boost_1_45_0/libs/math/doc/sf_and_dist/graphs/rayleigh_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="71.2" y="63" width="548.6" height="271.4"/></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="70.2" y="62" width="550.6" height="273.4"/></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="70.2" y1="62" x2="70.2" y2="340.4"/><line x1="70.2" y1="62" x2="70.2" y2="335.4"/></g>
 <g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="65.2" y1="335.4" x2="620.8" y2="335.4"/><line x1="65.2" y1="335.4" x2="620.8" y2="335.4"/></g>
 <g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M68.2,314.9 L70.2,314.9 M68.2,294.4 L70.2,294.4 M68.2,273.9 L70.2,273.9 M68.2,253.4 L70.2,253.4 M68.2,212.5 L70.2,212.5 M68.2,192 L70.2,192 M68.2,171.5 L70.2,171.5 M68.2,151 L70.2,151 M68.2,110 L70.2,110 M68.2,89.53 L70.2,89.53 M68.2,69.04 L70.2,69.04 M68.2,335.4 L70.2,335.4 " fill="none"/></g>
 <g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M88.34,335.4 L88.34,337.4 M106.5,335.4 L106.5,337.4 M124.6,335.4 L124.6,337.4 M142.8,335.4 L142.8,337.4 M179,335.4 L179,337.4 M197.2,335.4 L197.2,337.4 M215.3,335.4 L215.3,337.4 M233.5,335.4 L233.5,337.4 M269.8,335.4 L269.8,337.4 M287.9,335.4 L287.9,337.4 M306,335.4 L306,337.4 M324.2,335.4 L324.2,337.4 M360.5,335.4 L360.5,337.4 M378.6,335.4 L378.6,337.4 M396.7,335.4 L396.7,337.4 M414.9,335.4 L414.9,337.4 M451.2,335.4 L451.2,337.4 M469.3,335.4 L469.3,337.4 M487.4,335.4 L487.4,337.4 M505.6,335.4 L505.6,337.4 M541.9,335.4 L541.9,337.4 M560,335.4 L560,337.4 M578.1,335.4 L578.1,337.4 M596.3,335.4 L596.3,337.4 " fill="none"/></g>
 <g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M65.2,335.4 L70.2,335.4 M65.2,233 L70.2,233 M65.2,130.5 L70.2,130.5 M65.2,335.4 L70.2,335.4 " fill="none"/></g>
 <g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M70.2,335.4 L70.2,340.4 M160.9,335.4 L160.9,340.4 M251.6,335.4 L251.6,340.4 M342.3,335.4 L342.3,340.4 M433,335.4 L433,340.4 M523.7,335.4 L523.7,340.4 M614.4,335.4 L614.4,340.4 M70.2,335.4 L70.2,340.4 " fill="none"/></g>
 <g id="plotLabels">
 <text x="70.2" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">0</text>
 <text x="160.9" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">5</text>
 <text x="251.6" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">10</text>
 <text x="342.3" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">15</text>
 <text x="433" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">20</text>
 <text x="523.7" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">25</text>
 <text x="614.4" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">30</text>
 <text x="70.2" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">0</text>
 <text x="59.2" y="337.8" text-anchor="end" font-size="12" font-family="Verdana">0</text>
 <text x="59.2" y="235.4" text-anchor="end" font-size="12" font-family="Verdana">0.5</text>
 <text x="59.2" y="132.9" text-anchor="end" font-size="12" font-family="Verdana">1</text>
 <text x="59.2" y="337.8" text-anchor="end" font-size="12" font-family="Verdana">0</text></g>
 <g id="yLabel">
 <text x="30.2" y="198.7" text-anchor="middle" transform = "rotate(-90 30.2 198.7 )" font-size="14" font-family="Verdana">Probability</text></g>
 <g id="xLabel">
 <text x="345.5" y="388" 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="M70.2,335.4 L72.95,216.6 L75.71,128.5 L78.46,88.9 L81.21,97.31 L83.97,138.8 L86.72,193.2 L89.47,244.3 L92.22,283.2 L94.98,308.6 L97.73,323 L100.5,330.2 L103.2,333.4 L106,334.7 L108.7,335.2 L111.5,335.3 L114.2,335.4 L117,335.4 L119.8,335.4 L122.5,335.4 L125.3,335.4 L128,335.4 L130.8,335.4 L133.5,335.4 L136.3,335.4 L139,335.4 L141.8,335.4 L144.5,335.4 L147.3,335.4 L150,335.4 L152.8,335.4 L155.5,335.4 L158.3,335.4 L161,335.4 L163.8,335.4 L166.6,335.4 L169.3,335.4 L172.1,335.4 L174.8,335.4 L177.6,335.4 L180.3,335.4 L183.1,335.4 L185.8,335.4 L188.6,335.4 L191.3,335.4 L194.1,335.4 L196.8,335.4 L199.6,335.4 L202.3,335.4 L205.1,335.4 L207.8,335.4 L210.6,335.4 L213.4,335.4 L216.1,335.4 L218.9,335.4 L221.6,335.4 L224.4,335.4 L227.1,335.4 L229.9,335.4 L232.6,335.4 L235.4,335.4 L238.1,335.4 L240.9,335.4 L243.6,335.4 L246.4,335.4 L249.1,335.4 L251.9,335.4 L254.7,335.4 L257.4,335.4 L260.2,335.4 L262.9,335.4 L265.7,335.4 L268.4,335.4 L271.2,335.4 L273.9,335.4 L276.7,335.4 L279.4,335.4 L282.2,335.4 L284.9,335.4 L287.7,335.4 L290.4,335.4 L293.2,335.4 