| <?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="93.6" y="59" width="465.2" height="281"/></clipPath> | |
| <g id="imageBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="2"><rect x="0" y="0" width="750" 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="467.2" height="283"/></g> | |
| <g id="yMinorGrid" stroke="rgb(200,220,255)" stroke-width="0.5"></g> | |
| <g id="yMajorGrid" stroke="rgb(200,220,255)" stroke-width="1"></g> | |
| <g id="xMinorGrid" stroke="rgb(200,220,255)" stroke-width="0.5"></g> | |
| <g id="xMajorGrid" stroke="rgb(200,220,255)" stroke-width="1"></g> | |
| <g id="yAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="92.6" y1="58" x2="92.6" 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="341" x2="559.8" y2="341"/><line x1="87.6" y1="341" x2="559.8" y2="341"/></g> | |
| <g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M90.6,333.2 L92.6,333.2 M90.6,325.4 L92.6,325.4 M90.6,317.6 L92.6,317.6 M90.6,309.8 L92.6,309.8 M90.6,294.1 L92.6,294.1 M90.6,286.3 L92.6,286.3 M90.6,278.5 L92.6,278.5 M90.6,270.7 L92.6,270.7 M90.6,255.1 L92.6,255.1 M90.6,247.3 L92.6,247.3 M90.6,239.5 L92.6,239.5 M90.6,231.7 L92.6,231.7 M90.6,216 L92.6,216 M90.6,208.2 L92.6,208.2 M90.6,200.4 L92.6,200.4 M90.6,192.6 L92.6,192.6 M90.6,177 L92.6,177 M90.6,169.2 L92.6,169.2 M90.6,161.4 L92.6,161.4 M90.6,153.5 L92.6,153.5 M90.6,137.9 L92.6,137.9 M90.6,130.1 L92.6,130.1 M90.6,122.3 L92.6,122.3 M90.6,114.5 L92.6,114.5 M90.6,98.87 L92.6,98.87 M90.6,91.06 L92.6,91.06 M90.6,83.25 L92.6,83.25 M90.6,75.44 L92.6,75.44 M90.6,59.82 L92.6,59.82 M90.6,341 L92.6,341 " fill="none"/></g> | |
| <g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M119.5,341 L119.5,343 M146.3,341 L146.3,343 M173.2,341 L173.2,343 M200,341 L200,343 M253.8,341 L253.8,343 M280.6,341 L280.6,343 M307.5,341 L307.5,343 M334.3,341 L334.3,343 M388.1,341 L388.1,343 M414.9,341 L414.9,343 M441.8,341 L441.8,343 M468.6,341 L468.6,343 M522.4,341 L522.4,343 M549.2,341 L549.2,343 " fill="none"/></g> | |
| <g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M87.6,341 L92.6,341 M87.6,301.9 L92.6,301.9 M87.6,262.9 L92.6,262.9 M87.6,223.8 L92.6,223.8 M87.6,184.8 L92.6,184.8 M87.6,145.7 L92.6,145.7 M87.6,106.7 L92.6,106.7 M87.6,67.63 L92.6,67.63 M87.6,341 L92.6,341 " fill="none"/></g> | |
| <g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M92.6,341 L92.6,346 M226.9,341 L226.9,346 M361.2,341 L361.2,346 M495.5,341 L495.5,346 M92.6,341 L92.6,346 " fill="none"/></g> | |
| <g id="xTicksValues"> | |
| <text x="92.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text> | |
| <text x="226.9" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">50</text> | |
| <text x="361.2" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">100</text> | |
| <text x="495.5" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">150</text> | |
