8,266.9 L75.8,266.9 M73.8,252.9 L75.8,252.9 M73.8,245.9 L75.8,245.9 M73.8,238.9 L75.8,238.9 M73.8,224.9 L75.8,224.9 M73.8,217.9 L75.8,217.9 M73.8,210.9 L75.8,210.9 M73.8,196.9 L75.8,196.9 M73.8,189.9 L75.8,189.9 M73.8,182.9 L75.8,182.9 M73.8,168.9 L75.8,168.9 M73.8,161.9 L75.8,161.9 M73.8,154.9 L75.8,154.9 M73.8,141 L75.8,141 M73.8,134 L75.8,134 M73.8,127 L75.8,127 M73.8,113 L75.8,113 M73.8,106 L75.8,106 M73.8,98.99 L75.8,98.99 M73.8,85 L75.8,85 M73.8,78 L75.8,78 M73.8,71.01 L75.8,71.01 " fill="none"/></g>
<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M78.99,341 L78.99,343 M94.93,341 L94.93,343 M110.9,341 L110.9,343 M142.7,341 L142.7,343 M158.7,341 L158.7,343 M174.6,341 L174.6,343 M206.5,341 L206.5,343 M222.4,341 L222.4,343 M238.4,341 L238.4,343 M270.2,341 L270.2,343 M286.2,341 L286.2,343 M302.1,341 L302.1,343 M334,341 L334,343 M349.9,341 L349.9,343 M365.9,341 L365.9,343 M397.8,341 L397.8,343 M413.7,341 L413.7,343 M429.6,341 L429.6,343 " fill="none"/></g>
<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M70.8,315.8 L75.8,315.8 M70.8,287.8 L75.8,287.8 M70.8,259.9 L75.8,259.9 M70.8,231.9 L75.8,231.9 M70.8,203.9 L75.8,203.9 M70.8,175.9 L75.8,175.9 M70.8,147.9 L75.8,147.9 M70.8,120 L75.8,120 M70.8,91.99 L75.8,91.99 M70.8,64.02 L75.8,64.02 " fill="none"/></g>
<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M126.8,341 L126.8,346 M190.6,341 L190.6,346 M254.3,341 L254.3,346 M318.1,341 L318.1,346 M381.8,341 L381.8,346 M445.6,341 L445.6,346 " fill="none"/></g>
<g id="xTicksValues">
<text x="126.8" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0.5</text>
<text x="190.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">1</text>
<text x="254.3" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">1.5</text>
<text x="318.1" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">2</text>
<text x="381.8" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">2.5</text>
<text x="445.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">3</text></g>
<g id="yTicksValues">
<text x="64.8" y="318.2" text-anchor="end" font-size="12" font-family="Verdana">1</text>
<text x="64.8" y="290.2" text-anchor="end" font-size="12" font-family="Verdana">2</text>
<text x="64.8" y="262.3" text-anchor="end" font-size="12" font-family="Verdana">3</text>
<text x="64.8" y="234.3" text-anchor="end" font-size="12" font-family="Verdana">4</text>
<text x="64.8" y="206.3" text-anchor="end" font-size="12" font-family="Verdana">5</text>
<text x="64.8" y="178.3" text-anchor="end" font-size="12" font-family="Verdana">6</text>
<text x="64.8" y="150.3" text-anchor="end" font-size="12" font-family="Verdana">7</text>
