boost_1_45_0/libs/math/doc/sf_and_dist/graphs/inverse_gamma_pdf.svg - nest-learning-thermostat/5.0/boost - Git at Google

 <?xml version="1.0" encoding="UTF-8" standalone="no"?>
 <svg width="750" 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) -->

 <clipPath id="plot_window"><rect x="68.4" y="59" width="466.8" 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="750" height="400"/></g>
 <g id="plotBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="2"><rect x="67.4" y="58" width="468.8" 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="67.4" y1="58" x2="67.4" y2="346"/><line x1="67.4" y1="58" x2="67.4" y2="341"/></g>
 <g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="62.4" y1="341" x2="536.2" y2="341"/><line x1="62.4" y1="341" x2="536.2" y2="341"/></g>
 <g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M65.4,330 L67.4,330 M65.4,319.1 L67.4,319.1 M65.4,308.1 L67.4,308.1 M65.4,297.1 L67.4,297.1 M65.4,275.2 L67.4,275.2 M65.4,264.2 L67.4,264.2 M65.4,253.2 L67.4,253.2 M65.4,242.2 L67.4,242.2 M65.4,220.3 L67.4,220.3 M65.4,209.3 L67.4,209.3 M65.4,198.3 L67.4,198.3 M65.4,187.4 L67.4,187.4 M65.4,165.4 L67.4,165.4 M65.4,154.4 L67.4,154.4 M65.4,143.5 L67.4,143.5 M65.4,132.5 L67.4,132.5 M65.4,110.5 L67.4,110.5 M65.4,99.57 L67.4,99.57 M65.4,88.6 L67.4,88.6 M65.4,77.63 L67.4,77.63 M65.4,341 L67.4,341 " fill="none"/></g>
 <g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M84.28,341 L84.28,343 M101.2,341 L101.2,343 M118,341 L118,343 M134.9,341 L134.9,343 M168.7,341 L168.7,343 M185.6,341 L185.6,343 M202.4,341 L202.4,343 M219.3,341 L219.3,343 M253.1,341 L253.1,343 M270,341 L270,343 M286.8,341 L286.8,343 M303.7,341 L303.7,343 M337.5,341 L337.5,343 M354.4,341 L354.4,343 M371.2,341 L371.2,343 M388.1,341 L388.1,343 M421.9,341 L421.9,343 M438.8,341 L438.8,343 M455.6,341 L455.6,343 M472.5,341 L472.5,343 M506.3,341 L506.3,343 M523.2,341 L523.2,343 " fill="none"/></g>
 <g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M62.4,341 L67.4,341 M62.4,286.1 L67.4,286.1 M62.4,231.3 L67.4,231.3 M62.4,176.4 L67.4,176.4 M62.4,121.5 L67.4,121.5 M62.4,66.65 L67.4,66.65 M62.4,341 L67.4,341 " fill="none"/></g>
 <g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M67.4,341 L67.4,346 M151.8,341 L151.8,346 M236.2,341 L236.2,346 M320.6,341 L320.6,346 M405,341 L405,346 M489.4,341 L489.4,346 M67.4,341 L67.4,346 " fill="none"/></g>
 <g id="xTicksValues">
 <text x="67.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
 <text x="151.8" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">1</text>
 <text x="236.2" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">2</text>
 <text x="320.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">3</text>
 <text x="405" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">4</text>
 <text x="489.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">5</text>
 <text x="67.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text></g>
 <g id="yTicksValues">
 <text x="56.4" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</text>
 <text x="56.4" y="288.5" text-anchor="end" font-size="12" font-family="Verdana">1</text>
 <text x="56.4" y="233.7" text-anchor="end" font-size="12" font-family="Verdana">2</text>
 <text x="56.4" y="178.8" text-anchor="end" font-size="12" font-family="Verdana">3</text>
 <text x="56.4" y="123.9" text-anchor="end" font-size="12" font-family="Verdana">4</text>
 <text x="56.4" y="69.05" text-anchor="end" font-size="12" font-family="Verdana">5</text>
 <text x="56.4" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</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">Probability</text></g>
 <g id="xLabel">
 <text x="301.8" y="376.7" text-anchor="middle" font-size="14" font-family="Verdana">Random Variable</text></g>