| <text x="92.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text></g> | |
| <g id="yTicksValues"> | |
| <text x="81.6" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</text> | |
| <text x="81.6" y="304.3" text-anchor="end" font-size="12" font-family="Verdana">0.01</text> | |
| <text x="81.6" y="265.3" text-anchor="end" font-size="12" font-family="Verdana">0.02</text> | |
| <text x="81.6" y="226.2" text-anchor="end" font-size="12" font-family="Verdana">0.03</text> | |
| <text x="81.6" y="187.2" text-anchor="end" font-size="12" font-family="Verdana">0.04</text> | |
| <text x="81.6" y="148.1" text-anchor="end" font-size="12" font-family="Verdana">0.05</text> | |
| <text x="81.6" y="109.1" text-anchor="end" font-size="12" font-family="Verdana">0.06</text> | |
| <text x="81.6" y="70.03" text-anchor="end" font-size="12" font-family="Verdana">0.07</text> | |
| <text x="81.6" 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="326.2" 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="M92.6,341 L94.94,341 L97.27,341 L99.61,341 L101.9,340.9 L104.3,340.3 L106.6,338.8 L109,335.3 L111.3,328.6 L113.6,317.9 L116,302.3 L118.3,282 L120.6,257.4 L123,229.8 L125.3,200.7 L127.6,172 L130,145.4 L132.3,122.5 L134.6,104.4 L137,91.85 L139.3,85.07 L141.7,83.97 L144,88.08 L146.3,96.72 L148.7,109 L151,124.2 L153.3,141.2 L155.7,159.3 L158,177.8 L160.3,196.1 L162.7,213.8 L165,230.4 L167.3,245.7 L169.7,259.6 L172,272.1 L174.4,283.1 L176.7,292.7 L179,301 L181.4,308 L183.7,314 L186,319.1 L188.4,323.3 L190.7,326.8 L193,329.6 L195.4,331.9 L197.7,333.8 L200,335.3 L202.4,336.5 L204.7,337.5 L207.1,338.3 L209.4,338.9 L211.7,339.4 L214.1,339.7 L216.4,340 L218.7,340.3 L221.1,340.4 L223.4,340.6 L225.7,340.7 L228.1,340.8 L230.4,340.8 L232.7,340.9 L235.1,340.9 L237.4,340.9 L239.8,340.9 L242.1,341 L244.4,341 L246.8,341 L249.1,341 L251.4,341 L253.8,341 L256.1,341 L258.4,341 L260.8,341 L263.1,341 L265.4,341 L267.8,341 L270.1,341 L272.5,341 L274.8,341 L277.1,341 L279.5,341 L281.8,341 L284.1,341 L286.5,341 L288.8,341 L291.1,341 L293.5,341 L295.8,341 L298.2,341 L300.5,341 L302.8,341 L305.2,341 L307.5,341 L309.8,341 L312.2,341 L314.5,341 L316.8,341 L319.2,341 L321.5,341 L323.8,341 L326.2,341 L328.5,341 L330.9,341 L333.2,341 L335.5,341 L337.9,341 L340.2,341 L342.5,341 L344.9,341 L347.2,341 L349.5,341 L351.9,341 L354.2,341 L356.5,341 L358.9,341 L361.2,341 L363.6,341 L365.9,341 L368.2,341 L370.6,341 L372.9,341 L375.2,341 L377.6,341 L379.9,341 L382.2,341 L384.6,341 L386.9,341 L389.2,341 L391.6,341 L393.9,341 L396.3,341 L398.6,341 L400.9,341 L403.3,341 L405.6,341 L407.9,341 L410.3,341 L412.6,341 L414.9,341 L417.3,341 L419.6,341 L421.9,341 L424.3,341 L426.6,341 L429,341 L431.3,341 L433.6,341 L436,341 L438.3,341 L440.6,341 L443,341 L445.3,341 L447.6,341 L450,341 L452.3,341 L454.6,341 L457,341 L459.3,341 L461.7,341 