L295.9,335.4 L298.7,335.4 L301.5,335.4 L304.2,335.4 L307,335.4 L309.7,335.4 L312.5,335.4 L315.2,335.4 L318,335.4 L320.7,335.4 L323.5,335.4 L326.2,335.4 L329,335.4 L331.7,335.4 L334.5,335.4 L337.2,335.4 L340,335.4 L342.7,335.4 L345.5,335.4 L348.3,335.4 L351,335.4 L353.8,335.4 L356.5,335.4 L359.3,335.4 L362,335.4 L364.8,335.4 L367.5,335.4 L370.3,335.4 L373,335.4 L375.8,335.4 L378.5,335.4 L381.3,335.4 L384,335.4 L386.8,335.4 L389.5,335.4 L392.3,335.4 L395.1,335.4 L397.8,335.4 L400.6,335.4 L403.3,335.4 L406.1,335.4 L408.8,335.4 L411.6,335.4 L414.3,335.4 L417.1,335.4 L419.8,335.4 L422.6,335.4 L425.3,335.4 L428.1,335.4 L430.8,335.4 L433.6,335.4 L436.3,335.4 L439.1,335.4 L441.9,335.4 L444.6,335.4 L447.4,335.4 L450.1,335.4 L452.9,335.4 L455.6,335.4 L458.4,335.4 L461.1,335.4 L463.9,335.4 L466.6,335.4 L469.4,335.4 L472.1,335.4 L474.9,335.4 L477.6,335.4 L480.4,335.4 L483.2,335.4 L485.9,335.4 L488.7,335.4 L491.4,335.4 L494.2,335.4 L496.9,335.4 L499.7,335.4 L502.4,335.4 L505.2,335.4 L507.9,335.4 L510.7,335.4 L513.4,335.4 L516.2,335.4 L518.9,335.4 L521.7,335.4 L524.4,335.4 L527.2,335.4 L530,335.4 L532.7,335.4 L535.5,335.4 L538.2,335.4 L541,335.4 L543.7,335.4 L546.5,335.4 L549.2,335.4 L552,335.4 L554.7,335.4 L557.5,335.4 L560.2,335.4 L563,335.4 L565.7,335.4 L568.5,335.4 L571.2,335.4 L574,335.4 L576.8,335.4 L579.5,335.4 L582.3,335.4 L585,335.4 L587.8,335.4 L590.5,335.4 L593.3,335.4 L596,335.4 L598.8,335.4 L601.5,335.4 L604.3,335.4 L607,335.4 L609.8,335.4 L612.5,335.4 L615.3,335.4 L618,335.4 " fill="none"/></g>
 <g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M70.2,335.4 L72.95,304.7 L75.71,276 L78.46,251.3 L81.21,232 L83.97,218.8 L86.72,212.1 L89.47,211.6 L92.22,216.4 L94.98,225.3 L97.73,237.1 L100.5,250.5 L103.2,264.3 L106,277.7 L108.7,289.8 L111.5,300.4 L114.2,309.3 L117,316.4 L119.8,322 L122.5,326.2 L125.3,329.2 L128,331.3 L130.8,332.8 L133.5,333.8 L136.3,334.4 L139,334.8 L141.8,335.1 L144.5,335.2 L147.3,335.3 L150,335.3 L152.8,335.4 L155.5,335.4 L158.3,335.4 L161,335.4 L163.8,335.4 L166.6,335.4 L169.3,335.4 L172.1,335.4 L174.8,335.4 L177.6,335.4 L180.3,335.4 L183.1,335.4 L185.8,335.4 L188.6,335.4 L191.3,335.4 L194.1,335.4 L196.8,335.4 L199.6,335.4 L202.3,335.4 L205.1,335.4 L207.8,335.4 L210.6,335.4 L213.4,335.4 L216.1,335.4 L218.9,335.4 L221.6,335.4 L224.4,335.4 L227.1,335.4 L229.9,335.4 L232.6,335.4 L235.4,335.4 L238.1,335.4 L240.9,335.4 L243.6,335.4 L246.4,335.4 L249.1,335.4 L251.9,335.4 L254.7,335.4 L257.4,335.4 L260.2,335.4 L262.9,335.4 L265.7,335.4 L268.4,335.4 L271.2,335.4 L273.9,335.4 L276.7,335.4 L279.4,335.4 L282.2,335.4 L284.9,335.4 L287.7,335.4 L290.4,335.4 L293.2,335.4 L295.9,335.4 L298.7,335.4 L301.5,335.4 L304.2,335.4 L307,335.4 L309.7,335.4 L312.5,335.4 L315.2,335.4 L318,335.4 L320.7,335.4 L323.5,335.4 L326.2,335.4 L329,335.4 L331.7,335.4 L334.5,335.4 L337.2,335.4 L340,335.4 L342.7,335.4 L345.5,335.4 L348.3,335.4 L351,335.4 L353.8,335.4 L356.5,335.4 L359.3,335.4 L362,335.4 L364.8,335.4 L367.5,335.4 L370.3,335.4 L373,335.4 L375.8,335.4 L378.5,335.4 L381.3,335.4 L384,335.4 L386.8,335.4 L389.5,335.4 L392.3,335.4 L395.1,335.4 L397.8,335.4 L400.6,335.4 L403.3,335.4 L406.1,335.4 L408.8,335.4 L411.6,335.4 L414.3,335.4 L417.1,335.4 L419.8,335.4 L422.6,335.4 L425.3,335.4 L428.1,335.4 L430.8,335.4 L433.6,335.4 L436.3,335.4 L439.1,335.4 L441.9,335.4 L444.6,335.4 L447.4,335.4 L450.1,335.4 L452.9,335.4 L455.6,335.4 L458.4,335.4 L461.1,335.4 L463.9,335.4 L466.6,335.4 L469.4,335.4 L472.1,335.4 L474.9,335.4 L477.6,335.4 L480.4,335.4 L483.2,335.4 L485.9,335.4 L488.7,335.4 L491.4,335.4 L494.2,335.4 L496.9,335.4 L499.7,335.4 L502.4,335.4 L505.2,335.4 L507.9,335.4 L510.7,335.4 L513.4,335.4 L516.2,335.4 L518.9,335.4 L521.7,335.4 L524.4,335.4 L527.2,335.4 L530,335.4 L532.7,335.4 L535.5,335.4 L538.2,335.4 L541,335.4 L543.7,335.4 L546.5,335.4 L549.2,335.4 L552,335.4 L554.7,335.4 L557.5,335.4 L560.2,335.4 L563,335.4 L565.7,335.4 L568.5,335.4 L571.2,335.4 L574,335.4 L576.8,335.4 L579.5,335.4 L582.3,335.4 L585,335.4 L587.8,335.4 L590.5,335.4 L593.3,335.4 L596,335.4 L598.8,335.4 L601.5,335.4 L604.3,335.4 L607,335.4 L609.8,335.4 L612.5,335.4 L615.3,335.4 L618,335.4 " fill="none"/></g>
