math/doc/graphs/tgamma.svg

70 lines
18 KiB
XML

<?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="93.6" y="59" width="479.4" 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="92.6" y="58" width="481.4" 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="281.4" y1="58" x2="281.4" y2="346"/><line x1="92.6" y1="58" x2="92.6" y2="341"/></g>
<g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="87.6" y1="202.3" x2="574" y2="202.3"/><line x1="87.6" y1="341" x2="574" y2="341"/></g>
<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M90.6,187.8 L92.6,187.8 M90.6,173.4 L92.6,173.4 M90.6,158.9 L92.6,158.9 M90.6,130 L92.6,130 M90.6,115.6 L92.6,115.6 M90.6,101.1 L92.6,101.1 M90.6,72.22 L92.6,72.22 M90.6,202.3 L92.6,202.3 M90.6,216.7 L92.6,216.7 M90.6,231.2 L92.6,231.2 M90.6,245.6 L92.6,245.6 M90.6,260.1 L92.6,260.1 M90.6,274.5 L92.6,274.5 M90.6,289 L92.6,289 M90.6,303.4 L92.6,303.4 M90.6,317.9 L92.6,317.9 M90.6,332.3 L92.6,332.3 " fill="none"/></g>
<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M293.2,341 L293.2,343 M305,341 L305,343 M316.8,341 L316.8,343 M340.4,341 L340.4,343 M352.2,341 L352.2,343 M364,341 L364,343 M387.6,341 L387.6,343 M399.4,341 L399.4,343 M411.2,341 L411.2,343 M434.8,341 L434.8,343 M446.6,341 L446.6,343 M458.4,341 L458.4,343 M482,341 L482,343 M493.8,341 L493.8,343 M505.6,341 L505.6,343 M529.2,341 L529.2,343 M541,341 L541,343 M552.8,341 L552.8,343 M269.6,341 L269.6,343 M257.8,341 L257.8,343 M246,341 L246,343 M222.4,341 L222.4,343 M210.6,341 L210.6,343 M198.8,341 L198.8,343 M175.2,341 L175.2,343 M163.4,341 L163.4,343 M151.6,341 L151.6,343 M128,341 L128,343 M116.2,341 L116.2,343 M104.4,341 L104.4,343 " fill="none"/></g>
<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M87.6,202.3 L92.6,202.3 M87.6,144.5 L92.6,144.5 M87.6,86.67 L92.6,86.67 M87.6,202.3 L92.6,202.3 M87.6,260.1 L92.6,260.1 M87.6,317.9 L92.6,317.9 " fill="none"/></g>
<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M281.4,341 L281.4,346 M328.6,341 L328.6,346 M375.8,341 L375.8,346 M423,341 L423,346 M470.2,341 L470.2,346 M517.4,341 L517.4,346 M564.6,341 L564.6,346 M281.4,341 L281.4,346 M234.2,341 L234.2,346 M187,341 L187,346 M139.8,341 L139.8,346 " fill="none"/></g>
<g id="xTicksValues">
<text x="281.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
<text x="328.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">1</text>
<text x="375.8" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">2</text>
<text x="423" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">3</text>
<text x="470.2" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">4</text>
<text x="517.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">5</text>
<text x="564.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">6</text>