 <g id="plotLines" stroke-width="2"><g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M67.4,341 L69.74,341 L72.09,341 L74.43,341 L76.78,340.5 L79.12,338.9 L81.47,336.1 L83.81,332.5 L86.15,328.7 L88.5,324.9 L90.84,321.6 L93.19,318.7 L95.53,316.4 L97.87,314.6 L100.2,313.3 L102.6,312.3 L104.9,311.7 L107.3,311.4 L109.6,311.3 L111.9,311.4 L114.3,311.6 L116.6,312 L119,312.4 L121.3,312.9 L123.7,313.5 L126,314 L128.3,314.7 L130.7,315.3 L133,315.9 L135.4,316.6 L137.7,317.2 L140.1,317.8 L142.4,318.5 L144.8,319.1 L147.1,319.7 L149.4,320.2 L151.8,320.8 L154.1,321.4 L156.5,321.9 L158.8,322.4 L161.2,322.9 L163.5,323.4 L165.9,323.9 L168.2,324.3 L170.5,324.8 L172.9,325.2 L175.2,325.6 L177.6,326 L179.9,326.4 L182.3,326.8 L184.6,327.2 L187,327.5 L189.3,327.8 L191.6,328.2 L194,328.5 L196.3,328.8 L198.7,329.1 L201,329.4 L203.4,329.6 L205.7,329.9 L208.1,330.2 L210.4,330.4 L212.7,330.6 L215.1,330.9 L217.4,331.1 L219.8,331.3 L222.1,331.5 L224.5,331.7 L226.8,331.9 L229.1,332.1 L231.5,332.3 L233.8,332.5 L236.2,332.7 L238.5,332.8 L240.9,333 L243.2,333.2 L245.6,333.3 L247.9,333.5 L250.2,333.6 L252.6,333.8 L254.9,333.9 L257.3,334 L259.6,334.2 L262,334.3 L264.3,334.4 L266.7,334.6 L269,334.7 L271.3,334.8 L273.7,334.9 L276,335 L278.4,335.1 L280.7,335.2 L283.1,335.3 L285.4,335.4 L287.8,335.5 L290.1,335.6 L292.4,335.7 L294.8,335.8 L297.1,335.9 L299.5,336 L301.8,336 L304.2,336.1 L306.5,336.2 L308.9,336.3 L311.2,336.3 L313.5,336.4 L315.9,336.5 L318.2,336.6 L320.6,336.6 L322.9,336.7 L325.3,336.8 L327.6,336.8 L330,336.9 L332.3,336.9 L334.6,337 L337,337.1 L339.3,337.1 L341.7,337.2 L344,337.2 L346.4,337.3 L348.7,337.3 L351,337.4 L353.4,337.4 L355.7,337.5 L358.1,337.5 L360.4,337.6 L362.8,337.6 L365.1,337.7 L367.5,337.7 L369.8,337.8 L372.1,337.8 L374.5,337.9 L376.8,337.9 L379.2,337.9 L381.5,338 L383.9,338 L386.2,338 L388.6,338.1 L390.9,338.1 L393.2,338.2 L395.6,338.2 L397.9,338.2 L400.3,338.3 L402.6,338.3 L405,338.3 L407.3,338.4 L409.7,338.4 L412,338.4 L414.3,338.5 L416.7,338.5 L419,338.5 L421.4,338.5 L423.7,338.6 L426.1,338.6 L428.4,338.6 L430.8,338.7 L433.1,338.7 L435.4,338.7 L437.8,338.7 L440.1,338.8 L442.5,338.8 L444.8,338.8 L447.2,338.8 L449.5,338.9 L451.8,338.9 L454.2,338.9 L456.5,338.9 L458.9,338.9 L461.2,339 L463.6,339 L465.9,339 L468.3,339 L470.6,339 L472.9,339.1 L475.3,339.1 L477.6,339.1 L480,339.1 L482.3,339.1 L484.7,339.2 L487,339.2 L489.4,339.2 L491.7,339.2 L494,339.2 L496.4,339.3 L498.7,339.3 L501.1,339.3 L503.4,339.3 L505.8,339.3 L508.1,339.3 L510.5,339.4 L512.8,339.4 L515.1,339.4 L517.5,339.4 L519.8,339.4 L522.2,339.4 L524.5,339.4 L526.9,339.5 L529.2,339.5 L531.6,339.5 L533.9,339.5 " fill="none"/></g>
 <g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M67.4,341 L69.74,341 L72.09,341 L74.43,340.4 L76.78,336.1 L79.12,325.7 L81.47,311.6 L83.81,297.4 L86.15,285.5 L88.5,276.7 L90.84,271.1 L93.19,268.1 L95.53,267.2 L97.87,267.9 L100.2,269.7 L102.6,272.2 L104.9,275.1 L107.3,278.3 L109.6,281.6 L111.9,284.9 L114.3,288.1 L116.6,291.2 L119,294.2 L121.3,297 L123.7,299.7 L126,302.2 L128.3,304.5 L130.7,306.7 L133,308.8 L135.4,310.7 L137.7,312.4 L140.1,314.1 L142.4,315.6 L144.8,317.1 L147.1,318.4 L149.4,319.6 L151.8,320.8 L154.1,321.9 L156.5,322.9 L158.8,323.9 L161.2,324.7 L163.5,325.6 L165.9,326.3 L168.2,327.1 L170.5,327.7 L172.9,328.4 L175.2,329 L177.6,329.5 L179.9,330.1 L182.3,330.6 L184.6,331 L187,331.5 L189.3,331.9 L191.6,332.3 L194,332.7 L196.3,333 L198.7,333.3 L201,333.6 L203.4,333.9 L205.7,334.2 L208.1,334.5 L210.4,334.7 L212.7,335 L215.1,335.2 L217.4,335.4 L219.8,335.6 L222.1,335.8 L224.5,336 L226.8,336.2 L229.1,336.4 L231.5,336.5 L233.8,336.7 L236.2,336.8 L238.5,337 L240.9,337.1 L243.2,337.2 L245.6,337.4 L247.9,337.5 L250.2,337.6 L252.6,337.7 L254.9,337.8 L257.3,337.9 L259.6,338 L262,338.1 L264.3,338.2 L266.7,338.3 L269,338.4 