WSJT-X/boost/libs/math/doc/graphs/digamma.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="487.8" 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="489.8" 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="219.3" y1="58" x2="219.3" y2="346"/><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="79.2" y1="199.9" x2="574" y2="199.9"/><line x1="79.2" y1="341" x2="574" y2="341"/></g>
<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M82.2,182.3 L84.2,182.3 M82.2,164.7 L84.2,164.7 M82.2,147 L84.2,147 M82.2,111.8 L84.2,111.8 M82.2,94.13 L84.2,94.13 M82.2,76.49 L84.2,76.49 M82.2,199.9 L84.2,199.9 M82.2,217.6 L84.2,217.6 M82.2,235.2 L84.2,235.2 M82.2,252.8 L84.2,252.8 M82.2,270.5 L84.2,270.5 M82.2,288.1 L84.2,288.1 M82.2,305.7 L84.2,305.7 M82.2,323.4 L84.2,323.4 M82.2,341 L84.2,341 " fill="none"/></g>
<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M262.4,341 L262.4,343 M305.6,341 L305.6,343 M348.7,341 L348.7,343 M435,341 L435,343 M478.1,341 L478.1,343 M521.3,341 L521.3,343 M176.2,341 L176.2,343 M133,341 L133,343 M89.89,341 L89.89,343 " fill="none"/></g>
<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M79.2,199.9 L84.2,199.9 M79.2,129.4 L84.2,129.4 M79.2,58.86 L84.2,58.86 M79.2,199.9 L84.2,199.9 M79.2,270.5 L84.2,270.5 M79.2,341 L84.2,341 " fill="none"/></g>
<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M219.3,341 L219.3,346 M391.9,341 L391.9,346 M564.4,341 L564.4,346 M219.3,341 L219.3,346 " fill="none"/></g>
<g id="xTicksValues">
<text x="219.3" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
<text x="391.9" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">5</text>
<text x="564.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">10</text>
<text x="219.3" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text></g>
<g id="yTicksValues">
<text x="73.2" y="202.3" text-anchor="end" font-size="12" font-family="Verdana">0</text>
<text x="73.2" y="131.8" text-anchor="end" font-size="12" font-family="Verdana">5</text>
<text x="73.2" y="61.26" text-anchor="end" font-size="12" font-family="Verdana">10</text>
<text x="73.2" y="202.3" text-anchor="end" font-size="12" font-family="Verdana">0</text>
<text x="73.2" y="272.9" text-anchor="end" font-size="12" font-family="Verdana">-5</text>
<text x="73.2" y="343.4" 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">digamma(z)</text></g>
<g id="xLabel">
<text x="329.1" y="376.7" text-anchor="middle" font-size="14" font-family="Verdana">z</text></g>