<text x="64.8" y="122.4" text-anchor="end" font-size="12" font-family="Verdana">8</text>
<text x="64.8" y="94.39" text-anchor="end" font-size="12" font-family="Verdana">9</text>
<text x="64.8" y="66.42" text-anchor="end" font-size="12" font-family="Verdana">10</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_ds(k, u)</text></g>
<g id="xLabel">
<text x="264.4" 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="M75.8,63.55 L77.65,98.91 L79.5,126.3 L81.35,148.2 L83.2,166 L85.04,180.8 L86.89,193.3 L88.74,204 L90.59,213.3 L92.44,221.3 L94.29,228.4 L96.14,234.8 L97.99,240.4 L99.83,245.5 L101.7,250 L103.5,254.2 L105.4,258 L107.2,261.4 L109.1,264.6 L110.9,267.5 L112.8,270.2 L114.6,272.7 L116.5,275 L118.3,277.2 L120.2,279.2 L122,281.1 L123.9,282.9 L125.7,284.5 L127.6,286.1 L129.4,287.5 L131.3,288.9 L133.1,290.2 L135,291.5 L136.8,292.6 L138.7,293.7 L140.5,294.8 L142.4,295.8 L144.2,296.7 L146.1,297.6 L147.9,298.5 L149.8,299.3 L151.6,300.1 L153.5,300.8 L155.3,301.5 L157.1,302.2 L159,302.9 L160.8,303.5 L162.7,304.1 L164.5,304.6 L166.4,305.2 L168.2,305.7 L170.1,306.2 L171.9,306.7 L173.8,307.1 L175.6,307.6 L177.5,308 L179.3,308.4 L181.2,308.8 L183,309.2 L184.9,309.5 L186.7,309.9 L188.6,310.2 L190.4,310.5 L192.3,310.8 L194.1,311.1 L196,311.4 L197.8,311.7 L199.7,311.9 L201.5,312.2 L203.4,312.4 L205.2,312.6 L207.1,312.9 L208.9,313.1 L210.8,313.3 L212.6,313.4 L214.5,313.6 L216.3,313.8 L218.2,314 L220,314.1 L221.9,314.3 L223.7,314.4 L225.6,314.5 L227.4,314.7 L229.3,314.8 L231.1,314.9 L232.9,315 L234.8,315.1 L236.6,315.2 L238.5,315.3 L240.3,315.4 L242.2,315.4 L244,315.5 L245.9,315.6 L247.7,315.6 L249.6,315.7 L251.4,315.7 L253.3,315.7 L255.1,315.8 L257,315.8 L258.8,315.8 L260.7,315.8 L262.5,315.8 L264.4,315.8 L266.2,315.8 L268.1,315.8 L269.9,315.8 L271.8,315.8 L273.6,315.7 L275.5,315.7 L277.3,315.6 L279.2,315.6 L281,315.5 L282.9,315.5 L284.7,315.4 L286.6,315.3 L288.4,315.3 L290.3,315.2 L292.1,315.1 L294,315 L295.8,314.9 L297.7,314.8 L299.5,314.7 L301.4,314.5 L303.2,314.4 L305.1,314.2 L306.9,314.1 L308.8,313.9 L310.6,313.8 L312.4,313.6 L314.3,313.4 L316.1,313.2 L318,313 L319.8,312.8 L321.7,312.6 L323.5,312.4 L325.4,312.1 L327.2,311.9 L329.1,311.6 L330.9,311.4 L332.8,311.1 L334.6,310.8 L336.5,310.5 L338.3,310.2 L340.2,309.8 L342,309.5 L343.9,309.1 L345.7,308.7 L347.6,308.4 L349.4,308 L351.3,307.5 L353.1,307.1 L355,306.6 L356.8,306.1 L358.7,305.6 L360.5,305.1 L362.4,304.6 L364.2,304 L366.1,303.4 L367.9,302.8 L369.8,302.1 L371.6,301.4 L373.5,300.7 L375.3,300 L377.2,299.2 L379,298.4 L380.9,297.5 L382.7,296.6 L384.6,295.6 L386.4,294.6 L388.3,293.6 L390.1,292.5 L391.9,291.3 L393.8,290.1 L395.6,288.7 L397.5,287.3 L399.3,285.9 L401.2,284.3 L403,282.6 L404.9,280.8 L406.7,278.9 L408.6,276.9 