L271.3,338.4 L273.7,338.5 L276,338.6 L278.4,338.6 L280.7,338.7 L283.1,338.8 L285.4,338.8 L287.8,338.9 L290.1,339 L292.4,339 L294.8,339.1 L297.1,339.1 L299.5,339.2 L301.8,339.2 L304.2,339.3 L306.5,339.3 L308.9,339.3 L311.2,339.4 L313.5,339.4 L315.9,339.5 L318.2,339.5 L320.6,339.5 L322.9,339.6 L325.3,339.6 L327.6,339.6 L330,339.7 L332.3,339.7 L334.6,339.7 L337,339.8 L339.3,339.8 L341.7,339.8 L344,339.9 L346.4,339.9 L348.7,339.9 L351,339.9 L353.4,340 L355.7,340 L358.1,340 L360.4,340 L362.8,340 L365.1,340.1 L367.5,340.1 L369.8,340.1 L372.1,340.1 L374.5,340.1 L376.8,340.2 L379.2,340.2 L381.5,340.2 L383.9,340.2 L386.2,340.2 L388.6,340.2 L390.9,340.2 L393.2,340.3 L395.6,340.3 L397.9,340.3 L400.3,340.3 L402.6,340.3 L405,340.3 L407.3,340.3 L409.7,340.4 L412,340.4 L414.3,340.4 L416.7,340.4 L419,340.4 L421.4,340.4 L423.7,340.4 L426.1,340.4 L428.4,340.4 L430.8,340.5 L433.1,340.5 L435.4,340.5 L437.8,340.5 L440.1,340.5 L442.5,340.5 L444.8,340.5 L447.2,340.5 L449.5,340.5 L451.8,340.5 L454.2,340.5 L456.5,340.5 L458.9,340.6 L461.2,340.6 L463.6,340.6 L465.9,340.6 L468.3,340.6 L470.6,340.6 L472.9,340.6 L475.3,340.6 L477.6,340.6 L480,340.6 L482.3,340.6 L484.7,340.6 L487,340.6 L489.4,340.6 L491.7,340.6 L494,340.7 L496.4,340.7 L498.7,340.7 L501.1,340.7 L503.4,340.7 L505.8,340.7 L508.1,340.7 L510.5,340.7 L512.8,340.7 L515.1,340.7 L517.5,340.7 L519.8,340.7 L522.2,340.7 L524.5,340.7 L526.9,340.7 L529.2,340.7 L531.6,340.7 L533.9,340.7 " fill="none"/></g>
 <g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M67.4,341 L69.74,341 L72.09,341 L74.43,337.5 L76.78,318.8 L79.12,286 L81.47,252.9 L83.81,228.9 L86.15,216 L88.5,212.4 L90.84,215.1 L93.19,221.7 L95.53,230.3 L97.87,239.8 L100.2,249.3 L102.6,258.4 L104.9,266.9 L107.3,274.6 L109.6,281.6 L111.9,287.8 L114.3,293.4 L116.6,298.3 L119,302.7 L121.3,306.6 L123.7,310 L126,313 L128.3,315.7 L130.7,318.1 L133,320.3 L135.4,322.2 L137.7,323.9 L140.1,325.4 L142.4,326.7 L144.8,327.9 L147.1,329 L149.4,330 L151.8,330.9 L154.1,331.7 L156.5,332.4 L158.8,333.1 L161.2,333.7 L163.5,334.2 L165.9,334.7 L168.2,335.2 L170.5,335.6 L172.9,335.9 L175.2,336.3 L177.6,336.6 L179.9,336.9 L182.3,337.2 L184.6,337.4 L187,337.6 L189.3,337.8 L191.6,338 L194,338.2 L196.3,338.4 L198.7,338.5 L201,338.7 L203.4,338.8 L205.7,338.9 L208.1,339 L210.4,339.2 L212.7,339.3 L215.1,339.3 L217.4,339.4 L219.8,339.5 L222.1,339.6 L224.5,339.7 L226.8,339.7 L229.1,339.8 L231.5,339.9 L233.8,339.9 L236.2,340 L238.5,340 L240.9,340.1 L243.2,340.1 L245.6,340.1 L247.9,340.2 L250.2,340.2 L252.6,340.2 L254.9,340.3 L257.3,340.3 L259.6,340.3 L262,340.4 L264.3,340.4 L266.7,340.4 L269,340.4 L271.3,340.5 L273.7,340.5 L276,340.5 L278.4,340.5 L280.7,340.5 L283.1,340.6 L285.4,340.6 L287.8,340.6 L290.1,340.6 L292.4,340.6 L294.8,340.6 L297.1,340.7 L299.5,340.7 L301.8,340.7 L304.2,340.7 L306.5,340.7 L308.9,340.7 L311.2,340.7 L313.5,340.7 L315.9,340.7 L318.2,340.7 L320.6,340.8 L322.9,340.8 L325.3,340.8 L327.6,340.8 L330,340.8 L332.3,340.8 L334.6,340.8 L337,340.8 L339.3,340.8 L341.7,340.8 L344,340.8 L346.4,340.8 L348.7,340.8 L351,340.8 L353.4,340.8 L355.7,340.8 L358.1,340.9 L360.4,340.9 L362.8,340.9 L365.1,340.9 L367.5,340.9 L369.8,340.9 L372.1,340.9 L374.5,340.9 L376.8,340.9 L379.2,340.9 L381.5,340.9 L383.9,340.9 L386.2,340.9 L388.6,340.9 L390.9,340.9 L393.2,340.9 L395.6,340.9 L397.9,340.9 L400.3,340.9 L402.6,340.9 L405,340.9 L407.3,340.9 L409.7,340.9 L412,340.9 L414.3,340.9 L416.7,340.9 L419,340.9 L421.4,340.9 L423.7,340.9 L426.1,340.9 L428.4,340.9 L430.8,340.9 L433.1,340.9 L435.4,340.9 L437.8,340.9 L440.1,340.9 L442.5,340.9 L444.8,340.9 L447.2,340.9 L449.5,340.9 L451.8,340.9 L454.2,340.9 L456.5,341 L458.9,341 L461.2,341 L463.6,341 L465.9,341 L468.3,341 L470.6,341 L472.9,341 L475.3,341 L477.6,341 L480,341 L482.3,341 L484.7,341 L487,341 L489.4,341 L491.7,341 L494,341 L496.4,341 L498.7,341 L501.1,341 L503.4,341 L505.8,341 L508.1,341 L510.5,341 L512.8,341 L515.1,341 L517.5,341 L519.8,341 L522.2,341 L524.5,341 L526.9,341 L529.2,341 L531.6,341 L533.9,341 " fill="none"/></g>