<g id="plotLines" stroke-width="2"><g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M222.9,341 L224.6,296.6 L226.3,273.3 L228,258.9 L229.7,249 L231.4,241.6 L233.2,235.9 L234.9,231.4 L236.6,227.6 L238.3,224.4 L240,221.7 L241.7,219.3 L243.4,217.2 L245.1,215.3 L246.8,213.6 L248.5,212.1 L250.2,210.7 L251.9,209.4 L253.6,208.2 L255.3,207.1 L257.1,206 L258.8,205.1 L260.5,204.1 L262.2,203.3 L263.9,202.4 L265.6,201.7 L267.3,200.9 L269,200.2 L270.7,199.6 L272.4,198.9 L274.1,198.3 L275.8,197.7 L277.5,197.1 L279.3,196.6 L281,196 L282.7,195.5 L284.4,195 L286.1,194.6 L287.8,194.1 L289.5,193.7 L291.2,193.2 L292.9,192.8 L294.6,192.4 L296.3,192 L298,191.6 L299.7,191.2 L301.4,190.9 L303.2,190.5 L304.9,190.2 L306.6,189.8 L308.3,189.5 L310,189.2 L311.7,188.8 L313.4,188.5 L315.1,188.2 L316.8,187.9 L318.5,187.6 L320.2,187.3 L321.9,187.1 L323.6,186.8 L325.4,186.5 L327.1,186.2 L328.8,186 L330.5,185.7 L332.2,185.5 L333.9,185.2 L335.6,185 L337.3,184.7 L339,184.5 L340.7,184.3 L342.4,184.1 L344.1,183.8 L345.8,183.6 L347.5,183.4 L349.3,183.2 L351,183 L352.7,182.8 L354.4,182.6 L356.1,182.4 L357.8,182.2 L359.5,182 L361.2,181.8 L362.9,181.6 L364.6,181.4 L366.3,181.2 L368,181 L369.7,180.8 L371.5,180.7 L373.2,180.5 L374.9,180.3 L376.6,180.1 L378.3,180 L380,179.8 L381.7,179.6 L383.4,179.5 L385.1,179.3 L386.8,179.1 L388.5,179 L390.2,178.8 L391.9,178.7 L393.7,178.5 L395.4,178.4 L397.1,178.2 L398.8,178.1 L400.5,177.9 L402.2,177.8 L403.9,177.6 L405.6,177.5 L407.3,177.3 L409,177.2 L410.7,177.1 L412.4,176.9 L414.1,176.8 L415.8,176.7 L417.6,176.5 L419.3,176.4 L421,176.3 L422.7,176.1 L424.4,176 L426.1,175.9 L427.8,175.8 L429.5,175.6 L431.2,175.5 L432.9,175.4 L434.6,175.3 L436.3,175.1 L438,175 L439.8,174.9 L441.5,174.8 L443.2,174.7 L444.9,174.6 L446.6,174.4 L448.3,174.3 L450,174.2 L451.7,174.1 L453.4,174 L455.1,173.9 L456.8,173.8 L458.5,173.7 L460.2,173.5 L461.9,173.4 L463.7,173.3 L465.4,173.2 L467.1,173.1 L468.8,173 L470.5,172.9 L472.2,172.8 L473.9,172.7 L475.6,172.6 L477.3,172.5 L479,172.4 L480.7,172.3 L482.4,172.2 L484.1,172.1 L485.9,172 L487.6,171.9 L489.3,171.8 L491,171.7 L492.7,171.6 L494.4,171.5 L496.1,171.5 L497.8,171.4 L499.5,171.3 L501.2,171.2 L502.9,171.1 L504.6,171 L506.3,170.9 L508.1,170.8 L509.8,170.7 L511.5,170.6 L513.2,170.6 L514.9,170.5 L516.6,170.4 L518.3,170.3 L520,170.2 L521.7,170.1 L523.4,170 L525.1,170 L526.8,169.9 L528.5,169.8 L530.2,169.7 L532,169.6 L533.7,169.6 L535.4,169.5 L537.1,169.4 L538.8,169.3 L540.5,169.2 L542.2,169.2 L543.9,169.1 L545.6,169 L547.3,168.9 L549,168.8 L550.7,168.8 L552.4,168.7 L554.2,168.6 L555.9,168.5 L557.6,168.5 L559.3,168.4 L561,168.3 L562.7,168.2 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M188,341 L188.2,334.6 L188.3,328.7 L188.5,323.2 L188.6,318.1 L188.7,313.4 