L410.4,274.7 L412.3,272.4 L414.1,269.9 L416,267.1 L417.8,264.2 L419.7,261 L421.5,257.5 L423.4,253.7 L425.2,249.5 L427.1,244.8 L428.9,239.7 L430.8,234 L432.6,227.6 L434.5,220.3 L436.3,212.1 L438.2,202.7 L440,191.8 L441.9,179 L443.7,163.8 L445.6,145.5 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M75.8,63.78 L77.65,99.18 L79.5,126.6 L81.35,148.5 L83.2,166.3 L85.04,181.2 L86.89,193.7 L88.74,204.5 L90.59,213.8 L92.44,221.9 L94.29,229 L96.14,235.4 L97.99,241 L99.83,246.1 L101.7,250.7 L103.5,254.9 L105.4,258.7 L107.2,262.2 L109.1,265.4 L110.9,268.4 L112.8,271.1 L114.6,273.6 L116.5,276 L118.3,278.2 L120.2,280.2 L122,282.2 L123.9,284 L125.7,285.6 L127.6,287.2 L129.4,288.7 L131.3,290.1 L133.1,291.5 L135,292.8 L136.8,294 L138.7,295.1 L140.5,296.2 L142.4,297.2 L144.2,298.2 L146.1,299.1 L147.9,300 L149.8,300.9 L151.6,301.7 L153.5,302.4 L155.3,303.2 L157.1,303.9 L159,304.6 L160.8,305.2 L162.7,305.8 L164.5,306.4 L166.4,307 L168.2,307.6 L170.1,308.1 L171.9,308.6 L173.8,309.1 L175.6,309.6 L177.5,310 L179.3,310.5 L181.2,310.9 L183,311.3 L184.9,311.7 L186.7,312.1 L188.6,312.4 L190.4,312.8 L192.3,313.1 L194.1,313.4 L196,313.7 L197.8,314 L199.7,314.3 L201.5,314.6 L203.4,314.9 L205.2,315.1 L207.1,315.4 L208.9,315.6 L210.8,315.8 L212.6,316.1 L214.5,316.3 L216.3,316.5 L218.2,316.7 L220,316.9 L221.9,317.1 L223.7,317.2 L225.6,317.4 L227.4,317.6 L229.3,317.7 L231.1,317.8 L232.9,318 L234.8,318.1 L236.6,318.2 L238.5,318.4 L240.3,318.5 L242.2,318.6 L244,318.7 L245.9,318.8 L247.7,318.9 L249.6,319 L251.4,319 L253.3,319.1 L255.1,319.2 L257,319.2 L258.8,319.3 L260.7,319.3 L262.5,319.4 L264.4,319.4 L266.2,319.5 L268.1,319.5 L269.9,319.5 L271.8,319.5 L273.6,319.5 L275.5,319.6 L277.3,319.6 L279.2,319.6 L281,319.6 L282.9,319.5 L284.7,319.5 L286.6,319.5 L288.4,319.5 L290.3,319.5 L292.1,319.4 L294,319.4 L295.8,319.3 L297.7,319.3 L299.5,319.2 L301.4,319.2 L303.2,319.1 L305.1,319 L306.9,318.9 L308.8,318.8 L310.6,318.8 L312.4,318.7 L314.3,318.6 L316.1,318.4 L318,318.3 L319.8,318.2 L321.7,318.1 L323.5,317.9 L325.4,317.8 L327.2,317.7 L329.1,317.5 L330.9,317.3 L332.8,317.2 L334.6,317 L336.5,316.8 L338.3,316.6 L340.2,316.4 L342,316.2 L343.9,316 L345.7,315.8 L347.6,315.6 L349.4,315.3 L351.3,315.1 L353.1,314.8 L355,314.5 L356.8,314.2 L358.7,314 L360.5,313.7 L362.4,313.3 L364.2,313 L366.1,312.7 L367.9,312.3 L369.8,312 L371.6,311.6 L373.5,311.2 L375.3,310.8 L377.2,310.4 L379,309.9 L380.9,309.5 L382.7,309 L384.6,308.5 L386.4,308 L388.3,307.4 L390.1,306.9 L391.9,306.3 L393.8,305.7 L395.6,305 L397.5,304.4 L399.3,303.7 L401.2,303 L403,302.2 L404.9,301.4 L406.7,300.6 L408.6,299.8 L410.4,298.9 L412.3,297.9 L414.1,296.9 L416,295.9 L417.8,294.8 L419.7,293.6 L421.5,292.4 L423.4,291.1 