 <g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M67.4,341 L69.74,340.9 L72.09,296.6 L74.43,164.8 L76.78,91.06 L79.12,89.17 L81.47,119.7 L83.81,157.6 L86.15,192.8 L88.5,222.2 L90.84,245.8 L93.19,264.4 L95.53,279 L97.87,290.5 L100.2,299.5 L102.6,306.7 L104.9,312.5 L107.3,317.1 L109.6,320.8 L111.9,323.9 L114.3,326.4 L116.6,328.4 L119,330.1 L121.3,331.6 L123.7,332.8 L126,333.8 L128.3,334.7 L130.7,335.4 L133,336.1 L135.4,336.6 L137.7,337.1 L140.1,337.5 L142.4,337.9 L144.8,338.2 L147.1,338.5 L149.4,338.7 L151.8,338.9 L154.1,339.1 L156.5,339.3 L158.8,339.4 L161.2,339.6 L163.5,339.7 L165.9,339.8 L168.2,339.9 L170.5,340 L172.9,340.1 L175.2,340.1 L177.6,340.2 L179.9,340.3 L182.3,340.3 L184.6,340.4 L187,340.4 L189.3,340.4 L191.6,340.5 L194,340.5 L196.3,340.5 L198.7,340.6 L201,340.6 L203.4,340.6 L205.7,340.6 L208.1,340.7 L210.4,340.7 L212.7,340.7 L215.1,340.7 L217.4,340.7 L219.8,340.8 L222.1,340.8 L224.5,340.8 L226.8,340.8 L229.1,340.8 L231.5,340.8 L233.8,340.8 L236.2,340.8 L238.5,340.8 L240.9,340.8 L243.2,340.9 L245.6,340.9 L247.9,340.9 L250.2,340.9 L252.6,340.9 L254.9,340.9 L257.3,340.9 L259.6,340.9 L262,340.9 L264.3,340.9 L266.7,340.9 L269,340.9 L271.3,340.9 L273.7,340.9 L276,340.9 L278.4,340.9 L280.7,340.9 L283.1,340.9 L285.4,340.9 L287.8,340.9 L290.1,340.9 L292.4,340.9 L294.8,340.9 L297.1,340.9 L299.5,340.9 L301.8,341 L304.2,341 L306.5,341 L308.9,341 L311.2,341 L313.5,341 L315.9,341 L318.2,341 L320.6,341 L322.9,341 L325.3,341 L327.6,341 L330,341 L332.3,341 L334.6,341 L337,341 L339.3,341 L341.7,341 L344,341 L346.4,341 L348.7,341 L351,341 L353.4,341 L355.7,341 L358.1,341 L360.4,341 L362.8,341 L365.1,341 L367.5,341 L369.8,341 L372.1,341 L374.5,341 L376.8,341 L379.2,341 L381.5,341 L383.9,341 L386.2,341 L388.6,341 L390.9,341 L393.2,341 L395.6,341 L397.9,341 L400.3,341 L402.6,341 L405,341 L407.3,341 L409.7,341 L412,341 L414.3,341 L416.7,341 L419,341 L421.4,341 L423.7,341 L426.1,341 L428.4,341 L430.8,341 L433.1,341 L435.4,341 L437.8,341 L440.1,341 L442.5,341 L444.8,341 L447.2,341 L449.5,341 L451.8,341 L454.2,341 L456.5,341 L458.9,341 L461.2,341 L463.6,341 L465.9,341 L468.3,341 L470.6,341 L472.9,341 L475.3,341 L477.6,341 L480,341 L482.3,341 L484.7,341 L487,341 L489.4,341 L491.7,341 L494,341 L496.4,341 L498.7,341 L501.1,341 L503.4,341 L505.8,341 L508.1,341 L510.5,341 L512.8,341 L515.1,341 L517.5,341 L519.8,341 L522.2,341 L524.5,341 L526.9,341 L529.2,341 L531.6,341 L533.9,341 " 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="550.2" y="58" width="173.8" height="135"/><rect x="550.2" y="58" width="173.8" height="135"/></g>
 <g id="legendPoints"><g stroke="rgb(0,0,139)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="88" x2="580.2" y2="88"/></g>
 <g stroke="rgb(139,0,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="118" x2="580.2" y2="118"/></g>
 <g stroke="rgb(0,100,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="148" x2="580.2" y2="148"/></g>
 <g stroke="rgb(255,140,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="178" x2="580.2" y2="178"/></g>
 </g>
 <g id="legendText">
 <text x="587.7" y="88" font-size="15" font-family="Verdana">&#x03B1; = 1, &#x03B2; = 1</text>
 <text x="587.7" y="118" font-size="15" font-family="Verdana">&#x03B1; = 2, &#x03B2; = 1</text>
 <text x="587.7" y="148" font-size="15" font-family="Verdana">&#x03B1; = 3, &#x03B2; = 2</text>
 <text x="587.7" y="178" font-size="15" font-family="Verdana">&#x03B1; = 3, &#x03B2; = 0.5</text></g>
 <g id="title">
 <text x="375" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Inverse Gamma Distribution PDF</text></g>