<text x="281.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
<text x="234.2" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">-1</text>
<text x="187" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">-2</text>
<text x="139.8" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">-3</text></g>
<g id="yTicksValues">
<text x="81.6" y="204.7" text-anchor="end" font-size="12" font-family="Verdana">0</text>
<text x="81.6" y="146.9" text-anchor="end" font-size="12" font-family="Verdana">50</text>
<text x="81.6" y="89.07" text-anchor="end" font-size="12" font-family="Verdana">100</text>
<text x="81.6" y="204.7" text-anchor="end" font-size="12" font-family="Verdana">0</text>
<text x="81.6" y="262.5" text-anchor="end" font-size="12" font-family="Verdana">-50</text>
<text x="81.6" y="320.3" text-anchor="end" font-size="12" font-family="Verdana">-100</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">tgamma(z)</text></g>
<g id="xLabel">
<text x="333.3" 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="M281.8,63.55 L283.2,172.7 L284.6,185.9 L286,191.1 L287.4,193.8 L288.8,195.5 L290.2,196.6 L291.7,197.4 L293.1,198 L294.5,198.5 L295.9,198.9 L297.3,199.2 L298.7,199.5 L300.1,199.7 L301.6,199.9 L303,200 L304.4,200.2 L305.8,200.3 L307.2,200.4 L308.6,200.5 L310,200.6 L311.5,200.6 L312.9,200.7 L314.3,200.8 L315.7,200.8 L317.1,200.9 L318.5,200.9 L319.9,201 L321.4,201 L322.8,201 L324.2,201 L325.6,201.1 L327,201.1 L328.4,201.1 L329.8,201.1 L331.3,201.2 L332.7,201.2 L334.1,201.2 L335.5,201.2 L336.9,201.2 L338.3,201.2 L339.7,201.2 L341.2,201.2 L342.6,201.2 L344,201.2 L345.4,201.2 L346.8,201.2 L348.2,201.2 L349.6,201.3 L351.1,201.3 L352.5,201.2 L353.9,201.2 L355.3,201.2 L356.7,201.2 L358.1,201.2 L359.5,201.2 L360.9,201.2 L362.4,201.2 L363.8,201.2 L365.2,201.2 L366.6,201.2 L368,201.2 L369.4,201.2 L370.8,201.2 L372.3,201.2 L373.7,201.1 L375.1,201.1 L376.5,201.1 L377.9,201.1 L379.3,201.1 L380.7,201.1 L382.2,201 L383.6,201 L385,201 L386.4,201 L387.8,201 L389.2,200.9 L390.6,200.9 L392.1,200.9 L393.5,200.9 L394.9,200.8 L396.3,200.8 L397.7,200.8 L399.1,200.7 L400.5,200.7 L402,200.7 L403.4,200.6 L404.8,200.6 L406.2,200.6 L407.6,200.5 L409,200.5 L410.4,200.4 L411.9,200.4 L413.3,200.3 L414.7,200.3 L416.1,200.2 L417.5,200.2 L418.9,200.1 L420.3,200.1 L421.7,200 L423.2,200 L424.6,199.9 L426,199.8 L427.4,199.7 L428.8,199.7 L430.2,199.6 L431.6,199.5 L433.1,199.4 L434.5,199.3 L435.9,199.3 L437.3,199.2 L438.7,199.1 L440.1,199 L441.5,198.9 L443,198.7 L444.4,198.6 L445.8,198.5 L447.2,198.4 L448.6,198.2 L450,198.1 L451.4,198 L452.9,197.8 L454.3,197.7 L455.7,197.5 L457.1,197.3 L458.5,197.1 L459.9,197 L461.3,196.8 L462.8,196.6 L464.2,196.3 L465.6,196.1 L467,195.9 L468.4,195.7 L469.8,195.4 L471.2,195.1 L472.7,194.9 L474.1,194.6 L475.5,194.3 L476.9,194 L478.3,193.6 L479.7,193.3 L481.1,192.9 