L464,341 L466.3,341 L468.7,341 L471,341 L473.3,341 L475.7,341 L478,341 L480.3,341 L482.7,341 L485,341 L487.4,341 L489.7,341 L492,341 L494.4,341 L496.7,341 L499,341 L501.4,341 L503.7,341 L506,341 L508.4,341 L510.7,341 L513,341 L515.4,341 L517.7,341 L520.1,341 L522.4,341 L524.7,341 L527.1,341 L529.4,341 L531.7,341 L534.1,341 L536.4,341 L538.7,341 L541.1,341 L543.4,341 L545.7,341 L548.1,341 L550.4,341 L552.8,341 L555.1,341 L557.4,341 L559.8,341 " fill="none"/></g> | |
| <g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M92.6,341 L94.94,341 L97.27,341 L99.61,341 L101.9,340.9 L104.3,340.6 L106.6,339.5 L109,336.9 L111.3,332.1 L113.6,324 L116,311.9 L118.3,295.7 L120.6,275.4 L123,251.8 L125.3,226.1 L127.6,199.7 L130,173.9 L132.3,150.4 L134.6,130.2 L137,114.3 L139.3,103.2 L141.7,97.11 L144,95.95 L146.3,99.33 L148.7,106.7 L151,117.4 L153.3,130.6 L155.7,145.7 L158,162 L160.3,178.7 L162.7,195.5 L165,211.8 L167.3,227.4 L169.7,242 L172,255.4 L174.4,267.6 L176.7,278.5 L179,288.2 L181.4,296.6 L183.7,304 L186,310.3 L188.4,315.6 L190.7,320.2 L193,324 L195.4,327.2 L197.7,329.8 L200,332 L202.4,333.8 L204.7,335.3 L207.1,336.4 L209.4,337.4 L211.7,338.1 L214.1,338.8 L216.4,339.2 L218.7,339.6 L221.1,339.9 L223.4,340.2 L225.7,340.4 L228.1,340.5 L230.4,340.6 L232.7,340.7 L235.1,340.8 L237.4,340.8 L239.8,340.9 L242.1,340.9 L244.4,340.9 L246.8,340.9 L249.1,341 L251.4,341 L253.8,341 L256.1,341 L258.4,341 L260.8,341 L263.1,341 L265.4,341 L267.8,341 L270.1,341 L272.5,341 L274.8,341 L277.1,341 L279.5,341 L281.8,341 L284.1,341 L286.5,341 L288.8,341 L291.1,341 L293.5,341 L295.8,341 L298.2,341 L300.5,341 L302.8,341 L305.2,341 L307.5,341 L309.8,341 L312.2,341 L314.5,341 L316.8,341 L319.2,341 L321.5,341 L323.8,341 L326.2,341 L328.5,341 L330.9,341 L333.2,341 L335.5,341 L337.9,341 L340.2,341 L342.5,341 L344.9,341 L347.2,341 L349.5,341 L351.9,341 L354.2,341 L356.5,341 L358.9,341 L361.2,341 L363.6,341 L365.9,341 L368.2,341 L370.6,341 L372.9,341 L375.2,341 L377.6,341 L379.9,341 L382.2,341 L384.6,341 L386.9,341 L389.2,341 L391.6,341 L393.9,341 L396.3,341 L398.6,341 L400.9,341 L403.3,341 L405.6,341 L407.9,341 L410.3,341 L412.6,341 L414.9,341 L417.3,341 L419.6,341 L421.9,341 L424.3,341 L426.6,341 L429,341 L431.3,341 L433.6,341 L436,341 L438.3,341 L440.6,341 L443,341 L445.3,341 L447.6,341 L450,341 L452.3,341 L454.6,341 L457,341 L459.3,341 L461.7,341 L464,341 L466.3,341 L468.7,341 L471,341 L473.3,341 L475.7,341 L478,341 L480.3,341 L482.7,341 L485,341 L487.4,341 L489.7,341 L492,341 L494.4,341 L496.7,341 L499,341 L501.4,341 L503.7,341 L506,341 L508.4,341 L510.7,341 L513,341 L515.4,341 L517.7,341 L520.1,341 L522.4,341 L524.7,341 L527.1,341 L529.4,341 L531.7,341 L534.1,341 L536.4,341 L538.7,341 L541.1,341 L543.4,341 L545.7,341 L548.1,341 L550.4,341 L552.8,341 L555.1,341 L557.4,341 L559.8,341 " fill="none"/></g> | |