 <g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M70.2,335.4 L72.95,327.6 L75.71,320 L78.46,312.7 L81.21,305.7 L83.97,299.2 L86.72,293.4 L89.47,288.1 L92.22,283.7 L94.98,280 L97.73,277.1 L100.5,275 L103.2,273.8 L106,273.3 L108.7,273.5 L111.5,274.4 L114.2,275.9 L117,277.9 L119.8,280.3 L122.5,283.2 L125.3,286.2 L128,289.5 L130.8,292.9 L133.5,296.4 L136.3,299.9 L139,303.3 L141.8,306.5 L144.5,309.7 L147.3,312.6 L150,315.4 L152.8,317.9 L155.5,320.2 L158.3,322.4 L161,324.2 L163.8,325.9 L166.6,327.4 L169.3,328.7 L172.1,329.8 L174.8,330.8 L177.6,331.6 L180.3,332.3 L183.1,332.9 L185.8,333.4 L188.6,333.8 L191.3,334.1 L194.1,334.4 L196.8,334.6 L199.6,334.8 L202.3,334.9 L205.1,335 L207.8,335.1 L210.6,335.2 L213.4,335.2 L216.1,335.3 L218.9,335.3 L221.6,335.3 L224.4,335.3 L227.1,335.4 L229.9,335.4 L232.6,335.4 L235.4,335.4 L238.1,335.4 L240.9,335.4 L243.6,335.4 L246.4,335.4 L249.1,335.4 L251.9,335.4 L254.7,335.4 L257.4,335.4 L260.2,335.4 L262.9,335.4 L265.7,335.4 L268.4,335.4 L271.2,335.4 L273.9,335.4 L276.7,335.4 L279.4,335.4 L282.2,335.4 L284.9,335.4 L287.7,335.4 L290.4,335.4 L293.2,335.4 L295.9,335.4 L298.7,335.4 L301.5,335.4 L304.2,335.4 L307,335.4 L309.7,335.4 L312.5,335.4 L315.2,335.4 L318,335.4 L320.7,335.4 L323.5,335.4 L326.2,335.4 L329,335.4 L331.7,335.4 L334.5,335.4 L337.2,335.4 L340,335.4 L342.7,335.4 L345.5,335.4 L348.3,335.4 L351,335.4 L353.8,335.4 L356.5,335.4 L359.3,335.4 L362,335.4 L364.8,335.4 L367.5,335.4 L370.3,335.4 L373,335.4 L375.8,335.4 L378.5,335.4 L381.3,335.4 L384,335.4 L386.8,335.4 L389.5,335.4 L392.3,335.4 L395.1,335.4 L397.8,335.4 L400.6,335.4 L403.3,335.4 L406.1,335.4 L408.8,335.4 L411.6,335.4 L414.3,335.4 L417.1,335.4 L419.8,335.4 L422.6,335.4 L425.3,335.4 L428.1,335.4 L430.8,335.4 L433.6,335.4 L436.3,335.4 L439.1,335.4 L441.9,335.4 L444.6,335.4 L447.4,335.4 L450.1,335.4 L452.9,335.4 L455.6,335.4 L458.4,335.4 L461.1,335.4 L463.9,335.4 L466.6,335.4 L469.4,335.4 L472.1,335.4 L474.9,335.4 L477.6,335.4 L480.4,335.4 L483.2,335.4 L485.9,335.4 L488.7,335.4 L491.4,335.4 L494.2,335.4 L496.9,335.4 L499.7,335.4 L502.4,335.4 L505.2,335.4 L507.9,335.4 L510.7,335.4 L513.4,335.4 L516.2,335.4 L518.9,335.4 L521.7,335.4 L524.4,335.4 L527.2,335.4 L530,335.4 L532.7,335.4 L535.5,335.4 L538.2,335.4 L541,335.4 L543.7,335.4 L546.5,335.4 L549.2,335.4 L552,335.4 L554.7,335.4 L557.5,335.4 L560.2,335.4 L563,335.4 L565.7,335.4 L568.5,335.4 L571.2,335.4 L574,335.4 L576.8,335.4 L579.5,335.4 L582.3,335.4 L585,335.4 L587.8,335.4 L590.5,335.4 L593.3,335.4 L596,335.4 L598.8,335.4 L601.5,335.4 L604.3,335.4 L607,335.4 L609.8,335.4 L612.5,335.4 L615.3,335.4 L618,335.4 " fill="none"/></g>
 <g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M70.2,335.4 L72.95,333.5 L75.71,331.5 L78.46,329.6 L81.21,327.7 L83.97,325.9 L86.72,324 L89.47,322.3 L92.22,320.6 L94.98,318.9 L97.73,317.3 L100.5,315.8 L103.2,314.4 L106,313 L108.7,311.8 L111.5,310.6 L114.2,309.5 L117,308.6 L119.8,307.7 L122.5,306.9 L125.3,306.3 L128,305.7 L130.8,305.2 L133.5,304.9 L136.3,304.6 L139,304.4 L141.8,304.3 L144.5,304.4 L147.3,304.4 L150,304.6 L152.8,304.9 L155.5,305.2 L158.3,305.6 L161,306.1 L163.8,306.6 L166.6,307.2 L169.3,307.9 L172.1,308.6 L174.8,309.3 L177.6,310 L180.3,310.8 L183.1,311.6 L185.8,312.5 L188.6,313.3 L191.3,314.2 L194.1,315 L196.8,315.9 L199.6,316.8 L202.3,317.6 L205.1,318.5 L207.8,319.3 L210.6,320.2 L213.4,321 L216.1,321.8 L218.9,322.5 L221.6,323.3 L224.4,324 L227.1,324.7 L229.9,325.4 L232.6,326 L235.4,326.7 L238.1,327.3 L240.9,327.8 L243.6,328.4 L246.4,328.9 L249.1,329.4 L251.9,329.8 L254.7,330.3 L257.4,330.7 L260.2,331 L262.9,331.4 L265.7,331.7 L268.4,332 L271.2,332.3 L273.9,332.6 L276.7,332.9 L279.4,333.1 L282.2,333.3 L284.9,333.5 L287.7,333.7 L290.4,333.8 L293.2,334 L295.9,334.1 L298.7,334.3 L301.5,334.4 L304.2,334.5 L307,334.6 L309.7,334.7 L312.5,334.8 L315.2,334.8 L318,334.9 L320.7,334.9 L323.5,335 L326.2,335 L329,335.1 L331.7,335.1 L334.5,335.2 L337.2,335.2 L340,335.2 L342.7,335.2 L345.5,335.3 L348.3,335.3 L351,335.3 L353.8,335.3 L356.5,335.3 L359.3,335.3 L362,335.3 L364.8,335.3 L367.5,335.4 L370.3,335.4 L373,335.4 L375.8,335.4 L378.5,335.4 L381.3,335.4 L384,335.4 L386.8,335.4 L389.5,335.4 L392.3,335.4 L395.1,335.4 L397.8,335.4 L400.6,335.4 L403.3,335.4 L406.1,335.4 L408.8,335.4 L411.6,335.4 L414.3,335.4 L417.1,335.4 L419.8,335.4 L422.6,335.4 L425.3,335.4 L428.1,335.4 L430.8,335.4 L433.6,335.4 L436.3,335.4 L439.1,335.4 L441.9,335.4 L444.6,335.4 L447.4,335.4 L450.1,335.4 L452.9,335.4 L455.6,335.4 L458.4,335.4 L461.1,335.4 L463.9,335.4 L466.6,335.4 L469.4,335.4 L472.1,335.4 L474.9,335.4 L477.6,335.4 L480.4,335.4 L483.2,335.4 L485.9,335.4 L488.7,335.4 L491.4,335.4 L494.2,335.4 L496.9,335.4 L499.7,335.4 L502.4,335.4 L505.2,335.4 L507.9,335.4 L510.7,335.4 L513.4,335.4 L516.2,335.4 L518.9,335.4 L521.7,335.4 L524.4,335.4 L527.2,335.4 L530,335.4 L532.7,335.4 L535.5,335.4 L538.2,335.4 L541,335.4 L543.7,335.4 L546.5,335.4 L549.2,335.4 L552,335.4 L554.7,335.4 L557.5,335.4 L560.2,335.4 L563,335.4 L565.7,335.4 L568.5,335.4 L571.2,335.4 L574,335.4 L576.8,335.4 L579.5,335.4 L582.3,335.4 L585,335.4 L587.8,335.4 L590.5,335.4 L593.3,335.4 L596,335.4 L598.8,335.4 L601.5,335.4 L604.3,335.4 L607,335.4 L609.8,335.4 L612.5,335.4 L615.3,335.4 L618,335.4 " fill="none"/></g>