L482.6,192.5 L484,192.1 L485.4,191.7 L486.8,191.3 L488.2,190.8 L489.6,190.4 L491,189.9 L492.4,189.3 L493.9,188.8 L495.3,188.2 L496.7,187.6 L498.1,187 L499.5,186.3 L500.9,185.6 L502.3,184.9 L503.8,184.1 L505.2,183.3 L506.6,182.5 L508,181.6 L509.4,180.7 L510.8,179.7 L512.2,178.7 L513.7,177.6 L515.1,176.5 L516.5,175.3 L517.9,174 L519.3,172.7 L520.7,171.4 L522.1,169.9 L523.6,168.4 L525,166.8 L526.4,165.1 L527.8,163.4 L529.2,161.5 L530.6,159.5 L532,157.5 L533.5,155.3 L534.9,153 L536.3,150.6 L537.7,148.1 L539.1,145.5 L540.5,142.7 L541.9,139.7 L543.4,136.6 L544.8,133.3 L546.2,129.9 L547.6,126.2 L549,122.4 L550.4,118.4 L551.8,114.1 L553.2,109.6 L554.7,104.9 L556.1,99.89 L557.5,94.61 L558.9,89.05 L560.3,83.18 L561.7,76.99 L563.1,70.45 L564.6,63.55 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M234.6,341 L234.8,289.8 L235,266.3 L235.3,252.8 L235.5,244.1 L235.7,237.9 L236,233.4 L236.2,229.9 L236.4,227.1 L236.7,224.8 L236.9,223 L237.1,221.4 L237.4,220 L237.6,218.9 L237.8,217.9 L238.1,217 L238.3,216.2 L238.5,215.5 L238.7,214.9 L239,214.3 L239.2,213.8 L239.4,213.3 L239.7,212.9 L239.9,212.5 L240.1,212.1 L240.4,211.8 L240.6,211.5 L240.8,211.2 L241.1,210.9 L241.3,210.7 L241.5,210.5 L241.8,210.2 L242,210 L242.2,209.8 L242.5,209.7 L242.7,209.5 L242.9,209.3 L243.2,209.2 L243.4,209 L243.6,208.9 L243.9,208.8 L244.1,208.7 L244.3,208.5 L244.5,208.4 L244.8,208.3 L245,208.2 L245.2,208.1 L245.5,208 L245.7,208 L245.9,207.9 L246.2,207.8 L246.4,207.7 L246.6,207.7 L246.9,207.6 L247.1,207.5 L247.3,207.5 L247.6,207.4 L247.8,207.3 L248,207.3 L248.3,207.2 L248.5,207.2 L248.7,207.1 L249,207.1 L249.2,207 L249.4,207 L249.7,207 L249.9,206.9 L250.1,206.9 L250.4,206.9 L250.6,206.8 L250.8,206.8 L251,206.8 L251.3,206.7 L251.5,206.7 L251.7,206.7 L252,206.6 L252.2,206.6 L252.4,206.6 L252.7,206.6 L252.9,206.6 L253.1,206.5 L253.4,206.5 L253.6,206.5 L253.8,206.5 L254.1,206.5 L254.3,206.5 L254.5,206.5 L254.8,206.4 L255,206.4 L255.2,206.4 L255.5,206.4 L255.7,206.4 L255.9,206.4 L256.2,206.4 L256.4,206.4 L256.6,206.4 L256.8,206.4 L257.1,206.4 L257.3,206.4 L257.5,206.4 L257.8,206.4 L258,206.4 L258.2,206.4 L258.5,206.4 L258.7,206.4 L258.9,206.4 L259.2,206.4 L259.4,206.4 L259.6,206.4 L259.9,206.4 L260.1,206.4 L260.3,206.4 L260.6,206.4 L260.8,206.5 L261,206.5 L261.3,206.5 L261.5,206.5 L261.7,206.5 L262,206.5 L262.2,206.6 L262.4,206.6 L262.6,206.6 L262.9,206.6 L263.1,206.6 L263.3,206.7 L263.6,206.7 L263.8,206.7 L264,206.7 L264.3,206.8 L264.5,206.8 L264.7,206.8 L265,206.9 L265.2,206.9 L265.4,206.9 L265.7,207 L265.9,207 L266.1,207.1 L266.4,207.1 L266.6,207.1 L266.8,207.2 L267.1,207.2 L267.3,207.3 L267.5,207.3 L267.8,207.4 L268,207.5 L268.2,207.5 L268.4,207.6 L268.7,207.7 L268.9,207.7 L269.1,207.8 L269.4,207.9 L269.6,208 L269.8,208 L270.1,208.1 L270.3,208.2 L270.5,208.3 L270.8,208.4 