L425.2,289.8 L427.1,288.3 L428.9,286.8 L430.8,285.2 L432.6,283.5 L434.5,281.6 L436.3,279.7 L438.2,277.6 L440,275.4 L441.9,273 L443.7,270.4 L445.6,267.6 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M75.8,64.07 L77.65,99.51 L79.5,127 L81.35,148.9 L83.2,166.8 L85.04,181.7 L86.89,194.3 L88.74,205.1 L90.59,214.4 L92.44,222.5 L94.29,229.7 L96.14,236.1 L97.99,241.8 L99.83,247 L101.7,251.6 L103.5,255.8 L105.4,259.7 L107.2,263.2 L109.1,266.5 L110.9,269.5 L112.8,272.2 L114.6,274.8 L116.5,277.2 L118.3,279.4 L120.2,281.5 L122,283.5 L123.9,285.3 L125.7,287.1 L127.6,288.7 L129.4,290.2 L131.3,291.7 L133.1,293.1 L135,294.4 L136.8,295.6 L138.7,296.8 L140.5,297.9 L142.4,299 L144.2,300 L146.1,301 L147.9,301.9 L149.8,302.8 L151.6,303.7 L153.5,304.5 L155.3,305.3 L157.1,306 L159,306.8 L160.8,307.4 L162.7,308.1 L164.5,308.8 L166.4,309.4 L168.2,310 L170.1,310.5 L171.9,311.1 L173.8,311.6 L175.6,312.1 L177.5,312.6 L179.3,313.1 L181.2,313.6 L183,314 L184.9,314.5 L186.7,314.9 L188.6,315.3 L190.4,315.7 L192.3,316.1 L194.1,316.4 L196,316.8 L197.8,317.1 L199.7,317.5 L201.5,317.8 L203.4,318.1 L205.2,318.4 L207.1,318.7 L208.9,319 L210.8,319.2 L212.6,319.5 L214.5,319.8 L216.3,320 L218.2,320.3 L220,320.5 L221.9,320.7 L223.7,320.9 L225.6,321.1 L227.4,321.4 L229.3,321.6 L231.1,321.7 L232.9,321.9 L234.8,322.1 L236.6,322.3 L238.5,322.5 L240.3,322.6 L242.2,322.8 L244,322.9 L245.9,323.1 L247.7,323.2 L249.6,323.3 L251.4,323.5 L253.3,323.6 L255.1,323.7 L257,323.8 L258.8,323.9 L260.7,324 L262.5,324.1 L264.4,324.2 L266.2,324.3 L268.1,324.4 L269.9,324.5 L271.8,324.6 L273.6,324.7 L275.5,324.7 L277.3,324.8 L279.2,324.9 L281,324.9 L282.9,325 L284.7,325 L286.6,325.1 L288.4,325.1 L290.3,325.1 L292.1,325.2 L294,325.2 L295.8,325.2 L297.7,325.2 L299.5,325.3 L301.4,325.3 L303.2,325.3 L305.1,325.3 L306.9,325.3 L308.8,325.3 L310.6,325.3 L312.4,325.3 L314.3,325.3 L316.1,325.2 L318,325.2 L319.8,325.2 L321.7,325.2 L323.5,325.1 L325.4,325.1 L327.2,325 L329.1,325 L330.9,325 L332.8,324.9 L334.6,324.8 L336.5,324.8 L338.3,324.7 L340.2,324.6 L342,324.6 L343.9,324.5 L345.7,324.4 L347.6,324.3 L349.4,324.2 L351.3,324.1 L353.1,324 L355,323.9 L356.8,323.8 L358.7,323.7 L360.5,323.6 L362.4,323.4 L364.2,323.3 L366.1,323.2 L367.9,323 L369.8,322.9 L371.6,322.7 L373.5,322.6 L375.3,322.4 L377.2,322.2 L379,322.1 L380.9,321.9 L382.7,321.7 L384.6,321.5 L386.4,321.3 L388.3,321.1 L390.1,320.9 L391.9,320.7 L393.8,320.4 L395.6,320.2 L397.5,320 L399.3,319.7 L401.2,319.5 L403,319.2 L404.9,318.9 L406.7,318.6 L408.6,318.3 L410.4,318 L412.3,317.7 L414.1,317.4 L416,317.1 L417.8,316.7 L419.7,316.3 L421.5,316 L423.4,315.6 L425.2,315.2 L427.1,314.8 L428.9,314.4 L430.8,313.9 L432.6,313.5 L434.5,313 L436.3,312.5 L438.2,312 