 <g clip-path="url(#plot_window)" stroke="rgb(127,255,0)" stroke-width="1"><path d="M70.2,335.4 L72.95,335.1 L75.71,334.8 L78.46,334.5 L81.21,334.2 L83.97,333.8 L86.72,333.5 L89.47,333.2 L92.22,332.9 L94.98,332.6 L97.73,332.3 L100.5,332 L103.2,331.7 L106,331.4 L108.7,331.1 L111.5,330.9 L114.2,330.6 L117,330.3 L119.8,330 L122.5,329.7 L125.3,329.5 L128,329.2 L130.8,328.9 L133.5,328.7 L136.3,328.4 L139,328.2 L141.8,327.9 L144.5,327.7 L147.3,327.4 L150,327.2 L152.8,327 L155.5,326.8 L158.3,326.6 L161,326.3 L163.8,326.1 L166.6,325.9 L169.3,325.8 L172.1,325.6 L174.8,325.4 L177.6,325.2 L180.3,325.1 L183.1,324.9 L185.8,324.7 L188.6,324.6 L191.3,324.5 L194.1,324.3 L196.8,324.2 L199.6,324.1 L202.3,324 L205.1,323.8 L207.8,323.7 L210.6,323.6 L213.4,323.6 L216.1,323.5 L218.9,323.4 L221.6,323.3 L224.4,323.3 L227.1,323.2 L229.9,323.2 L232.6,323.1 L235.4,323.1 L238.1,323 L240.9,323 L243.6,323 L246.4,323 L249.1,323 L251.9,323 L254.7,323 L257.4,323 L260.2,323 L262.9,323 L265.7,323 L268.4,323.1 L271.2,323.1 L273.9,323.2 L276.7,323.2 L279.4,323.2 L282.2,323.3 L284.9,323.4 L287.7,323.4 L290.4,323.5 L293.2,323.6 L295.9,323.6 L298.7,323.7 L301.5,323.8 L304.2,323.9 L307,324 L309.7,324.1 L312.5,324.2 L315.2,324.3 L318,324.4 L320.7,324.5 L323.5,324.6 L326.2,324.7 L329,324.8 L331.7,325 L334.5,325.1 L337.2,325.2 L340,325.3 L342.7,325.4 L345.5,325.6 L348.3,325.7 L351,325.8 L353.8,326 L356.5,326.1 L359.3,326.2 L362,326.4 L364.8,326.5 L367.5,326.6 L370.3,326.8 L373,326.9 L375.8,327 L378.5,327.2 L381.3,327.3 L384,327.5 L386.8,327.6 L389.5,327.7 L392.3,327.9 L395.1,328 L397.8,328.2 L400.6,328.3 L403.3,328.4 L406.1,328.6 L408.8,328.7 L411.6,328.8 L414.3,329 L417.1,329.1 L419.8,329.2 L422.6,329.4 L425.3,329.5 L428.1,329.6 L430.8,329.8 L433.6,329.9 L436.3,330 L439.1,330.1 L441.9,330.3 L444.6,330.4 L447.4,330.5 L450.1,330.6 L452.9,330.7 L455.6,330.8 L458.4,331 L461.1,331.1 L463.9,331.2 L466.6,331.3 L469.4,331.4 L472.1,331.5 L474.9,331.6 L477.6,331.7 L480.4,331.8 L483.2,331.9 L485.9,332 L488.7,332.1 L491.4,332.2 L494.2,332.3 L496.9,332.4 L499.7,332.5 L502.4,332.5 L505.2,332.6 L507.9,332.7 L510.7,332.8 L513.4,332.9 L516.2,332.9 L518.9,333 L521.7,333.1 L524.4,333.2 L527.2,333.2 L530,333.3 L532.7,333.4 L535.5,333.4 L538.2,333.5 L541,333.6 L543.7,333.6 L546.5,333.7 L549.2,333.7 L552,333.8 L554.7,333.9 L557.5,333.9 L560.2,334 L563,334 L565.7,334.1 L568.5,334.1 L571.2,334.2 L574,334.2 L576.8,334.2 L579.5,334.3 L582.3,334.3 L585,334.4 L587.8,334.4 L590.5,334.4 L593.3,334.5 L596,334.5 L598.8,334.5 L601.5,334.6 L604.3,334.6 L607,334.6 L609.8,334.7 L612.5,334.7 L615.3,334.7 L618,334.8 " 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="634.8" y="62" width="103.2" height="165"/><rect x="634.8" y="62" width="103.2" height="165"/></g>
 <g id="legendPoints"><g stroke="rgb(0,0,139)" stroke-width="1"><line x1="649.8" y1="92" x2="664.8" y2="92"/></g>
 <g stroke="rgb(139,0,0)" stroke-width="1"><line x1="649.8" y1="122" x2="664.8" y2="122"/></g>
 <g stroke="rgb(0,100,0)" stroke-width="1"><line x1="649.8" y1="152" x2="664.8" y2="152"/></g>
 <g stroke="rgb(255,140,0)" stroke-width="1"><line x1="649.8" y1="182" x2="664.8" y2="182"/></g>
 <g stroke="rgb(127,255,0)" stroke-width="1"><line x1="649.8" y1="212" x2="664.8" y2="212"/></g>
 </g>
 <g id="legendText">
 <text x="672.3" y="92" font-size="15" font-family="Verdana">&#x3C3;=0.5</text>
 <text x="672.3" y="122" font-size="15" font-family="Verdana">&#x3C3;=1</text>
 <text x="672.3" y="152" font-size="15" font-family="Verdana">&#x3C3;=2</text>
 <text x="672.3" y="182" font-size="15" font-family="Verdana">&#x3C3;=4</text>
 <text x="672.3" y="212" font-size="15" font-family="Verdana">&#x3C3;=10</text></g>
 <g id="title">