L271,208.5 L271.2,208.6 L271.5,208.7 L271.7,208.9 L271.9,209 L272.2,209.1 L272.4,209.3 L272.6,209.4 L272.9,209.6 L273.1,209.8 L273.3,210 L273.6,210.1 L273.8,210.3 L274,210.6 L274.3,210.8 L274.5,211.1 L274.7,211.3 L274.9,211.6 L275.2,211.9 L275.4,212.3 L275.6,212.6 L275.9,213 L276.1,213.4 L276.3,213.9 L276.6,214.4 L276.8,215 L277,215.6 L277.3,216.3 L277.5,217.1 L277.7,218 L278,219 L278.2,220.2 L278.4,221.5 L278.7,223.1 L278.9,225 L279.1,227.2 L279.4,230 L279.6,233.5 L279.8,238.1 L280.1,244.2 L280.3,253 L280.5,266.5 L280.7,289.9 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M187.2,63.55 L187.4,138.4 L187.6,160.6 L187.9,171.3 L188.1,177.6 L188.3,181.7 L188.6,184.6 L188.8,186.8 L189,188.5 L189.3,189.8 L189.5,190.9 L189.7,191.8 L190,192.6 L190.2,193.2 L190.4,193.8 L190.7,194.3 L190.9,194.7 L191.1,195.1 L191.4,195.4 L191.6,195.7 L191.8,196 L192.1,196.3 L192.3,196.5 L192.5,196.7 L192.8,196.9 L193,197.1 L193.2,197.2 L193.5,197.4 L193.7,197.5 L193.9,197.6 L194.2,197.8 L194.4,197.9 L194.6,198 L194.9,198.1 L195.1,198.2 L195.3,198.2 L195.6,198.3 L195.8,198.4 L196,198.5 L196.3,198.5 L196.5,198.6 L196.7,198.7 L197,198.7 L197.2,198.8 L197.4,198.8 L197.7,198.9 L197.9,198.9 L198.1,199 L198.4,199 L198.6,199.1 L198.8,199.1 L199.1,199.1 L199.3,199.2 L199.5,199.2 L199.8,199.2 L200,199.2 L200.2,199.3 L200.5,199.3 L200.7,199.3 L200.9,199.3 L201.2,199.4 L201.4,199.4 L201.6,199.4 L201.9,199.4 L202.1,199.4 L202.3,199.5 L202.6,199.5 L202.8,199.5 L203,199.5 L203.3,199.5 L203.5,199.5 L203.7,199.5 L204,199.6 L204.2,199.6 L204.4,199.6 L204.7,199.6 L204.9,199.6 L205.1,199.6 L205.4,199.6 L205.6,199.6 L205.8,199.6 L206.1,199.6 L206.3,199.6 L206.5,199.6 L206.8,199.6 L207,199.6 L207.2,199.6 L207.5,199.6 L207.7,199.6 L207.9,199.6 L208.2,199.6 L208.4,199.6 L208.6,199.6 L208.8,199.6 L209.1,199.6 L209.3,199.6 L209.5,199.6 L209.8,199.6 L210,199.6 L210.2,199.6 L210.5,199.5 L210.7,199.5 L210.9,199.5 L211.2,199.5 L211.4,199.5 L211.6,199.5 L211.9,199.5 L212.1,199.5 L212.3,199.5 L212.6,199.4 L212.8,199.4 L213,199.4 L213.3,199.4 L213.5,199.4 L213.7,199.3 L214,199.3 L214.2,199.3 L214.4,199.3 L214.7,199.3 L214.9,199.2 L215.1,199.2 L215.4,199.2 L215.6,199.2 L215.8,199.1 L216.1,199.1 L216.3,199.1 L216.5,199.1 L216.8,199 L217,199 L217.2,199 L217.5,198.9 L217.7,198.9 L217.9,198.8 L218.2,198.8 L218.4,198.8 L218.6,198.7 L218.9,198.7 L219.1,198.6 L219.3,198.6 L219.6,198.5 L219.8,198.5 L220,198.4 L220.3,198.4 L220.5,198.3 L220.7,198.2 L221,198.2 L221.2,198.1 L221.4,198.1 L221.7,198 L221.9,197.9 L222.1,197.8 L222.4,197.7 L222.6,197.7 L222.8,197.6 L223.1,197.5 L223.3,197.4 L223.5,197.3 L223.8,197.2 L224,197.1 L224.2,196.9 L224.5,196.8 L224.7,196.7 L224.9,196.6 L225.2,196.4 L225.4,196.3 L225.6,196.1 L225.9,195.9 L226.1,195.7 L226.3,195.5 L226.6,195.3 L226.8,195.1 L227,194.9 L227.3,194.6 L227.5,194.4 