| <g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M92.6,341 L94.94,341 L97.27,341 L99.61,341 L101.9,341 L104.3,340.9 L106.6,340.7 L109,340 L111.3,338.7 L113.6,336.1 L116,332 L118.3,325.9 L120.6,317.4 L123,306.3 L125.3,292.8 L127.6,277.1 L130,259.6 L132.3,241.1 L134.6,222.1 L137,203.5 L139.3,185.9 L141.7,170.2 L144,156.8 L146.3,146.1 L148.7,138.3 L151,133.7 L153.3,132 L155.7,133.3 L158,137.2 L160.3,143.4 L162.7,151.6 L165,161.3 L167.3,172.2 L169.7,183.9 L172,196 L174.4,208.3 L176.7,220.5 L179,232.4 L181.4,243.8 L183.7,254.6 L186,264.7 L188.4,274 L190.7,282.5 L193,290.2 L195.4,297.1 L197.7,303.3 L200,308.7 L202.4,313.5 L204.7,317.7 L207.1,321.3 L209.4,324.5 L211.7,327.2 L214.1,329.5 L216.4,331.4 L218.7,333.1 L221.1,334.4 L223.4,335.6 L225.7,336.6 L228.1,337.4 L230.4,338.1 L232.7,338.6 L235.1,339.1 L237.4,339.4 L239.8,339.7 L242.1,340 L244.4,340.2 L246.8,340.3 L249.1,340.5 L251.4,340.6 L253.8,340.7 L256.1,340.7 L258.4,340.8 L260.8,340.8 L263.1,340.9 L265.4,340.9 L267.8,340.9 L270.1,340.9 L272.5,341 L274.8,341 L277.1,341 L279.5,341 L281.8,341 L284.1,341 L286.5,341 L288.8,341 L291.1,341 L293.5,341 L295.8,341 L298.2,341 L300.5,341 L302.8,341 L305.2,341 L307.5,341 L309.8,341 L312.2,341 L314.5,341 L316.8,341 L319.2,341 L321.5,341 L323.8,341 L326.2,341 L328.5,341 L330.9,341 L333.2,341 L335.5,341 L337.9,341 L340.2,341 L342.5,341 L344.9,341 L347.2,341 L349.5,341 L351.9,341 L354.2,341 L356.5,341 L358.9,341 L361.2,341 L363.6,341 L365.9,341 L368.2,341 L370.6,341 L372.9,341 L375.2,341 L377.6,341 L379.9,341 L382.2,341 L384.6,341 L386.9,341 L389.2,341 L391.6,341 L393.9,341 L396.3,341 L398.6,341 L400.9,341 L403.3,341 L405.6,341 L407.9,341 L410.3,341 L412.6,341 L414.9,341 L417.3,341 L419.6,341 L421.9,341 L424.3,341 L426.6,341 L429,341 L431.3,341 L433.6,341 L436,341 L438.3,341 L440.6,341 L443,341 L445.3,341 L447.6,341 L450,341 L452.3,341 L454.6,341 L457,341 L459.3,341 L461.7,341 L464,341 L466.3,341 L468.7,341 L471,341 L473.3,341 L475.7,341 L478,341 L480.3,341 L482.7,341 L485,341 L487.4,341 L489.7,341 L492,341 L494.4,341 L496.7,341 L499,341 L501.4,341 L503.7,341 L506,341 L508.4,341 L510.7,341 L513,341 L515.4,341 L517.7,341 L520.1,341 L522.4,341 L524.7,341 L527.1,341 L529.4,341 L531.7,341 L534.1,341 L536.4,341 L538.7,341 L541.1,341 L543.4,341 L545.7,341 L548.1,341 L550.4,341 L552.8,341 L555.1,341 L557.4,341 L559.8,341 " fill="none"/></g> | |
| <g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M92.6,341 L94.94,341 L97.27,341 L99.61,341 L101.9,341 L104.3,341 L106.6,340.9 L109,340.8 L111.3,340.6 L113.6,340 L116,339.1 L118.3,337.5 L120.6,335 L123,331.5 L125.3,326.6 L127.6,320.3 L130,312.6 L132.3,303.3 L134.6,292.6 L137,280.7 L139.3,267.8 L141.7,254.3 L144,240.6 L146.3,227 L148.7,213.9 L151,201.7 L153.3,190.7 L155.7,181.3 L158,173.5 L160.3,167.6 L162.7,163.6 L165,161.6 L167.3,161.4 L169.7,163 L172,166.2 