L188.9,309 L189,304.9 L189.2,301 L189.3,297.3 L189.4,293.9 L189.6,290.7 L189.7,287.6 L189.9,284.7 L190,282 L190.1,279.3 L190.3,276.8 L190.4,274.5 L190.6,272.2 L190.7,270 L190.8,268 L191,266 L191.1,264.1 L191.3,262.2 L191.4,260.5 L191.5,258.8 L191.7,257.1 L191.8,255.6 L192,254 L192.1,252.6 L192.2,251.1 L192.4,249.8 L192.5,248.4 L192.7,247.1 L192.8,245.9 L192.9,244.7 L193.1,243.5 L193.2,242.4 L193.4,241.2 L193.5,240.1 L193.6,239.1 L193.8,238.1 L193.9,237.1 L194.1,236.1 L194.2,235.1 L194.3,234.2 L194.5,233.3 L194.6,232.4 L194.8,231.5 L194.9,230.6 L195,229.8 L195.2,229 L195.3,228.2 L195.5,227.4 L195.6,226.6 L195.7,225.8 L195.9,225.1 L196,224.3 L196.2,223.6 L196.3,222.9 L196.4,222.2 L196.6,221.5 L196.7,220.8 L196.9,220.2 L197,219.5 L197.1,218.8 L197.3,218.2 L197.4,217.6 L197.6,216.9 L197.7,216.3 L197.9,215.7 L198,215.1 L198.1,214.5 L198.3,213.9 L198.4,213.3 L198.6,212.7 L198.7,212.2 L198.8,211.6 L199,211 L199.1,210.5 L199.3,209.9 L199.4,209.4 L199.5,208.8 L199.7,208.3 L199.8,207.7 L200,207.2 L200.1,206.7 L200.2,206.1 L200.4,205.6 L200.5,205.1 L200.7,204.5 L200.8,204 L200.9,203.5 L201.1,203 L201.2,202.5 L201.4,201.9 L201.5,201.4 L201.6,200.9 L201.8,200.4 L201.9,199.9 L202.1,199.4 L202.2,198.9 L202.3,198.4 L202.5,197.8 L202.6,197.3 L202.8,196.8 L202.9,196.3 L203,195.8 L203.2,195.3 L203.3,194.7 L203.5,194.2 L203.6,193.7 L203.7,193.2 L203.9,192.7 L204,192.1 L204.2,191.6 L204.3,191.1 L204.4,190.5 L204.6,190 L204.7,189.5 L204.9,188.9 L205,188.4 L205.1,187.8 L205.3,187.3 L205.4,186.7 L205.6,186.1 L205.7,185.5 L205.8,185 L206,184.4 L206.1,183.8 L206.3,183.2 L206.4,182.6 L206.6,182 L206.7,181.4 L206.8,180.8 L207,180.1 L207.1,179.5 L207.3,178.8 L207.4,178.2 L207.5,177.5 L207.7,176.8 L207.8,176.1 L208,175.4 L208.1,174.7 L208.2,174 L208.4,173.3 L208.5,172.5 L208.7,171.8 L208.8,171 L208.9,170.2 L209.1,169.4 L209.2,168.6 L209.4,167.7 L209.5,166.9 L209.6,166 L209.8,165.1 L209.9,164.2 L210.1,163.3 L210.2,162.3 L210.3,161.3 L210.5,160.3 L210.6,159.3 L210.8,158.2 L210.9,157.1 L211,156 L211.2,154.8 L211.3,153.6 L211.5,152.4 L211.6,151.1 L211.7,149.8 L211.9,148.4 L212,147 L212.2,145.6 L212.3,144.1 L212.4,142.5 L212.6,140.9 L212.7,139.3 L212.9,137.5 L213,135.7 L213.1,133.8 L213.3,131.9 L213.4,129.8 L213.6,127.6 L213.7,125.4 L213.8,123 L214,120.6 L214.1,118 L214.3,115.2 L214.4,112.3 L214.5,109.3 L214.7,106.1 L214.8,102.6 L215,98.99 L215.1,95.12 L215.2,90.99 L215.4,86.57 L215.5,81.84 L215.7,76.74 L215.8,71.25 L216,65.31 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M153.4,341 L153.5,334 L153.7,327.6 L153.8,321.6 L153.9,316.2 L154.1,311.1 L154.2,306.3 L154.3,301.9 L154.5,297.7 