L227.7,194.1 L228,193.8 L228.2,193.4 L228.4,193.1 L228.7,192.7 L228.9,192.3 L229.1,191.8 L229.4,191.3 L229.6,190.7 L229.8,190.1 L230.1,189.4 L230.3,188.6 L230.5,187.7 L230.8,186.7 L231,185.5 L231.2,184.2 L231.5,182.6 L231.7,180.8 L231.9,178.5 L232.2,175.7 L232.4,172.2 L232.6,167.7 L232.9,161.5 L233.1,152.7 L233.3,139.1 L233.6,115.4 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M139.8,341 L140.1,232.8 L140.3,219.5 L140.6,214.3 L140.8,211.6 L141,209.9 L141.3,208.7 L141.5,207.9 L141.7,207.2 L142,206.7 L142.2,206.3 L142.4,206 L142.7,205.7 L142.9,205.5 L143.1,205.3 L143.4,205.1 L143.6,204.9 L143.8,204.8 L144.1,204.7 L144.3,204.6 L144.5,204.5 L144.8,204.4 L145,204.3 L145.2,204.2 L145.5,204.2 L145.7,204.1 L145.9,204.1 L146.2,204 L146.4,204 L146.7,203.9 L146.9,203.9 L147.1,203.8 L147.4,203.8 L147.6,203.8 L147.8,203.7 L148.1,203.7 L148.3,203.7 L148.5,203.7 L148.8,203.6 L149,203.6 L149.2,203.6 L149.5,203.6 L149.7,203.6 L149.9,203.5 L150.2,203.5 L150.4,203.5 L150.6,203.5 L150.9,203.5 L151.1,203.5 L151.3,203.4 L151.6,203.4 L151.8,203.4 L152.1,203.4 L152.3,203.4 L152.5,203.4 L152.8,203.4 L153,203.4 L153.2,203.4 L153.5,203.4 L153.7,203.4 L153.9,203.4 L154.2,203.3 L154.4,203.3 L154.6,203.3 L154.9,203.3 L155.1,203.3 L155.3,203.3 L155.6,203.3 L155.8,203.3 L156,203.3 L156.3,203.3 L156.5,203.3 L156.7,203.3 L157,203.3 L157.2,203.3 L157.4,203.3 L157.7,203.3 L157.9,203.3 L158.2,203.3 L158.4,203.3 L158.6,203.3 L158.9,203.3 L159.1,203.3 L159.3,203.3 L159.6,203.3 L159.8,203.3 L160,203.3 L160.3,203.3 L160.5,203.3 L160.7,203.3 L161,203.3 L161.2,203.3 L161.4,203.3 L161.7,203.3 L161.9,203.3 L162.1,203.3 L162.4,203.3 L162.6,203.3 L162.8,203.4 L163.1,203.4 L163.3,203.4 L163.5,203.4 L163.8,203.4 L164,203.4 L164.3,203.4 L164.5,203.4 L164.7,203.4 L165,203.4 L165.2,203.4 L165.4,203.4 L165.7,203.4 L165.9,203.4 L166.1,203.5 L166.4,203.5 L166.6,203.5 L166.8,203.5 L167.1,203.5 L167.3,203.5 L167.5,203.5 L167.8,203.5 L168,203.6 L168.2,203.6 L168.5,203.6 L168.7,203.6 L168.9,203.6 L169.2,203.6 L169.4,203.6 L169.7,203.7 L169.9,203.7 L170.1,203.7 L170.4,203.7 L170.6,203.7 L170.8,203.7 L171.1,203.8 L171.3,203.8 L171.5,203.8 L171.8,203.8 L172,203.9 L172.2,203.9 L172.5,203.9 L172.7,203.9 L172.9,204 L173.2,204 L173.4,204 L173.6,204.1 L173.9,204.1 L174.1,204.1 L174.3,204.2 L174.6,204.2 L174.8,204.2 L175,204.3 L175.3,204.3 L175.5,204.4 L175.8,204.4 L176,204.4 L176.2,204.5 L176.5,204.5 L176.7,204.6 L176.9,204.7 L177.2,204.7 L177.4,204.8 L177.6,204.9 L177.9,204.9 L178.1,205 L178.3,205.1 L178.6,205.2 L178.8,205.2 L179,205.3 L179.3,205.4 L179.5,205.5 L179.7,205.7 L180,205.8 L180.2,205.9 L180.4,206.1 L180.7,206.2 L180.9,206.4 L181.2,206.5 L181.4,206.7 L181.6,206.9 L181.9,207.2 L182.1,207.4 L182.3,207.7 L182.6,208 L182.8,208.3 L183,208.7 L183.3,209.2 L183.5,209.7 L183.7,210.2 L184,210.9 