 <g id="plotXValues"></g>
 <g id="plotYValues"></g>
 </svg>
	<?xml version="1.0" encoding="UTF-8" standalone="no"?>
	<svg width="750" 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) -->

	<clipPath id="plot_window"><rect x="68.4" y="59" width="466.8" 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="750" height="400"/></g>
	<g id="plotBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="2"><rect x="67.4" y="58" width="468.8" 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="67.4" y1="58" x2="67.4" y2="346"/><line x1="67.4" y1="58" x2="67.4" y2="341"/></g>
	<g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="62.4" y1="341" x2="536.2" y2="341"/><line x1="62.4" y1="341" x2="536.2" y2="341"/></g>
	<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M65.4,330 L67.4,330 M65.4,319.1 L67.4,319.1 M65.4,308.1 L67.4,308.1 M65.4,297.1 L67.4,297.1 M65.4,275.2 L67.4,275.2 M65.4,264.2 L67.4,264.2 M65.4,253.2 L67.4,253.2 M65.4,242.2 L67.4,242.2 M65.4,220.3 L67.4,220.3 M65.4,209.3 L67.4,209.3 M65.4,198.3 L67.4,198.3 M65.4,187.4 L67.4,187.4 M65.4,165.4 L67.4,165.4 M65.4,154.4 L67.4,154.4 M65.4,143.5 L67.4,143.5 M65.4,132.5 L67.4,132.5 M65.4,110.5 L67.4,110.5 M65.4,99.57 L67.4,99.57 M65.4,88.6 L67.4,88.6 M65.4,77.63 L67.4,77.63 M65.4,341 L67.4,341 " fill="none"/></g>
	<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M84.28,341 L84.28,343 M101.2,341 L101.2,343 M118,341 L118,343 M134.9,341 L134.9,343 M168.7,341 L168.7,343 M185.6,341 L185.6,343 M202.4,341 L202.4,343 M219.3,341 L219.3,343 M253.1,341 L253.1,343 M270,341 L270,343 M286.8,341 L286.8,343 M303.7,341 L303.7,343 M337.5,341 L337.5,343 M354.4,341 L354.4,343 M371.2,341 L371.2,343 M388.1,341 L388.1,343 M421.9,341 L421.9,343 M438.8,341 L438.8,343 M455.6,341 L455.6,343 M472.5,341 L472.5,343 M506.3,341 L506.3,343 M523.2,341 L523.2,343 " fill="none"/></g>
	<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M62.4,341 L67.4,341 M62.4,286.1 L67.4,286.1 M62.4,231.3 L67.4,231.3 M62.4,176.4 L67.4,176.4 M62.4,121.5 L67.4,121.5 M62.4,66.65 L67.4,66.65 M62.4,341 L67.4,341 " fill="none"/></g>
	<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M67.4,341 L67.4,346 M151.8,341 L151.8,346 M236.2,341 L236.2,346 M320.6,341 L320.6,346 M405,341 L405,346 M489.4,341 L489.4,346 M67.4,341 L67.4,346 " fill="none"/></g>
	<g id="xTicksValues">
	<text x="67.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
	<text x="151.8" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">1</text>
	<text x="236.2" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">2</text>
	<text x="320.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">3</text>
	<text x="405" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">4</text>
	<text x="489.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">5</text>
	<text x="67.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text></g>
	<g id="yTicksValues">
	<text x="56.4" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</text>
	<text x="56.4" y="288.5" text-anchor="end" font-size="12" font-family="Verdana">1</text>
	<text x="56.4" y="233.7" text-anchor="end" font-size="12" font-family="Verdana">2</text>
	<text x="56.4" y="178.8" text-anchor="end" font-size="12" font-family="Verdana">3</text>
	<text x="56.4" y="123.9" text-anchor="end" font-size="12" font-family="Verdana">4</text>
	<text x="56.4" y="69.05" text-anchor="end" font-size="12" font-family="Verdana">5</text>
	<text x="56.4" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</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">Probability</text></g>
	<g id="xLabel">
	<text x="301.8" y="376.7" text-anchor="middle" font-size="14" font-family="Verdana">Random Variable</text></g>