L154.6,293.8 L154.8,290.2 L154.9,286.7 L155,283.5 L155.2,280.4 L155.3,277.5 L155.5,274.7 L155.6,272 L155.7,269.5 L155.9,267.1 L156,264.8 L156.2,262.7 L156.3,260.6 L156.4,258.5 L156.6,256.6 L156.7,254.8 L156.9,253 L157,251.3 L157.1,249.6 L157.3,248 L157.4,246.5 L157.6,245 L157.7,243.5 L157.8,242.1 L158,240.8 L158.1,239.5 L158.3,238.2 L158.4,237 L158.5,235.8 L158.7,234.6 L158.8,233.5 L159,232.4 L159.1,231.3 L159.2,230.2 L159.4,229.2 L159.5,228.2 L159.7,227.2 L159.8,226.3 L159.9,225.3 L160.1,224.4 L160.2,223.5 L160.4,222.6 L160.5,221.8 L160.6,220.9 L160.8,220.1 L160.9,219.3 L161,218.5 L161.2,217.7 L161.3,216.9 L161.5,216.2 L161.6,215.4 L161.7,214.7 L161.9,214 L162,213.3 L162.2,212.6 L162.3,211.9 L162.4,211.2 L162.6,210.5 L162.7,209.9 L162.9,209.2 L163,208.5 L163.1,207.9 L163.3,207.3 L163.4,206.6 L163.6,206 L163.7,205.4 L163.8,204.8 L164,204.2 L164.1,203.6 L164.3,203 L164.4,202.4 L164.5,201.8 L164.7,201.3 L164.8,200.7 L165,200.1 L165.1,199.5 L165.2,199 L165.4,198.4 L165.5,197.9 L165.7,197.3 L165.8,196.8 L165.9,196.2 L166.1,195.7 L166.2,195.1 L166.4,194.6 L166.5,194 L166.6,193.5 L166.8,193 L166.9,192.4 L167.1,191.9 L167.2,191.3 L167.3,190.8 L167.5,190.3 L167.6,189.7 L167.8,189.2 L167.9,188.7 L168,188.1 L168.2,187.6 L168.3,187.1 L168.4,186.5 L168.6,186 L168.7,185.4 L168.9,184.9 L169,184.4 L169.1,183.8 L169.3,183.3 L169.4,182.7 L169.6,182.2 L169.7,181.6 L169.8,181 L170,180.5 L170.1,179.9 L170.3,179.4 L170.4,178.8 L170.5,178.2 L170.7,177.6 L170.8,177 L171,176.4 L171.1,175.9 L171.2,175.3 L171.4,174.6 L171.5,174 L171.7,173.4 L171.8,172.8 L171.9,172.2 L172.1,171.5 L172.2,170.9 L172.4,170.2 L172.5,169.6 L172.6,168.9 L172.8,168.2 L172.9,167.5 L173.1,166.8 L173.2,166.1 L173.3,165.4 L173.5,164.7 L173.6,163.9 L173.8,163.2 L173.9,162.4 L174,161.6 L174.2,160.8 L174.3,160 L174.5,159.2 L174.6,158.4 L174.7,157.5 L174.9,156.6 L175,155.8 L175.1,154.8 L175.3,153.9 L175.4,153 L175.6,152 L175.7,151 L175.8,150 L176,148.9 L176.1,147.9 L176.3,146.8 L176.4,145.6 L176.5,144.5 L176.7,143.3 L176.8,142 L177,140.8 L177.1,139.5 L177.2,138.1 L177.4,136.7 L177.5,135.3 L177.7,133.8 L177.8,132.3 L177.9,130.7 L178.1,129.1 L178.2,127.3 L178.4,125.6 L178.5,123.7 L178.6,121.8 L178.8,119.8 L178.9,117.7 L179.1,115.5 L179.2,113.2 L179.3,110.9 L179.5,108.4 L179.6,105.7 L179.8,103 L179.9,100 L180,96.97 L180.2,93.72 L180.3,90.27 L180.5,86.62 L180.6,82.73 L180.7,78.59 L180.9,74.17 L181,69.43 L181.2,64.34 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M118.8,341 L118.9,333.6 L119.1,326.8 L119.2,320.6 L119.3,314.8 L119.5,309.5 L119.6,304.5 L119.7,299.9 L119.9,295.6 L120,291.5 L120.2,287.7 L120.3,284.1 