 <text x="375" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Rayleigh 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="71.2" y="63" width="548.6" height="271.4"/></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="70.2" y="62" width="550.6" height="273.4"/></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="70.2" y1="62" x2="70.2" y2="340.4"/><line x1="70.2" y1="62" x2="70.2" y2="335.4"/></g>
	<g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="65.2" y1="335.4" x2="620.8" y2="335.4"/><line x1="65.2" y1="335.4" x2="620.8" y2="335.4"/></g>
	<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M68.2,314.9 L70.2,314.9 M68.2,294.4 L70.2,294.4 M68.2,273.9 L70.2,273.9 M68.2,253.4 L70.2,253.4 M68.2,212.5 L70.2,212.5 M68.2,192 L70.2,192 M68.2,171.5 L70.2,171.5 M68.2,151 L70.2,151 M68.2,110 L70.2,110 M68.2,89.53 L70.2,89.53 M68.2,69.04 L70.2,69.04 M68.2,335.4 L70.2,335.4 " fill="none"/></g>
	<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M88.34,335.4 L88.34,337.4 M106.5,335.4 L106.5,337.4 M124.6,335.4 L124.6,337.4 M142.8,335.4 L142.8,337.4 M179,335.4 L179,337.4 M197.2,335.4 L197.2,337.4 M215.3,335.4 L215.3,337.4 M233.5,335.4 L233.5,337.4 M269.8,335.4 L269.8,337.4 M287.9,335.4 L287.9,337.4 M306,335.4 L306,337.4 M324.2,335.4 L324.2,337.4 M360.5,335.4 L360.5,337.4 M378.6,335.4 L378.6,337.4 M396.7,335.4 L396.7,337.4 M414.9,335.4 L414.9,337.4 M451.2,335.4 L451.2,337.4 M469.3,335.4 L469.3,337.4 M487.4,335.4 L487.4,337.4 M505.6,335.4 L505.6,337.4 M541.9,335.4 L541.9,337.4 M560,335.4 L560,337.4 M578.1,335.4 L578.1,337.4 M596.3,335.4 L596.3,337.4 " fill="none"/></g>
	<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M65.2,335.4 L70.2,335.4 M65.2,233 L70.2,233 M65.2,130.5 L70.2,130.5 M65.2,335.4 L70.2,335.4 " fill="none"/></g>
	<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M70.2,335.4 L70.2,340.4 M160.9,335.4 L160.9,340.4 M251.6,335.4 L251.6,340.4 M342.3,335.4 L342.3,340.4 M433,335.4 L433,340.4 M523.7,335.4 L523.7,340.4 M614.4,335.4 L614.4,340.4 M70.2,335.4 L70.2,340.4 " fill="none"/></g>
	<g id="plotLabels">
	<text x="70.2" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">0</text>
	<text x="160.9" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">5</text>
	<text x="251.6" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">10</text>
	<text x="342.3" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">15</text>
	<text x="433" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">20</text>
	<text x="523.7" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">25</text>
	<text x="614.4" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">30</text>
	<text x="70.2" y="357.2" text-anchor="middle" font-size="14" font-family="Verdana">0</text>
	<text x="59.2" y="337.8" text-anchor="end" font-size="12" font-family="Verdana">0</text>
	<text x="59.2" y="235.4" text-anchor="end" font-size="12" font-family="Verdana">0.5</text>
	<text x="59.2" y="132.9" text-anchor="end" font-size="12" font-family="Verdana">1</text>
	<text x="59.2" y="337.8" text-anchor="end" font-size="12" font-family="Verdana">0</text></g>
	<g id="yLabel">
	<text x="30.2" y="198.7" text-anchor="middle" transform = "rotate(-90 30.2 198.7 )" font-size="14" font-family="Verdana">Probability</text></g>
	<g id="xLabel">
	<text x="345.5" y="388" 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="M70.2,335.4 L72.95,216.6 L75.71,128.5 L78.46,88.9 L81.21,97.31 L83.97,138.8 L86.72,193.2 L89.47,244.3 L92.22,283.2 L94.98,308.6 L97.73,323 L100.5,330.2 L103.2,333.4 L106,334.7 L108.7,335.2 L111.5,335.3 L114.2,335.4 L117,335.4 L119.8,335.4 L122.5,335.4 L125.3,335.4 L128,335.4 L130.8,335.4 L133.5,335.4 L136.3,335.4 L139,335.4 L141.8,335.4 L144.5,335.4 L147.3,335.4 L150,335.4 L152.8,335.4 L155.5,335.4 L158.3,335.4 L161,335.4 L163.8,335.4 L166.6,335.4 L169.3,335.4 L172.1,335.4 L174.8,335.4 L177.6,335.4 L180.3,335.4 L183.1,335.4 L185.8,335.4 L188.6,335.4 L191.3,335.4 L194.1,335.4 L196.8,335.4 L199.6,335.4 L202.3,335.4 L205.1,335.4 L207.8,335.4 L210.6,335.4 L213.4,335.4 L216.1,335.4 L218.9,335.4 L221.6,335.4 L224.4,335.4 L227.1,335.4 L229.9,335.4 L232.6,335.4 L235.4,335.4 L238.1,335.4 L240.9,335.4 L243.6,335.4 L246.4,335.4 L249.1,335.4 L251.9,335.4 L254.7,335.4 L257.4,335.4 L260.2,335.4 L262.9,335.4 L265.7,335.4 L268.4,335.4 L271.2,335.4 L273.9,335.4 L276.7,335.4 L279.4,335.4 L282.2,335.4 L284.9,335.4 L287.7,335.4 L290.4,335.4 L293.2,335.4 L295.9,335.4 L298.7,335.4 L301.5,335.4 L304.2,335.4 