L174.4,170.9 L176.7,176.8 L179,183.8 L181.4,191.6 L183.7,200.1 L186,209 L188.4,218.1 L190.7,227.4 L193,236.5 L195.4,245.5 L197.7,254.2 L200,262.5 L202.4,270.3 L204.7,277.7 L207.1,284.6 L209.4,291 L211.7,296.8 L214.1,302.1 L216.4,307 L218.7,311.3 L221.1,315.2 L223.4,318.6 L225.7,321.7 L228.1,324.4 L230.4,326.8 L232.7,328.8 L235.1,330.6 L237.4,332.2 L239.8,333.5 L242.1,334.7 L244.4,335.7 L246.8,336.6 L249.1,337.3 L251.4,337.9 L253.8,338.4 L256.1,338.8 L258.4,339.2 L260.8,339.5 L263.1,339.8 L265.4,340 L267.8,340.2 L270.1,340.3 L272.5,340.4 L274.8,340.5 L277.1,340.6 L279.5,340.7 L281.8,340.8 L284.1,340.8 L286.5,340.8 L288.8,340.9 L291.1,340.9 L293.5,340.9 L295.8,340.9 L298.2,340.9 L300.5,341 L302.8,341 L305.2,341 L307.5,341 L309.8,341 L312.2,341 L314.5,341 L316.8,341 L319.2,341 L321.5,341 L323.8,341 L326.2,341 L328.5,341 L330.9,341 L333.2,341 L335.5,341 L337.9,341 L340.2,341 L342.5,341 L344.9,341 L347.2,341 L349.5,341 L351.9,341 L354.2,341 L356.5,341 L358.9,341 L361.2,341 L363.6,341 L365.9,341 L368.2,341 L370.6,341 L372.9,341 L375.2,341 L377.6,341 L379.9,341 L382.2,341 L384.6,341 L386.9,341 L389.2,341 L391.6,341 L393.9,341 L396.3,341 L398.6,341 L400.9,341 L403.3,341 L405.6,341 L407.9,341 L410.3,341 L412.6,341 L414.9,341 L417.3,341 L419.6,341 L421.9,341 L424.3,341 L426.6,341 L429,341 L431.3,341 L433.6,341 L436,341 L438.3,341 L440.6,341 L443,341 L445.3,341 L447.6,341 L450,341 L452.3,341 L454.6,341 L457,341 L459.3,341 L461.7,341 L464,341 L466.3,341 L468.7,341 L471,341 L473.3,341 L475.7,341 L478,341 L480.3,341 L482.7,341 L485,341 L487.4,341 L489.7,341 L492,341 L494.4,341 L496.7,341 L499,341 L501.4,341 L503.7,341 L506,341 L508.4,341 L510.7,341 L513,341 L515.4,341 L517.7,341 L520.1,341 L522.4,341 L524.7,341 L527.1,341 L529.4,341 L531.7,341 L534.1,341 L536.4,341 L538.7,341 L541.1,341 L543.4,341 L545.7,341 L548.1,341 L550.4,341 L552.8,341 L555.1,341 L557.4,341 L559.8,341 " fill="none"/></g> | |
| <g clip-path="url(#plot_window)" stroke="rgb(127,255,0)" stroke-width="1"><path d="M92.6,341 L94.94,341 L97.27,341 L99.61,341 L101.9,341 L104.3,341 L106.6,341 L109,341 L111.3,341 L113.6,341 L116,340.9 L118.3,340.8 L120.6,340.7 L123,340.4 L125.3,340 L127.6,339.4 L130,338.5 L132.3,337.3 L134.6,335.6 L137,333.4 L139.3,330.6 L141.7,327.2 L144,323.1 L146.3,318.2 L148.7,312.7 L151,306.4 L153.3,299.5 L155.7,291.9 L158,283.9 L160.3,275.6 L162.7,267 L165,258.3 L167.3,249.7 L169.7,241.2 L172,233.2 L174.4,225.7 L176.7,218.8 L179,212.7 L181.4,207.4 L183.7,203.1 L186,199.7 L188.4,197.3 L190.7,195.9 L193,195.5 L195.4,196.1 L197.7,197.6 L200,199.9 L202.4,203 L204.7,206.8 L207.1,211.2 L209.4,216.1 L211.7,221.4 L214.1,227.1 L216.4,233 L218.7,239 L221.1,245.2 L223.4,251.3 L225.7,257.5 L228.1,263.5 L230.4,269.3 L232.7,275 L235.1,280.4 L237.4,285.6 L239.8,290.6 L242.1,295.2 L244.4,299.5 L246.8,303.6 L249.1,307.4 L251.4,310.9 