L120.4,280.7 L120.6,277.5 L120.7,274.5 L120.9,271.6 L121,268.9 L121.1,266.3 L121.3,263.8 L121.4,261.5 L121.6,259.2 L121.7,257 L121.8,255 L122,253 L122.1,251.1 L122.3,249.2 L122.4,247.5 L122.5,245.8 L122.7,244.1 L122.8,242.5 L122.9,241 L123.1,239.5 L123.2,238.1 L123.4,236.7 L123.5,235.4 L123.6,234.1 L123.8,232.8 L123.9,231.6 L124.1,230.4 L124.2,229.2 L124.3,228.1 L124.5,227 L124.6,225.9 L124.8,224.8 L124.9,223.8 L125,222.8 L125.2,221.8 L125.3,220.9 L125.5,219.9 L125.6,219 L125.7,218.1 L125.9,217.3 L126,216.4 L126.1,215.5 L126.3,214.7 L126.4,213.9 L126.6,213.1 L126.7,212.3 L126.8,211.5 L127,210.8 L127.1,210 L127.3,209.3 L127.4,208.6 L127.5,207.8 L127.7,207.1 L127.8,206.4 L128,205.8 L128.1,205.1 L128.2,204.4 L128.4,203.7 L128.5,203.1 L128.7,202.4 L128.8,201.8 L128.9,201.2 L129.1,200.5 L129.2,199.9 L129.4,199.3 L129.5,198.7 L129.6,198.1 L129.8,197.5 L129.9,196.9 L130,196.3 L130.2,195.7 L130.3,195.2 L130.5,194.6 L130.6,194 L130.7,193.4 L130.9,192.9 L131,192.3 L131.2,191.7 L131.3,191.2 L131.4,190.6 L131.6,190.1 L131.7,189.5 L131.9,189 L132,188.4 L132.1,187.9 L132.3,187.3 L132.4,186.8 L132.6,186.2 L132.7,185.7 L132.8,185.1 L133,184.6 L133.1,184.1 L133.2,183.5 L133.4,183 L133.5,182.4 L133.7,181.9 L133.8,181.3 L133.9,180.8 L134.1,180.3 L134.2,179.7 L134.4,179.2 L134.5,178.6 L134.6,178 L134.8,177.5 L134.9,176.9 L135.1,176.4 L135.2,175.8 L135.3,175.2 L135.5,174.7 L135.6,174.1 L135.8,173.5 L135.9,172.9 L136,172.4 L136.2,171.8 L136.3,171.2 L136.4,170.6 L136.6,170 L136.7,169.4 L136.9,168.8 L137,168.1 L137.1,167.5 L137.3,166.9 L137.4,166.2 L137.6,165.6 L137.7,164.9 L137.8,164.3 L138,163.6 L138.1,162.9 L138.3,162.2 L138.4,161.6 L138.5,160.8 L138.7,160.1 L138.8,159.4 L139,158.7 L139.1,157.9 L139.2,157.2 L139.4,156.4 L139.5,155.6 L139.7,154.8 L139.8,154 L139.9,153.2 L140.1,152.3 L140.2,151.4 L140.3,150.6 L140.5,149.7 L140.6,148.8 L140.8,147.8 L140.9,146.9 L141,145.9 L141.2,144.9 L141.3,143.9 L141.5,142.8 L141.6,141.7 L141.7,140.6 L141.9,139.5 L142,138.3 L142.2,137.1 L142.3,135.9 L142.4,134.6 L142.6,133.3 L142.7,132 L142.9,130.6 L143,129.2 L143.1,127.7 L143.3,126.1 L143.4,124.6 L143.5,122.9 L143.7,121.2 L143.8,119.4 L144,117.6 L144.1,115.7 L144.2,113.7 L144.4,111.6 L144.5,109.4 L144.7,107.2 L144.8,104.8 L144.9,102.3 L145.1,99.7 L145.2,96.96 L145.4,94.07 L145.5,91.03 L145.6,87.81 L145.8,84.41 L145.9,80.8 L146.1,76.97 L146.2,72.88 L146.3,68.53 L146.5,63.86 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M84.2,341 L84.34,333.3 L84.48,326.3 L84.62,319.8 L84.76,313.9 L84.89,308.3 L85.03,303.2 L85.17,298.4 L85.31,294 L85.45,289.8 L85.59,285.9 L85.73,282.2 L85.87,278.7 