L307,335.4 L309.7,335.4 L312.5,335.4 L315.2,335.4 L318,335.4 L320.7,335.4 L323.5,335.4 L326.2,335.4 L329,335.4 L331.7,335.4 L334.5,335.4 L337.2,335.4 L340,335.4 L342.7,335.4 L345.5,335.4 L348.3,335.4 L351,335.4 L353.8,335.4 L356.5,335.4 L359.3,335.4 L362,335.4 L364.8,335.4 L367.5,335.4 L370.3,335.4 L373,335.4 L375.8,335.4 L378.5,335.4 L381.3,335.4 L384,335.4 L386.8,335.4 L389.5,335.4 L392.3,335.4 L395.1,335.4 L397.8,335.4 L400.6,335.4 L403.3,335.4 L406.1,335.4 L408.8,335.4 L411.6,335.4 L414.3,335.4 L417.1,335.4 L419.8,335.4 L422.6,335.4 L425.3,335.4 L428.1,335.4 L430.8,335.4 L433.6,335.4 L436.3,335.4 L439.1,335.4 L441.9,335.4 L444.6,335.4 L447.4,335.4 L450.1,335.4 L452.9,335.4 L455.6,335.4 L458.4,335.4 L461.1,335.4 L463.9,335.4 L466.6,335.4 L469.4,335.4 L472.1,335.4 L474.9,335.4 L477.6,335.4 L480.4,335.4 L483.2,335.4 L485.9,335.4 L488.7,335.4 L491.4,335.4 L494.2,335.4 L496.9,335.4 L499.7,335.4 L502.4,335.4 L505.2,335.4 L507.9,335.4 L510.7,335.4 L513.4,335.4 L516.2,335.4 L518.9,335.4 L521.7,335.4 L524.4,335.4 L527.2,335.4 L530,335.4 L532.7,335.4 L535.5,335.4 L538.2,335.4 L541,335.4 L543.7,335.4 L546.5,335.4 L549.2,335.4 L552,335.4 L554.7,335.4 L557.5,335.4 L560.2,335.4 L563,335.4 L565.7,335.4 L568.5,335.4 L571.2,335.4 L574,335.4 L576.8,335.4 L579.5,335.4 L582.3,335.4 L585,335.4 L587.8,335.4 L590.5,335.4 L593.3,335.4 L596,335.4 L598.8,335.4 L601.5,335.4 L604.3,335.4 L607,335.4 L609.8,335.4 L612.5,335.4 L615.3,335.4 L618,335.4 " fill="none"/></g>
	<g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M70.2,335.4 L72.95,304.7 L75.71,276 L78.46,251.3 L81.21,232 L83.97,218.8 L86.72,212.1 L89.47,211.6 L92.22,216.4 L94.98,225.3 L97.73,237.1 L100.5,250.5 L103.2,264.3 L106,277.7 L108.7,289.8 L111.5,300.4 L114.2,309.3 L117,316.4 L119.8,322 L122.5,326.2 L125.3,329.2 L128,331.3 L130.8,332.8 L133.5,333.8 L136.3,334.4 L139,334.8 L141.8,335.1 L144.5,335.2 L147.3,335.3 L150,335.3 L152.8,335.4 L155.5,335.4 L158.3,335.4 L161,335.4 L163.8,335.4 L166.6,335.4 L169.3,335.4 L172.1,335.4 L174.8,335.4 L177.6,335.4 L180.3,335.4 L183.1,335.4 L185.8,335.4 L188.6,335.4 L191.3,335.4 L194.1,335.4 L196.8,335.4 L199.6,335.4 L202.3,335.4 L205.1,335.4 L207.8,335.4 L210.6,335.4 L213.4,335.4 L216.1,335.4 L218.9,335.4 L221.6,335.4 L224.4,335.4 L227.1,335.4 L229.9,335.4 L232.6,335.4 L235.4,335.4 L238.1,335.4 L240.9,335.4 L243.6,335.4 L246.4,335.4 L249.1,335.4 L251.9,335.4 L254.7,335.4 L257.4,335.4 L260.2,335.4 L262.9,335.4 L265.7,335.4 L268.4,335.4 L271.2,335.4 L273.9,335.4 L276.7,335.4 L279.4,335.4 L282.2,335.4 L284.9,335.4 L287.7,335.4 L290.4,335.4 L293.2,335.4 L295.9,335.4 L298.7,335.4 L301.5,335.4 L304.2,335.4 L307,335.4 L309.7,335.4 L312.5,335.4 L315.2,335.4 L318,335.4 L320.7,335.4 L323.5,335.4 L326.2,335.4 L329,335.4 L331.7,335.4 L334.5,335.4 L337.2,335.4 L340,335.4 L342.7,335.4 L345.5,335.4 L348.3,335.4 L351,335.4 L353.8,335.4 L356.5,335.4 L359.3,335.4 L362,335.4 L364.8,335.4 L367.5,335.4 L370.3,335.4 L373,335.4 L375.8,335.4 L378.5,335.4 L381.3,335.4 L384,335.4 L386.8,335.4 L389.5,335.4 L392.3,335.4 L395.1,335.4 L397.8,335.4 L400.6,335.4 L403.3,335.4 L406.1,335.4 L408.8,335.4 L411.6,335.4 L414.3,335.4 L417.1,335.4 L419.8,335.4 L422.6,335.4 L425.3,335.4 L428.1,335.4 L430.8,335.4 L433.6,335.4 L436.3,335.4 L439.1,335.4 L441.9,335.4 L444.6,335.4 L447.4,335.4 L450.1,335.4 L452.9,335.4 L455.6,335.4 L458.4,335.4 L461.1,335.4 L463.9,335.4 L466.6,335.4 L469.4,335.4 L472.1,335.4 L474.9,335.4 L477.6,335.4 L480.4,335.4 L483.2,335.4 L485.9,335.4 L488.7,335.4 L491.4,335.4 L494.2,335.4 L496.9,335.4 L499.7,335.4 L502.4,335.4 L505.2,335.4 L507.9,335.4 L510.7,335.4 L513.4,335.4 L516.2,335.4 L518.9,335.4 L521.7,335.4 L524.4,335.4 L527.2,335.4 L530,335.4 L532.7,335.4 L535.5,335.4 L538.2,335.4 L541,335.4 L543.7,335.4 L546.5,335.4 L549.2,335.4 L552,335.4 L554.7,335.4 L557.5,335.4 L560.2,335.4 L563,335.4 L565.7,335.4 L568.5,335.4 L571.2,335.4 L574,335.4 L576.8,335.4 L579.5,335.4 L582.3,335.4 L585,335.4 L587.8,335.4 L590.5,335.4 L593.3,335.4 L596,335.4 L598.8,335.4 L601.5,335.4 L604.3,335.4 L607,335.4 L609.8,335.4 L612.5,335.4 L615.3,335.4 L618,335.4 " fill="none"/></g>