L184.2,211.6 L184.4,212.5 L184.7,213.6 L184.9,214.9 L185.1,216.6 L185.4,218.8 L185.6,221.7 L185.8,225.8 L186.1,232.1 L186.3,242.8 L186.5,265.1 L186.8,341 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M92.6,63.55 L92.84,193.2 L93.07,197.5 L93.31,199.1 L93.54,199.8 L93.78,200.3 L94.01,200.6 L94.25,200.8 L94.48,201 L94.72,201.1 L94.96,201.2 L95.19,201.3 L95.43,201.4 L95.66,201.5 L95.9,201.5 L96.13,201.6 L96.37,201.6 L96.6,201.6 L96.84,201.7 L97.08,201.7 L97.31,201.7 L97.55,201.7 L97.78,201.7 L98.02,201.8 L98.25,201.8 L98.49,201.8 L98.73,201.8 L98.96,201.8 L99.2,201.8 L99.43,201.8 L99.67,201.9 L99.9,201.9 L100.1,201.9 L100.4,201.9 L100.6,201.9 L100.8,201.9 L101.1,201.9 L101.3,201.9 L101.6,201.9 L101.8,201.9 L102,201.9 L102.3,201.9 L102.5,201.9 L102.7,201.9 L103,201.9 L103.2,201.9 L103.4,202 L103.7,202 L103.9,202 L104.1,202 L104.4,202 L104.6,202 L104.9,202 L105.1,202 L105.3,202 L105.6,202 L105.8,202 L106,202 L106.3,202 L106.5,202 L106.7,202 L107,202 L107.2,202 L107.4,202 L107.7,202 L107.9,202 L108.1,202 L108.4,202 L108.6,202 L108.9,202 L109.1,202 L109.3,202 L109.6,202 L109.8,202 L110,202 L110.3,202 L110.5,202 L110.7,202 L111,202 L111.2,202 L111.4,202 L111.7,202 L111.9,202 L112.2,202 L112.4,202 L112.6,202 L112.9,202 L113.1,202 L113.3,202 L113.6,202 L113.8,202 L114,202 L114.3,202 L114.5,202 L114.7,202 L115,202 L115.2,202 L115.5,202 L115.7,202 L115.9,202 L116.2,202 L116.4,202 L116.6,202 L116.9,202 L117.1,202 L117.3,202 L117.6,201.9 L117.8,201.9 L118,201.9 L118.3,201.9 L118.5,201.9 L118.7,201.9 L119,201.9 L119.2,201.9 L119.5,201.9 L119.7,201.9 L119.9,201.9 L120.2,201.9 L120.4,201.9 L120.6,201.9 L120.9,201.9 L121.1,201.9 L121.3,201.9 L121.6,201.9 L121.8,201.9 L122,201.9 L122.3,201.9 L122.5,201.9 L122.8,201.9 L123,201.9 L123.2,201.8 L123.5,201.8 L123.7,201.8 L123.9,201.8 L124.2,201.8 L124.4,201.8 L124.6,201.8 L124.9,201.8 L125.1,201.8 L125.3,201.8 L125.6,201.8 L125.8,201.8 L126.1,201.8 L126.3,201.7 L126.5,201.7 L126.8,201.7 L127,201.7 L127.2,201.7 L127.5,201.7 L127.7,201.7 L127.9,201.7 L128.2,201.6 L128.4,201.6 L128.6,201.6 L128.9,201.6 L129.1,201.6 L129.4,201.6 L129.6,201.5 L129.8,201.5 L130.1,201.5 L130.3,201.5 L130.5,201.5 L130.8,201.4 L131,201.4 L131.2,201.4 L131.5,201.4 L131.7,201.3 L131.9,201.3 L132.2,201.3 L132.4,201.2 L132.6,201.2 L132.9,201.1 L133.1,201.1 L133.4,201 L133.6,201 L133.8,200.9 L134.1,200.9 L134.3,200.8 L134.5,200.7 L134.8,200.7 L135,200.6 L135.2,200.5 L135.5,200.4 L135.7,200.2 L135.9,200.1 L136.2,200 L136.4,199.8 L136.7,199.6 L136.9,199.3 L137.1,199.1 L137.4,198.7 L137.6,198.3 L137.8,197.8 L138.1,197.2 L138.3,196.4 L138.5,195.2 L138.8,193.5 L139,190.7 L139.2,185.6 L139.5,172.3 L139.7,63.55 " 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">tgamma</text></g>
<g id="plotXValues"></g>
<g id="plotYValues"></g>
</svg>