L253.8,314.1 L256.1,317 L258.4,319.7 L260.8,322.1 L263.1,324.3 L265.4,326.3 L267.8,328 L270.1,329.6 L272.5,331 L274.8,332.3 L277.1,333.4 L279.5,334.4 L281.8,335.3 L284.1,336.1 L286.5,336.7 L288.8,337.3 L291.1,337.8 L293.5,338.3 L295.8,338.7 L298.2,339 L300.5,339.3 L302.8,339.6 L305.2,339.8 L307.5,340 L309.8,340.1 L312.2,340.3 L314.5,340.4 L316.8,340.5 L319.2,340.6 L321.5,340.6 L323.8,340.7 L326.2,340.7 L328.5,340.8 L330.9,340.8 L333.2,340.8 L335.5,340.9 L337.9,340.9 L340.2,340.9 L342.5,340.9 L344.9,340.9 L347.2,341 L349.5,341 L351.9,341 L354.2,341 L356.5,341 L358.9,341 L361.2,341 L363.6,341 L365.9,341 L368.2,341 L370.6,341 L372.9,341 L375.2,341 L377.6,341 L379.9,341 L382.2,341 L384.6,341 L386.9,341 L389.2,341 L391.6,341 L393.9,341 L396.3,341 L398.6,341 L400.9,341 L403.3,341 L405.6,341 L407.9,341 L410.3,341 L412.6,341 L414.9,341 L417.3,341 L419.6,341 L421.9,341 L424.3,341 L426.6,341 L429,341 L431.3,341 L433.6,341 L436,341 L438.3,341 L440.6,341 L443,341 L445.3,341 L447.6,341 L450,341 L452.3,341 L454.6,341 L457,341 L459.3,341 L461.7,341 L464,341 L466.3,341 L468.7,341 L471,341 L473.3,341 L475.7,341 L478,341 L480.3,341 L482.7,341 L485,341 L487.4,341 L489.7,341 L492,341 L494.4,341 L496.7,341 L499,341 L501.4,341 L503.7,341 L506,341 L508.4,341 L510.7,341 L513,341 L515.4,341 L517.7,341 L520.1,341 L522.4,341 L524.7,341 L527.1,341 L529.4,341 L531.7,341 L534.1,341 L536.4,341 L538.7,341 L541.1,341 L543.4,341 L545.7,341 L548.1,341 L550.4,341 L552.8,341 L555.1,341 L557.4,341 L559.8,341 " fill="none"/></g> | |
| <g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M92.6,341 L94.94,341 L97.27,341 L99.61,341 L101.9,341 L104.3,341 L106.6,341 L109,341 L111.3,341 L113.6,341 L116,341 L118.3,341 L120.6,341 L123,341 L125.3,341 L127.6,341 L130,341 L132.3,341 L134.6,341 L137,341 L139.3,341 L141.7,341 L144,341 L146.3,341 L148.7,341 L151,341 L153.3,341 L155.7,341 L158,341 L160.3,341 L162.7,341 L165,341 L167.3,341 L169.7,341 L172,341 L174.4,341 L176.7,341 L179,341 L181.4,341 L183.7,341 L186,341 L188.4,341 L190.7,341 L193,341 L195.4,341 L197.7,341 L200,341 L202.4,341 L204.7,341 L207.1,341 L209.4,341 L211.7,341 L214.1,341 L216.4,341 L218.7,341 L221.1,341 L223.4,341 L225.7,341 L228.1,341 L230.4,341 L232.7,340.9 L235.1,340.9 L237.4,340.9 L239.8,340.9 L242.1,340.9 L244.4,340.8 L246.8,340.8 L249.1,340.7 L251.4,340.7 L253.8,340.6 L256.1,340.5 L258.4,340.4 L260.8,340.3 L263.1,340.1 L265.4,340 L267.8,339.8 L270.1,339.6 L272.5,339.3 L274.8,339.1 L277.1,338.8 L279.5,338.4 L281.8,338 L284.1,337.6 L286.5,337.1 L288.8,336.6 L291.1,336 L293.5,335.3 L295.8,334.6 L298.2,333.8 L300.5,333 L302.8,332.1 L305.2,331.1 L307.5,330 L309.8,328.9 L312.2,327.7 L314.5,326.4 L316.8,325 L319.2,323.6 L321.5,322.1 L323.8,320.5 L326.2,318.8 L328.5,317.1 L330.9,315.3 L333.2,313.5 L335.5,311.6 L337.9,309.6 L340.2,307.6 L342.5,305.6 L344.9,303.6 