L440,311.5 L441.9,311 L443.7,310.4 L445.6,309.8 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M75.8,64.39 L77.65,99.88 L79.5,127.4 L81.35,149.4 L83.2,167.3 L85.04,182.2 L86.89,194.9 L88.74,205.7 L90.59,215.1 L92.44,223.3 L94.29,230.5 L96.14,236.9 L97.99,242.7 L99.83,247.9 L101.7,252.6 L103.5,256.8 L105.4,260.7 L107.2,264.3 L109.1,267.6 L110.9,270.7 L112.8,273.5 L114.6,276.1 L116.5,278.5 L118.3,280.8 L120.2,283 L122,285 L123.9,286.9 L125.7,288.6 L127.6,290.3 L129.4,291.9 L131.3,293.4 L133.1,294.8 L135,296.2 L136.8,297.5 L138.7,298.7 L140.5,299.9 L142.4,301 L144.2,302.1 L146.1,303.1 L147.9,304.1 L149.8,305 L151.6,305.9 L153.5,306.8 L155.3,307.6 L157.1,308.4 L159,309.2 L160.8,309.9 L162.7,310.7 L164.5,311.3 L166.4,312 L168.2,312.7 L170.1,313.3 L171.9,313.9 L173.8,314.5 L175.6,315 L177.5,315.6 L179.3,316.1 L181.2,316.6 L183,317.1 L184.9,317.6 L186.7,318.1 L188.6,318.5 L190.4,319 L192.3,319.4 L194.1,319.8 L196,320.2 L197.8,320.6 L199.7,321 L201.5,321.4 L203.4,321.8 L205.2,322.1 L207.1,322.5 L208.9,322.8 L210.8,323.1 L212.6,323.5 L214.5,323.8 L216.3,324.1 L218.2,324.4 L220,324.7 L221.9,325 L223.7,325.2 L225.6,325.5 L227.4,325.8 L229.3,326 L231.1,326.3 L232.9,326.5 L234.8,326.8 L236.6,327 L238.5,327.2 L240.3,327.5 L242.2,327.7 L244,327.9 L245.9,328.1 L247.7,328.3 L249.6,328.5 L251.4,328.7 L253.3,328.9 L255.1,329.1 L257,329.3 L258.8,329.5 L260.7,329.6 L262.5,329.8 L264.4,330 L266.2,330.1 L268.1,330.3 L269.9,330.5 L271.8,330.6 L273.6,330.8 L275.5,330.9 L277.3,331.1 L279.2,331.2 L281,331.3 L282.9,331.5 L284.7,331.6 L286.6,331.7 L288.4,331.8 L290.3,332 L292.1,332.1 L294,332.2 L295.8,332.3 L297.7,332.4 L299.5,332.5 L301.4,332.6 L303.2,332.7 L305.1,332.8 L306.9,332.9 L308.8,333 L310.6,333.1 L312.4,333.2 L314.3,333.3 L316.1,333.4 L318,333.5 L319.8,333.5 L321.7,333.6 L323.5,333.7 L325.4,333.8 L327.2,333.8 L329.1,333.9 L330.9,334 L332.8,334 L334.6,334.1 L336.5,334.2 L338.3,334.2 L340.2,334.3 L342,334.3 L343.9,334.4 L345.7,334.4 L347.6,334.5 L349.4,334.5 L351.3,334.6 L353.1,334.6 L355,334.7 L356.8,334.7 L358.7,334.7 L360.5,334.8 L362.4,334.8 L364.2,334.8 L366.1,334.9 L367.9,334.9 L369.8,334.9 L371.6,334.9 L373.5,335 L375.3,335 L377.2,335 L379,335 L380.9,335 L382.7,335 L384.6,335 L386.4,335 L388.3,335 L390.1,335.1 L391.9,335.1 L393.8,335.1 L395.6,335.1 L397.5,335.1 L399.3,335 L401.2,335 L403,335 L404.9,335 L406.7,335 L408.6,335 L410.4,335 L412.3,335 L414.1,334.9 L416,334.9 L417.8,334.9 L419.7,334.9 L421.5,334.8 L423.4,334.8 L425.2,334.8 L427.1,334.7 L428.9,334.7 L430.8,334.7 L432.6,334.6 L434.5,334.6 L436.3,334.6 L438.2,334.5 L440,334.5 L441.9,334.4 L443.7,334.4 L445.6,334.3 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(127,255,0)" stroke-width="1"><path