	<g id="plotLines" stroke-width="2"><g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M67.4,341 L69.74,341 L72.09,341 L74.43,341 L76.78,340.5 L79.12,338.9 L81.47,336.1 L83.81,332.5 L86.15,328.7 L88.5,324.9 L90.84,321.6 L93.19,318.7 L95.53,316.4 L97.87,314.6 L100.2,313.3 L102.6,312.3 L104.9,311.7 L107.3,311.4 L109.6,311.3 L111.9,311.4 L114.3,311.6 L116.6,312 L119,312.4 L121.3,312.9 L123.7,313.5 L126,314 L128.3,314.7 L130.7,315.3 L133,315.9 L135.4,316.6 L137.7,317.2 L140.1,317.8 L142.4,318.5 L144.8,319.1 L147.1,319.7 L149.4,320.2 L151.8,320.8 L154.1,321.4 L156.5,321.9 L158.8,322.4 L161.2,322.9 L163.5,323.4 L165.9,323.9 L168.2,324.3 L170.5,324.8 L172.9,325.2 L175.2,325.6 L177.6,326 L179.9,326.4 L182.3,326.8 L184.6,327.2 L187,327.5 L189.3,327.8 L191.6,328.2 L194,328.5 L196.3,328.8 L198.7,329.1 L201,329.4 L203.4,329.6 L205.7,329.9 L208.1,330.2 L210.4,330.4 L212.7,330.6 L215.1,330.9 L217.4,331.1 L219.8,331.3 L222.1,331.5 L224.5,331.7 L226.8,331.9 L229.1,332.1 L231.5,332.3 L233.8,332.5 L236.2,332.7 L238.5,332.8 L240.9,333 L243.2,333.2 L245.6,333.3 L247.9,333.5 L250.2,333.6 L252.6,333.8 L254.9,333.9 L257.3,334 L259.6,334.2 L262,334.3 L264.3,334.4 L266.7,334.6 L269,334.7 L271.3,334.8 L273.7,334.9 L276,335 L278.4,335.1 L280.7,335.2 L283.1,335.3 L285.4,335.4 L287.8,335.5 L290.1,335.6 L292.4,335.7 L294.8,335.8 L297.1,335.9 L299.5,336 L301.8,336 L304.2,336.1 L306.5,336.2 L308.9,336.3 L311.2,336.3 L313.5,336.4 L315.9,336.5 L318.2,336.6 L320.6,336.6 L322.9,336.7 L325.3,336.8 L327.6,336.8 L330,336.9 L332.3,336.9 L334.6,337 L337,337.1 L339.3,337.1 L341.7,337.2 L344,337.2 L346.4,337.3 L348.7,337.3 L351,337.4 L353.4,337.4 L355.7,337.5 L358.1,337.5 L360.4,337.6 L362.8,337.6 L365.1,337.7 L367.5,337.7 L369.8,337.8 L372.1,337.8 L374.5,337.9 L376.8,337.9 L379.2,337.9 L381.5,338 L383.9,338 L386.2,338 L388.6,338.1 L390.9,338.1 L393.2,338.2 L395.6,338.2 L397.9,338.2 L400.3,338.3 L402.6,338.3 L405,338.3 L407.3,338.4 L409.7,338.4 L412,338.4 L414.3,338.5 L416.7,338.5 L419,338.5 L421.4,338.5 L423.7,338.6 L426.1,338.6 L428.4,338.6 L430.8,338.7 L433.1,338.7 L435.4,338.7 L437.8,338.7 L440.1,338.8 L442.5,338.8 L444.8,338.8 L447.2,338.8 L449.5,338.9 L451.8,338.9 L454.2,338.9 L456.5,338.9 L458.9,338.9 L461.2,339 L463.6,339 L465.9,339 L468.3,339 L470.6,339 L472.9,339.1 L475.3,339.1 L477.6,339.1 L480,339.1 L482.3,339.1 L484.7,339.2 L487,339.2 L489.4,339.2 L491.7,339.2 L494,339.2 L496.4,339.3 L498.7,339.3 L501.1,339.3 L503.4,339.3 L505.8,339.3 L508.1,339.3 L510.5,339.4 L512.8,339.4 L515.1,339.4 L517.5,339.4 L519.8,339.4 L522.2,339.4 L524.5,339.4 L526.9,339.5 L529.2,339.5 L531.6,339.5 L533.9,339.5 " fill="none"/></g>
	<g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M67.4,341 L69.74,341 L72.09,341 L74.43,340.4 L76.78,336.1 L79.12,325.7 L81.47,311.6 L83.81,297.4 L86.15,285.5 L88.5,276.7 L90.84,271.1 L93.19,268.1 L95.53,267.2 L97.87,267.9 L100.2,269.7 L102.6,272.2 L104.9,275.1 L107.3,278.3 L109.6,281.6 L111.9,284.9 L114.3,288.1 L116.6,291.2 L119,294.2 L121.3,297 L123.7,299.7 L126,302.2 L128.3,304.5 L130.7,306.7 L133,308.8 L135.4,310.7 L137.7,312.4 L140.1,314.1 L142.4,315.6 L144.8,317.1 L147.1,318.4 L149.4,319.6 L151.8,320.8 L154.1,321.9 L156.5,322.9 L158.8,323.9 L161.2,324.7 L163.5,325.6 L165.9,326.3 L168.2,327.1 L170.5,327.7 L172.9,328.4 L175.2,329 L177.6,329.5 L179.9,330.1 L182.3,330.6 L184.6,331 L187,331.5 L189.3,331.9 L191.6,332.3 L194,332.7 L196.3,333 L198.7,333.3 L201,333.6 L203.4,333.9 L205.7,334.2 L208.1,334.5 L210.4,334.7 L212.7,335 L215.1,335.2 L217.4,335.4 L219.8,335.6 L222.1,335.8 L224.5,336 L226.8,336.2 L229.1,336.4 L231.5,336.5 L233.8,336.7 L236.2,336.8 L238.5,337 L240.9,337.1 L243.2,337.2 L245.6,337.4 L247.9,337.5 L250.2,337.6 L252.6,337.7 L254.9,337.8 L257.3,337.9 L259.6,338 L262,338.1 L264.3,338.2 L266.7,338.3 L269,338.4 L271.3,338.4 L273.7,338.5 