L347.2,301.5 L349.5,299.4 L351.9,297.3 L354.2,295.2 L356.5,293.1 L358.9,291.1 L361.2,289.1 L363.6,287.1 L365.9,285.1 L368.2,283.2 L370.6,281.4 L372.9,279.7 L375.2,278 L377.6,276.4 L379.9,274.9 L382.2,273.5 L384.6,272.3 L386.9,271.1 L389.2,270 L391.6,269.1 L393.9,268.3 L396.3,267.6 L398.6,267.1 L400.9,266.7 L403.3,266.4 L405.6,266.3 L407.9,266.2 L410.3,266.3 L412.6,266.6 L414.9,267 L417.3,267.4 L419.6,268 L421.9,268.8 L424.3,269.6 L426.6,270.5 L429,271.5 L431.3,272.7 L433.6,273.9 L436,275.2 L438.3,276.5 L440.6,277.9 L443,279.4 L445.3,281 L447.6,282.6 L450,284.2 L452.3,285.8 L454.6,287.5 L457,289.2 L459.3,291 L461.7,292.7 L464,294.4 L466.3,296.1 L468.7,297.9 L471,299.6 L473.3,301.3 L475.7,303 L478,304.6 L480.3,306.2 L482.7,307.8 L485,309.4 L487.4,310.9 L489.7,312.4 L492,313.8 L494.4,315.2 L496.7,316.6 L499,317.9 L501.4,319.2 L503.7,320.4 L506,321.6 L508.4,322.7 L510.7,323.8 L513,324.8 L515.4,325.8 L517.7,326.8 L520.1,327.7 L522.4,328.5 L524.7,329.3 L527.1,330.1 L529.4,330.9 L531.7,331.5 L534.1,332.2 L536.4,332.8 L538.7,333.4 L541.1,334 L543.4,334.5 L545.7,334.9 L548.1,335.4 L550.4,335.8 L552.8,336.2 L555.1,336.6 L557.4,336.9 L559.8,337.3 " 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="573.8" y="58" width="150.2" height="195"/><rect x="573.8" y="58" width="150.2" height="195"/></g> | |
| <g id="legendPoints"><g stroke="rgb(0,0,139)" fill="rgb(255,255,255)" stroke-width="1"><line x1="588.8" y1="88" x2="603.8" y2="88"/></g> | |
| <g stroke="rgb(139,0,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="588.8" y1="118" x2="603.8" y2="118"/></g> | |
| <g stroke="rgb(0,100,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="588.8" y1="148" x2="603.8" y2="148"/></g> | |
| <g stroke="rgb(255,140,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="588.8" y1="178" x2="603.8" y2="178"/></g> | |
| <g stroke="rgb(127,255,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="588.8" y1="208" x2="603.8" y2="208"/></g> | |
| <g stroke="rgb(0,0,139)" fill="rgb(255,255,255)" stroke-width="1"><line x1="588.8" y1="238" x2="603.8" y2="238"/></g> | |
| </g> | |
| <g id="legendText"> | |
| <text x="611.3" y="88" font-size="15" font-family="Verdana">v=20, λ=0</text> | |
| <text x="611.3" y="118" font-size="15" font-family="Verdana">v=20, λ=1</text> | |
| <text x="611.3" y="148" font-size="15" font-family="Verdana">v=20, λ=5</text> | |
| <text x="611.3" y="178" font-size="15" font-family="Verdana">v=20, λ=10</text> | |
| <text x="611.3" y="208" font-size="15" font-family="Verdana">v=20, λ=20</text> | |
| <text x="611.3" y="238" font-size="15" font-family="Verdana">v=20, λ=100</text></g> | |
| <g id="title"> | |
| <text x="375" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Non Central Chi Squared PDF</text></g> | |
| <g id="plotXValues"></g> | |
| <g id="plotYValues"></g> | |
| </svg> |