	<g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M70.2,335.4 L72.95,327.6 L75.71,320 L78.46,312.7 L81.21,305.7 L83.97,299.2 L86.72,293.4 L89.47,288.1 L92.22,283.7 L94.98,280 L97.73,277.1 L100.5,275 L103.2,273.8 L106,273.3 L108.7,273.5 L111.5,274.4 L114.2,275.9 L117,277.9 L119.8,280.3 L122.5,283.2 L125.3,286.2 L128,289.5 L130.8,292.9 L133.5,296.4 L136.3,299.9 L139,303.3 L141.8,306.5 L144.5,309.7 L147.3,312.6 L150,315.4 L152.8,317.9 L155.5,320.2 L158.3,322.4 L161,324.2 L163.8,325.9 L166.6,327.4 L169.3,328.7 L172.1,329.8 L174.8,330.8 L177.6,331.6 L180.3,332.3 L183.1,332.9 L185.8,333.4 L188.6,333.8 L191.3,334.1 L194.1,334.4 L196.8,334.6 L199.6,334.8 L202.3,334.9 L205.1,335 L207.8,335.1 L210.6,335.2 L213.4,335.2 L216.1,335.3 L218.9,335.3 L221.6,335.3 L224.4,335.3 L227.1,335.4 L229.9,335.4 L232.6,335.4 L235.4,335.4 L238.1,335.4 L240.9,335.4 L243.6,335.4 L246.4,335.4 L249.1,335.4 L251.9,335.4 L254.7,335.4 L257.4,335.4 L260.2,335.4 L262.9,335.4 L265.7,335.4 L268.4,335.4 L271.2,335.4 L273.9,335.4 L276.7,335.4 L279.4,335.4 L282.2,335.4 L284.9,335.4 L287.7,335.4 L290.4,335.4 L293.2,335.4 L295.9,335.4 L298.7,335.4 L301.5,335.4 L304.2,335.4 L307,335.4 L309.7,335.4 L312.5,335.4 L315.2,335.4 L318,335.4 L320.7,335.4 L323.5,335.4 L326.2,335.4 L329,335.4 L331.7,335.4 L334.5,335.4 L337.2,335.4 L340,335.4 L342.7,335.4 L345.5,335.4 L348.3,335.4 L351,335.4 L353.8,335.4 L356.5,335.4 L359.3,335.4 L362,335.4 L364.8,335.4 L367.5,335.4 L370.3,335.4 L373,335.4 L375.8,335.4 L378.5,335.4 L381.3,335.4 L384,335.4 L386.8,335.4 L389.5,335.4 L392.3,335.4 L395.1,335.4 L397.8,335.4 L400.6,335.4 L403.3,335.4 L406.1,335.4 L408.8,335.4 L411.6,335.4 L414.3,335.4 L417.1,335.4 L419.8,335.4 L422.6,335.4 L425.3,335.4 L428.1,335.4 L430.8,335.4 L433.6,335.4 L436.3,335.4 L439.1,335.4 L441.9,335.4 L444.6,335.4 L447.4,335.4 L450.1,335.4 L452.9,335.4 L455.6,335.4 L458.4,335.4 L461.1,335.4 L463.9,335.4 L466.6,335.4 L469.4,335.4 L472.1,335.4 L474.9,335.4 L477.6,335.4 L480.4,335.4 L483.2,335.4 L485.9,335.4 L488.7,335.4 L491.4,335.4 L494.2,335.4 L496.9,335.4 L499.7,335.4 L502.4,335.4 L505.2,335.4 L507.9,335.4 L510.7,335.4 L513.4,335.4 L516.2,335.4 L518.9,335.4 L521.7,335.4 L524.4,335.4 L527.2,335.4 L530,335.4 L532.7,335.4 L535.5,335.4 L538.2,335.4 L541,335.4 L543.7,335.4 L546.5,335.4 L549.2,335.4 L552,335.4 L554.7,335.4 L557.5,335.4 L560.2,335.4 L563,335.4 L565.7,335.4 L568.5,335.4 L571.2,335.4 L574,335.4 L576.8,335.4 L579.5,335.4 L582.3,335.4 L585,335.4 L587.8,335.4 L590.5,335.4 L593.3,335.4 L596,335.4 L598.8,335.4 L601.5,335.4 L604.3,335.4 L607,335.4 L609.8,335.4 L612.5,335.4 L615.3,335.4 L618,335.4 " fill="none"/></g>
	<g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M70.2,335.4 L72.95,333.5 L75.71,331.5 L78.46,329.6 L81.21,327.7 L83.97,325.9 L86.72,324 L89.47,322.3 L92.22,320.6 L94.98,318.9 L97.73,317.3 L100.5,315.8 L103.2,314.4 L106,313 L108.7,311.8 L111.5,310.6 L114.2,309.5 L117,308.6 L119.8,307.7 L122.5,306.9 L125.3,306.3 L128,305.7 L130.8,305.2 L133.5,304.9 L136.3,304.6 L139,304.4 L141.8,304.3 L144.5,304.4 L147.3,304.4 L150,304.6 L152.8,304.9 L155.5,305.2 L158.3,305.6 L161,306.1 L163.8,306.6 L166.6,307.2 L169.3,307.9 L172.1,308.6 L174.8,309.3 L177.6,310 L180.3,310.8 L183.1,311.6 L185.8,312.5 L188.6,313.3 L191.3,314.2 L194.1,315 L196.8,315.9 L199.6,316.8 L202.3,317.6 L205.1,318.5 L207.8,319.3 L210.6,320.2 L213.4,321 L216.1,321.8 L218.9,322.5 L221.6,323.3 L224.4,324 L227.1,324.7 L229.9,325.4 L232.6,326 L235.4,326.7 L238.1,327.3 L240.9,327.8 L243.6,328.4 L246.4,328.9 L249.1,329.4 L251.9,329.8 L254.7,330.3 L257.4,330.7 L260.2,331 L262.9,331.4 L265.7,331.7 L268.4,332 L271.2,332.3 L273.9,332.6 L276.7,332.9 L279.4,333.1 L282.2,333.3 L284.9,333.5 L287.7,333.7 L290.4,333.8 L293.2,334 L295.9,334.1 L298.7,334.3 L301.5,334.4 L304.2,334.5 L307,334.6 L309.7,334.7 L312.5,334.8 L315.2,334.8 L318,334.9 L320.7,334.9 L323.5,335 L326.2,335 L329,335.1 L331.7,335.1 L334.5,335.2 L337.2,335.2 L340,335.2 L342.7,335.2 L345.5,335.3 L348.3,335.3 L351,335.3 L353.8,335.3 L356.5,335.3 L359.3,335.3 L362,335.3 L364.8,335.3 L367.5,335.4 L370.3,335.4 L373,335.4 L375.8,335.4 L378.5,335.4 L381.3,335.4 L384,335.4 L386.8,335.4 L389.5,335.4 L392.3,335.4 L395.1,335.4 L397.8,335.4 L400.6,335.4 L403.3,335.4 L406.1,335.4 L408.8,335.4 L411.6,335.4 L414.3,335.4 L417.1,335.4 L419.8,335.4 L422.6,335.4 L425.3,335.4 L428.1,335.4 L430.8,335.4 L433.6,335.4 L436.3,335.4 L439.1,335.4 L441.9,335.4 L444.6,335.4 L447.4,335.4 L450.1,335.4 L452.9,335.4 L455.6,335.4 L458.4,335.4 L461.1,335.4 L463.9,335.4 L466.6,335.4 L469.4,335.4 L472.1,335.4 L474.9,335.4 L477.6,335.4 L480.4,335.4 L483.2,335.4 L485.9,335.4 L488.7,335.4 L491.4,335.4 L494.2,335.4 L496.9,335.4 L499.7,335.4 L502.4,335.4 L505.2,335.4 L507.9,335.4 L510.7,335.4 L513.4,335.4 L516.2,335.4 L518.9,335.4 L521.7,335.4 L524.4,335.4 L527.2,335.4 L530,335.4 L532.7,335.4 L535.5,335.4 L538.2,335.4 L541,335.4 L543.7,335.4 L546.5,335.4 L549.2,335.4 L552,335.4 L554.7,335.4 L557.5,335.4 L560.2,335.4 L563,335.4 L565.7,335.4 L568.5,335.4 L571.2,335.4 L574,335.4 L576.8,335.4 L579.5,335.4 L582.3,335.4 L585,335.4 L587.8,335.4 L590.5,335.4 L593.3,335.4 L596,335.4 L598.8,335.4 L601.5,335.4 L604.3,335.4 L607,335.4 L609.8,335.4 L612.5,335.4 L615.3,335.4 L618,335.4 " fill="none"/></g>