d="M75.8,64.48 L77.65,99.98 L79.5,127.5 L81.35,149.5 L83.2,167.5 L85.04,182.4 L86.89,195 L88.74,205.9 L90.59,215.3 L92.44,223.5 L94.29,230.7 L96.14,237.2 L97.99,243 L99.83,248.1 L101.7,252.9 L103.5,257.1 L105.4,261.1 L107.2,264.6 L109.1,268 L110.9,271 L112.8,273.8 L114.6,276.5 L116.5,278.9 L118.3,281.2 L120.2,283.4 L122,285.4 L123.9,287.3 L125.7,289.1 L127.6,290.8 L129.4,292.4 L131.3,293.9 L133.1,295.4 L135,296.7 L136.8,298 L138.7,299.3 L140.5,300.5 L142.4,301.6 L144.2,302.7 L146.1,303.7 L147.9,304.7 L149.8,305.7 L151.6,306.6 L153.5,307.5 L155.3,308.3 L157.1,309.1 L159,309.9 L160.8,310.7 L162.7,311.4 L164.5,312.1 L166.4,312.8 L168.2,313.4 L170.1,314.1 L171.9,314.7 L173.8,315.3 L175.6,315.9 L177.5,316.4 L179.3,317 L181.2,317.5 L183,318 L184.9,318.5 L186.7,319 L188.6,319.5 L190.4,320 L192.3,320.4 L194.1,320.8 L196,321.3 L197.8,321.7 L199.7,322.1 L201.5,322.5 L203.4,322.9 L205.2,323.2 L207.1,323.6 L208.9,324 L210.8,324.3 L212.6,324.6 L214.5,325 L216.3,325.3 L218.2,325.6 L220,325.9 L221.9,326.2 L223.7,326.5 L225.6,326.8 L227.4,327.1 L229.3,327.4 L231.1,327.7 L232.9,327.9 L234.8,328.2 L236.6,328.4 L238.5,328.7 L240.3,328.9 L242.2,329.2 L244,329.4 L245.9,329.7 L247.7,329.9 L249.6,330.1 L251.4,330.3 L253.3,330.5 L255.1,330.7 L257,331 L258.8,331.2 L260.7,331.4 L262.5,331.6 L264.4,331.7 L266.2,331.9 L268.1,332.1 L269.9,332.3 L271.8,332.5 L273.6,332.7 L275.5,332.8 L277.3,333 L279.2,333.2 L281,333.3 L282.9,333.5 L284.7,333.6 L286.6,333.8 L288.4,334 L290.3,334.1 L292.1,334.2 L294,334.4 L295.8,334.5 L297.7,334.7 L299.5,334.8 L301.4,334.9 L303.2,335.1 L305.1,335.2 L306.9,335.3 L308.8,335.5 L310.6,335.6 L312.4,335.7 L314.3,335.8 L316.1,336 L318,336.1 L319.8,336.2 L321.7,336.3 L323.5,336.4 L325.4,336.5 L327.2,336.6 L329.1,336.7 L330.9,336.8 L332.8,336.9 L334.6,337 L336.5,337.1 L338.3,337.2 L340.2,337.3 L342,337.4 L343.9,337.5 L345.7,337.6 L347.6,337.7 L349.4,337.8 L351.3,337.9 L353.1,338 L355,338.1 L356.8,338.1 L358.7,338.2 L360.5,338.3 L362.4,338.4 L364.2,338.5 L366.1,338.6 L367.9,338.6 L369.8,338.7 L371.6,338.8 L373.5,338.9 L375.3,338.9 L377.2,339 L379,339.1 L380.9,339.1 L382.7,339.2 L384.6,339.3 L386.4,339.3 L388.3,339.4 L390.1,339.5 L391.9,339.5 L393.8,339.6 L395.6,339.6 L397.5,339.7 L399.3,339.8 L401.2,339.8 L403,339.9 L404.9,339.9 L406.7,340 L408.6,340.1 L410.4,340.1 L412.3,340.2 L414.1,340.2 L416,340.3 L417.8,340.3 L419.7,340.4 L421.5,340.4 L423.4,340.5 L425.2,340.5 L427.1,340.6 L428.9,340.6 L430.8,340.7 L432.6,340.7 L434.5,340.7 L436.3,340.8 L438.2,340.8 L440,340.9 L441.9,340.9 L443.7,341 L445.6,341 " 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 ds</text></g>
<g id="plotXValues"></g>
<g id="plotYValues"></g>
</svg>