L86.01,275.4 L86.14,272.3 L86.28,269.4 L86.42,266.6 L86.56,263.9 L86.7,261.4 L86.84,259 L86.98,256.6 L87.12,254.4 L87.26,252.3 L87.39,250.3 L87.53,248.3 L87.67,246.5 L87.81,244.7 L87.95,242.9 L88.09,241.3 L88.23,239.7 L88.37,238.1 L88.51,236.6 L88.64,235.1 L88.78,233.7 L88.92,232.4 L89.06,231 L89.2,229.7 L89.34,228.5 L89.48,227.3 L89.62,226.1 L89.76,224.9 L89.89,223.8 L90.03,222.7 L90.17,221.7 L90.31,220.6 L90.45,219.6 L90.59,218.6 L90.73,217.6 L90.87,216.7 L91,215.7 L91.14,214.8 L91.28,213.9 L91.42,213.1 L91.56,212.2 L91.7,211.4 L91.84,210.5 L91.98,209.7 L92.12,208.9 L92.25,208.2 L92.39,207.4 L92.53,206.6 L92.67,205.9 L92.81,205.1 L92.95,204.4 L93.09,203.7 L93.23,203 L93.37,202.3 L93.5,201.6 L93.64,200.9 L93.78,200.3 L93.92,199.6 L94.06,199 L94.2,198.3 L94.34,197.7 L94.48,197 L94.62,196.4 L94.75,195.8 L94.89,195.2 L95.03,194.6 L95.17,194 L95.31,193.4 L95.45,192.8 L95.59,192.2 L95.73,191.6 L95.87,191 L96,190.4 L96.14,189.8 L96.28,189.3 L96.42,188.7 L96.56,188.1 L96.7,187.6 L96.84,187 L96.98,186.5 L97.12,185.9 L97.25,185.3 L97.39,184.8 L97.53,184.2 L97.67,183.7 L97.81,183.1 L97.95,182.6 L98.09,182 L98.23,181.5 L98.37,181 L98.5,180.4 L98.64,179.9 L98.78,179.3 L98.92,178.8 L99.06,178.2 L99.2,177.7 L99.34,177.1 L99.48,176.6 L99.62,176 L99.75,175.5 L99.89,174.9 L100,174.4 L100.2,173.8 L100.3,173.2 L100.4,172.7 L100.6,172.1 L100.7,171.5 L100.9,171 L101,170.4 L101.1,169.8 L101.3,169.2 L101.4,168.7 L101.6,168.1 L101.7,167.5 L101.8,166.9 L102,166.3 L102.1,165.7 L102.3,165.1 L102.4,164.4 L102.5,163.8 L102.7,163.2 L102.8,162.5 L102.9,161.9 L103.1,161.3 L103.2,160.6 L103.4,159.9 L103.5,159.3 L103.6,158.6 L103.8,157.9 L103.9,157.2 L104.1,156.5 L104.2,155.7 L104.3,155 L104.5,154.3 L104.6,153.5 L104.8,152.7 L104.9,152 L105,151.2 L105.2,150.4 L105.3,149.5 L105.4,148.7 L105.6,147.9 L105.7,147 L105.9,146.1 L106,145.2 L106.1,144.3 L106.3,143.3 L106.4,142.4 L106.6,141.4 L106.7,140.4 L106.8,139.3 L107,138.3 L107.1,137.2 L107.3,136.1 L107.4,134.9 L107.5,133.8 L107.7,132.6 L107.8,131.3 L107.9,130 L108.1,128.7 L108.2,127.4 L108.4,126 L108.5,124.5 L108.6,123 L108.8,121.5 L108.9,119.9 L109.1,118.2 L109.2,116.5 L109.3,114.8 L109.5,112.9 L109.6,111 L109.8,109 L109.9,106.9 L110,104.7 L110.2,102.4 L110.3,100 L110.4,97.53 L110.6,94.91 L110.7,92.15 L110.9,89.24 L111,86.18 L111.1,82.95 L111.3,79.52 L111.4,75.89 L111.6,72.04 L111.7,67.93 L111.8,63.55 " fill="none"/></g>
</g>
<g id="plotPoints" clip-path="url(#plot_window)"></g>
<g id="title">
<text x="300" y="40" text-anchor="middle" font-size="20" font-family="Verdana">digamma</text></g>
<g id="plotXValues"></g>
<g id="plotYValues"></g>
</svg>