	<g clip-path="url(#plot_window)" stroke="rgb(127,255,0)" stroke-width="1"><path d="M70.2,335.4 L72.95,335.1 L75.71,334.8 L78.46,334.5 L81.21,334.2 L83.97,333.8 L86.72,333.5 L89.47,333.2 L92.22,332.9 L94.98,332.6 L97.73,332.3 L100.5,332 L103.2,331.7 L106,331.4 L108.7,331.1 L111.5,330.9 L114.2,330.6 L117,330.3 L119.8,330 L122.5,329.7 L125.3,329.5 L128,329.2 L130.8,328.9 L133.5,328.7 L136.3,328.4 L139,328.2 L141.8,327.9 L144.5,327.7 L147.3,327.4 L150,327.2 L152.8,327 L155.5,326.8 L158.3,326.6 L161,326.3 L163.8,326.1 L166.6,325.9 L169.3,325.8 L172.1,325.6 L174.8,325.4 L177.6,325.2 L180.3,325.1 L183.1,324.9 L185.8,324.7 L188.6,324.6 L191.3,324.5 L194.1,324.3 L196.8,324.2 L199.6,324.1 L202.3,324 L205.1,323.8 L207.8,323.7 L210.6,323.6 L213.4,323.6 L216.1,323.5 L218.9,323.4 L221.6,323.3 L224.4,323.3 L227.1,323.2 L229.9,323.2 L232.6,323.1 L235.4,323.1 L238.1,323 L240.9,323 L243.6,323 L246.4,323 L249.1,323 L251.9,323 L254.7,323 L257.4,323 L260.2,323 L262.9,323 L265.7,323 L268.4,323.1 L271.2,323.1 L273.9,323.2 L276.7,323.2 L279.4,323.2 L282.2,323.3 L284.9,323.4 L287.7,323.4 L290.4,323.5 L293.2,323.6 L295.9,323.6 L298.7,323.7 L301.5,323.8 L304.2,323.9 L307,324 L309.7,324.1 L312.5,324.2 L315.2,324.3 L318,324.4 L320.7,324.5 L323.5,324.6 L326.2,324.7 L329,324.8 L331.7,325 L334.5,325.1 L337.2,325.2 L340,325.3 L342.7,325.4 L345.5,325.6 L348.3,325.7 L351,325.8 L353.8,326 L356.5,326.1 L359.3,326.2 L362,326.4 L364.8,326.5 L367.5,326.6 L370.3,326.8 L373,326.9 L375.8,327 L378.5,327.2 L381.3,327.3 L384,327.5 L386.8,327.6 L389.5,327.7 L392.3,327.9 L395.1,328 L397.8,328.2 L400.6,328.3 L403.3,328.4 L406.1,328.6 L408.8,328.7 L411.6,328.8 L414.3,329 L417.1,329.1 L419.8,329.2 L422.6,329.4 L425.3,329.5 L428.1,329.6 L430.8,329.8 L433.6,329.9 L436.3,330 L439.1,330.1 L441.9,330.3 L444.6,330.4 L447.4,330.5 L450.1,330.6 L452.9,330.7 L455.6,330.8 L458.4,331 L461.1,331.1 L463.9,331.2 L466.6,331.3 L469.4,331.4 L472.1,331.5 L474.9,331.6 L477.6,331.7 L480.4,331.8 L483.2,331.9 L485.9,332 L488.7,332.1 L491.4,332.2 L494.2,332.3 L496.9,332.4 L499.7,332.5 L502.4,332.5 L505.2,332.6 L507.9,332.7 L510.7,332.8 L513.4,332.9 L516.2,332.9 L518.9,333 L521.7,333.1 L524.4,333.2 L527.2,333.2 L530,333.3 L532.7,333.4 L535.5,333.4 L538.2,333.5 L541,333.6 L543.7,333.6 L546.5,333.7 L549.2,333.7 L552,333.8 L554.7,333.9 L557.5,333.9 L560.2,334 L563,334 L565.7,334.1 L568.5,334.1 L571.2,334.2 L574,334.2 L576.8,334.2 L579.5,334.3 L582.3,334.3 L585,334.4 L587.8,334.4 L590.5,334.4 L593.3,334.5 L596,334.5 L598.8,334.5 L601.5,334.6 L604.3,334.6 L607,334.6 L609.8,334.7 L612.5,334.7 L615.3,334.7 L618,334.8 " 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="634.8" y="62" width="103.2" height="165"/><rect x="634.8" y="62" width="103.2" height="165"/></g>
	<g id="legendPoints"><g stroke="rgb(0,0,139)" stroke-width="1"><line x1="649.8" y1="92" x2="664.8" y2="92"/></g>
	<g stroke="rgb(139,0,0)" stroke-width="1"><line x1="649.8" y1="122" x2="664.8" y2="122"/></g>
	<g stroke="rgb(0,100,0)" stroke-width="1"><line x1="649.8" y1="152" x2="664.8" y2="152"/></g>
	<g stroke="rgb(255,140,0)" stroke-width="1"><line x1="649.8" y1="182" x2="664.8" y2="182"/></g>
	<g stroke="rgb(127,255,0)" stroke-width="1"><line x1="649.8" y1="212" x2="664.8" y2="212"/></g>
	</g>
	<g id="legendText">
	<text x="672.3" y="92" font-size="15" font-family="Verdana">σ=0.5</text>
	<text x="672.3" y="122" font-size="15" font-family="Verdana">σ=1</text>
	<text x="672.3" y="152" font-size="15" font-family="Verdana">σ=2</text>
	<text x="672.3" y="182" font-size="15" font-family="Verdana">σ=4</text>
	<text x="672.3" y="212" font-size="15" font-family="Verdana">σ=10</text></g>
	<g id="title">
	<text x="375" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Rayleigh Distribution PDF</text></g>
	<g id="plotXValues"></g>
	<g id="plotYValues"></g>
	</svg>