L276,338.6 L278.4,338.6 L280.7,338.7 L283.1,338.8 L285.4,338.8 L287.8,338.9 L290.1,339 L292.4,339 L294.8,339.1 L297.1,339.1 L299.5,339.2 L301.8,339.2 L304.2,339.3 L306.5,339.3 L308.9,339.3 L311.2,339.4 L313.5,339.4 L315.9,339.5 L318.2,339.5 L320.6,339.5 L322.9,339.6 L325.3,339.6 L327.6,339.6 L330,339.7 L332.3,339.7 L334.6,339.7 L337,339.8 L339.3,339.8 L341.7,339.8 L344,339.9 L346.4,339.9 L348.7,339.9 L351,339.9 L353.4,340 L355.7,340 L358.1,340 L360.4,340 L362.8,340 L365.1,340.1 L367.5,340.1 L369.8,340.1 L372.1,340.1 L374.5,340.1 L376.8,340.2 L379.2,340.2 L381.5,340.2 L383.9,340.2 L386.2,340.2 L388.6,340.2 L390.9,340.2 L393.2,340.3 L395.6,340.3 L397.9,340.3 L400.3,340.3 L402.6,340.3 L405,340.3 L407.3,340.3 L409.7,340.4 L412,340.4 L414.3,340.4 L416.7,340.4 L419,340.4 L421.4,340.4 L423.7,340.4 L426.1,340.4 L428.4,340.4 L430.8,340.5 L433.1,340.5 L435.4,340.5 L437.8,340.5 L440.1,340.5 L442.5,340.5 L444.8,340.5 L447.2,340.5 L449.5,340.5 L451.8,340.5 L454.2,340.5 L456.5,340.5 L458.9,340.6 L461.2,340.6 L463.6,340.6 L465.9,340.6 L468.3,340.6 L470.6,340.6 L472.9,340.6 L475.3,340.6 L477.6,340.6 L480,340.6 L482.3,340.6 L484.7,340.6 L487,340.6 L489.4,340.6 L491.7,340.6 L494,340.7 L496.4,340.7 L498.7,340.7 L501.1,340.7 L503.4,340.7 L505.8,340.7 L508.1,340.7 L510.5,340.7 L512.8,340.7 L515.1,340.7 L517.5,340.7 L519.8,340.7 L522.2,340.7 L524.5,340.7 L526.9,340.7 L529.2,340.7 L531.6,340.7 L533.9,340.7 " fill="none"/></g>
	<g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M67.4,341 L69.74,341 L72.09,341 L74.43,337.5 L76.78,318.8 L79.12,286 L81.47,252.9 L83.81,228.9 L86.15,216 L88.5,212.4 L90.84,215.1 L93.19,221.7 L95.53,230.3 L97.87,239.8 L100.2,249.3 L102.6,258.4 L104.9,266.9 L107.3,274.6 L109.6,281.6 L111.9,287.8 L114.3,293.4 L116.6,298.3 L119,302.7 L121.3,306.6 L123.7,310 L126,313 L128.3,315.7 L130.7,318.1 L133,320.3 L135.4,322.2 L137.7,323.9 L140.1,325.4 L142.4,326.7 L144.8,327.9 L147.1,329 L149.4,330 L151.8,330.9 L154.1,331.7 L156.5,332.4 L158.8,333.1 L161.2,333.7 L163.5,334.2 L165.9,334.7 L168.2,335.2 L170.5,335.6 L172.9,335.9 L175.2,336.3 L177.6,336.6 L179.9,336.9 L182.3,337.2 L184.6,337.4 L187,337.6 L189.3,337.8 L191.6,338 L194,338.2 L196.3,338.4 L198.7,338.5 L201,338.7 L203.4,338.8 L205.7,338.9 L208.1,339 L210.4,339.2 L212.7,339.3 L215.1,339.3 L217.4,339.4 L219.8,339.5 L222.1,339.6 L224.5,339.7 L226.8,339.7 L229.1,339.8 L231.5,339.9 L233.8,339.9 L236.2,340 L238.5,340 L240.9,340.1 L243.2,340.1 L245.6,340.1 L247.9,340.2 L250.2,340.2 L252.6,340.2 L254.9,340.3 L257.3,340.3 L259.6,340.3 L262,340.4 L264.3,340.4 L266.7,340.4 L269,340.4 L271.3,340.5 L273.7,340.5 L276,340.5 L278.4,340.5 L280.7,340.5 L283.1,340.6 L285.4,340.6 L287.8,340.6 L290.1,340.6 L292.4,340.6 L294.8,340.6 L297.1,340.7 L299.5,340.7 L301.8,340.7 L304.2,340.7 L306.5,340.7 L308.9,340.7 L311.2,340.7 L313.5,340.7 L315.9,340.7 L318.2,340.7 L320.6,340.8 L322.9,340.8 L325.3,340.8 L327.6,340.8 L330,340.8 L332.3,340.8 L334.6,340.8 L337,340.8 L339.3,340.8 L341.7,340.8 L344,340.8 L346.4,340.8 L348.7,340.8 L351,340.8 L353.4,340.8 L355.7,340.8 L358.1,340.9 L360.4,340.9 L362.8,340.9 L365.1,340.9 L367.5,340.9 L369.8,340.9 L372.1,340.9 L374.5,340.9 L376.8,340.9 L379.2,340.9 L381.5,340.9 L383.9,340.9 L386.2,340.9 L388.6,340.9 L390.9,340.9 L393.2,340.9 L395.6,340.9 L397.9,340.9 L400.3,340.9 L402.6,340.9 L405,340.9 L407.3,340.9 L409.7,340.9 L412,340.9 L414.3,340.9 L416.7,340.9 L419,340.9 L421.4,340.9 L423.7,340.9 L426.1,340.9 L428.4,340.9 L430.8,340.9 L433.1,340.9 L435.4,340.9 L437.8,340.9 L440.1,340.9 L442.5,340.9 L444.8,340.9 L447.2,340.9 L449.5,340.9 L451.8,340.9 L454.2,340.9 L456.5,341 L458.9,341 L461.2,341 L463.6,341 L465.9,341 L468.3,341 L470.6,341 L472.9,341 L475.3,341 L477.6,341 L480,341 L482.3,341 L484.7,341 L487,341 L489.4,341 L491.7,341 L494,341 L496.4,341 L498.7,341 L501.1,341 L503.4,341 L505.8,341 L508.1,341 L510.5,341 L512.8,341 L515.1,341 L517.5,341 L519.8,341 L522.2,341 L524.5,341 L526.9,341 L529.2,341 L531.6,341 L533.9,341 " fill="none"/></g>
	<g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M67.4,341 L69.74,340.9 L72.09,296.6 L74.43,164.8 L76.78,91.06 L79.12,89.17 L81.47,119.7 L83.81,157.6 L86.15,192.8 L88.5,222.2 L90.84,245.8 L93.19,264.4 L95.53,279 L97.87,290.5 L100.2,299.5 L102.6,306.7 L104.9,312.5 L107.3,317.1 L109.6,320.8 L111.9,323.9 L114.3,326.4 L116.6,328.4 L119,330.1 L121.3,331.6 L123.7,332.8 L126,333.8 L128.3,334.7 L130.7,335.4 L133,336.1 L135.4,336.6 L137.7,337.1 L140.1,337.5 L142.4,337.9 L144.8,338.2 L147.1,338.5 L149.4,338.7 L151.8,338.9 L154.1,339.1 L156.5,339.3 L158.8,339.4 L161.2,339.6 L163.5,339.7 L165.9,339.8 L168.2,339.9 L170.5,340 L172.9,340.1 L175.2,340.1 L177.6,340.2 L179.9,340.3 L182.3,340.3 L184.6,340.4 L187,340.4 L189.3,340.4 L191.6,340.5 L194,340.5 L196.3,340.5 L198.7,340.6 L201,340.6 L203.4,340.6 L205.7,340.6 L208.1,340.7 L210.4,340.7 L212.7,340.7 L215.1,340.7 L217.4,340.7 L219.8,340.8 L222.1,340.8 L224.5,340.8 L226.8,340.8 L229.1,340.8 L231.5,340.8 L233.8,340.8 L236.2,340.8 L238.5,340.8 L240.9,340.8 L243.2,340.9 L245.6,340.9 L247.9,340.9 L250.2,340.9 L252.6,340.9 L254.9,340.9 L257.3,340.9 L259.6,340.9 L262,340.9 L264.3,340.9 L266.7,340.9 L269,340.9 L271.3,340.9 L273.7,340.9 L276,340.9 L278.4,340.9 L280.7,340.9 L283.1,340.9 L285.4,340.9 L287.8,340.9 L290.1,340.9 L292.4,340.9 L294.8,340.9 L297.1,340.9 L299.5,340.9 L301.8,341 L304.2,341 L306.5,341 L308.9,341 L311.2,341 L313.5,341 L315.9,341 L318.2,341 L320.6,341 L322.9,341 L325.3,341 L327.6,341 L330,341 L332.3,341 L334.6,341 L337,341 L339.3,341 L341.7,341 L344,341 L346.4,341 L348.7,341 L351,341 L353.4,341 L355.7,341 L358.1,341 L360.4,341 L362.8,341 L365.1,341 L367.5,341 L369.8,341 L372.1,341 L374.5,341 L376.8,341 L379.2,341 L381.5,341 L383.9,341 L386.2,341 L388.6,341 L390.9,341 L393.2,341 L395.6,341 L397.9,341 L400.3,341 L402.6,341 L405,341 L407.3,341 L409.7,341 L412,341 L414.3,341 L416.7,341 L419,341 L421.4,341 L423.7,341 L426.1,341 L428.4,341 L430.8,341 L433.1,341 L435.4,341 L437.8,341 L440.1,341 L442.5,341 L444.8,341 L447.2,341 L449.5,341 L451.8,341 L454.2,341 L456.5,341 L458.9,341 L461.2,341 L463.6,341 L465.9,341 L468.3,341 L470.6,341 L472.9,341 L475.3,341 L477.6,341 L480,341 L482.3,341 L484.7,341 L487,341 L489.4,341 L491.7,341 L494,341 L496.4,341 L498.7,341 L501.1,341 L503.4,341 L505.8,341 L508.1,341 L510.5,341 L512.8,341 L515.1,341 L517.5,341 L519.8,341 L522.2,341 L524.5,341 L526.9,341 L529.2,341 L531.6,341 L533.9,341 " 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="550.2" y="58" width="173.8" height="135"/><rect x="550.2" y="58" width="173.8" height="135"/></g>
	<g id="legendPoints"><g stroke="rgb(0,0,139)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="88" x2="580.2" y2="88"/></g>
	<g stroke="rgb(139,0,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="118" x2="580.2" y2="118"/></g>
	<g stroke="rgb(0,100,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="148" x2="580.2" y2="148"/></g>
	<g stroke="rgb(255,140,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="178" x2="580.2" y2="178"/></g>
	</g>
	<g id="legendText">
	<text x="587.7" y="88" font-size="15" font-family="Verdana">α = 1, β = 1</text>
	<text x="587.7" y="118" font-size="15" font-family="Verdana">α = 2, β = 1</text>
	<text x="587.7" y="148" font-size="15" font-family="Verdana">α = 3, β = 2</text>
	<text x="587.7" y="178" font-size="15" font-family="Verdana">α = 3, β = 0.5</text></g>
	<g id="title">
	<text x="375" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Inverse Gamma Distribution PDF</text></g>
	<g id="plotXValues"></g>
	<g id="plotYValues"></g>
	</svg>