bump version to 12.2.2-pve1

[ceph.git] / ceph / src / boost / libs / math / doc / graphs / inverse_gaussian_pdf.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="85.2" y="59" width="450" 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="84.2" y="58" width="452" 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="84.2" y1="58" x2="84.2" y2="346"/><line x1="84.2" y1="58" x2="84.2" y2="341"/></g>
<g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="79.2" y1="341" x2="536.2" y2="341"/><line x1="79.2" y1="341" x2="536.2" y2="341"/></g>
<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M82.2,327.7 L84.2,327.7 M82.2,314.4 L84.2,314.4 M82.2,301.1 L84.2,301.1 M82.2,287.8 L84.2,287.8 M82.2,261.3 L84.2,261.3 M82.2,248 L84.2,248 M82.2,234.7 L84.2,234.7 M82.2,221.4 L84.2,221.4 M82.2,194.8 L84.2,194.8 M82.2,181.5 L84.2,181.5 M82.2,168.2 L84.2,168.2 M82.2,154.9 L84.2,154.9 M82.2,128.4 L84.2,128.4 M82.2,115.1 L84.2,115.1 M82.2,101.8 L84.2,101.8 M82.2,88.48 L84.2,88.48 M82.2,61.9 L84.2,61.9 M82.2,341 L84.2,341 " fill="none"/></g>
<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M107.9,341 L107.9,343 M131.7,341 L131.7,343 M155.4,341 L155.4,343 M179.1,341 L179.1,343 M226.6,341 L226.6,343 M250.4,341 L250.4,343 M274.1,341 L274.1,343 M297.8,341 L297.8,343 M345.3,341 L345.3,343 M369,341 L369,343 M392.8,341 L392.8,343 M416.5,341 L416.5,343 M464,341 L464,343 M487.7,341 L487.7,343 M511.5,341 L511.5,343 M535.2,341 L535.2,343 " fill="none"/></g>
<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M79.2,341 L84.2,341 M79.2,274.5 L84.2,274.5 M79.2,208.1 L84.2,208.1 M79.2,141.6 L84.2,141.6 M79.2,75.19 L84.2,75.19 M79.2,341 L84.2,341 " fill="none"/></g>
<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M84.2,341 L84.2,346 M202.9,341 L202.9,346 M321.6,341 L321.6,346 M440.2,341 L440.2,346 M84.2,341 L84.2,346 " fill="none"/></g>
<g id="xTicksValues">
<text x="84.2" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
<text x="202.9" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">1</text>
<text x="321.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">2</text>
<text x="440.2" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">3</text>
<text x="84.2" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text></g>
<g id="yTicksValues">
<text x="73.2" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</text>
<text x="73.2" y="276.9" text-anchor="end" font-size="12" font-family="Verdana">0.5</text>
<text x="73.2" y="210.5" text-anchor="end" font-size="12" font-family="Verdana">1</text>
<text x="73.2" y="144" text-anchor="end" font-size="12" font-family="Verdana">1.5</text>
<text x="73.2" y="77.59" text-anchor="end" font-size="12" font-family="Verdana">2</text>
<text x="73.2" 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="310.2" 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="M84.2,341 L86.46,341 L88.72,340.9 L90.98,337 L93.24,318.4 L95.5,283.2 L97.76,239.5 L100,196.1 L102.3,158.6 L104.5,129 L106.8,107.8 L109.1,93.95 L111.3,86.36 L113.6,83.76 L115.8,85.04 L118.1,89.24 L120.4,95.58 L122.6,103.4 L124.9,112.3 L127.1,121.8 L129.4,131.6 L131.7,141.6 L133.9,151.5 L136.2,161.3 L138.4,170.8 L140.7,180 L143,188.8 L145.2,197.3 L147.5,205.4 L149.7,213.1 L152,220.4 L154.3,227.3 L156.5,233.8 L158.8,240 L161,245.9 L163.3,251.3 L165.6,256.5 L167.8,261.4 L170.1,266 L172.3,270.3 L174.6,274.4 L176.9,278.2 L179.1,281.8 L181.4,285.2 L183.6,288.4 L185.9,291.4 L188.2,294.2 L190.4,296.8 L192.7,299.3 L194.9,301.7 L197.2,303.9 L199.5,305.9 L201.7,307.9 L204,309.7 L206.3,311.5 L208.5,313.1 L210.8,314.6 L213,316.1 L215.3,317.4 L217.6,318.7 L219.8,319.9 L222.1,321.1 L224.3,322.1 L226.6,323.2 L228.9,324.1 L231.1,325 L233.4,325.9 L235.6,326.7 L237.9,327.4 L240.2,328.2 L242.4,328.8 L244.7,329.5 L246.9,330.1 L249.2,330.7 L251.5,331.2 L253.7,331.7 L256,332.2 L258.2,332.6 L260.5,333.1 L262.8,333.5 L265,333.9 L267.3,334.2 L269.5,334.6 L271.8,334.9 L274.1,335.2 L276.3,335.5 L278.6,335.8 L280.8,336.1 L283.1,336.3 L285.4,336.5 L287.6,336.8 L289.9,337 L292.1,337.2 L294.4,337.4 L296.7,337.6 L298.9,337.7 L301.2,337.9 L303.4,338 L305.7,338.2 L308,338.3 L310.2,338.5 L312.5,338.6 L314.7,338.7 L317,338.8 L319.3,338.9 L321.5,339 L323.8,339.1 L326,339.2 L328.3,339.3 L330.6,339.4 L332.8,339.5 L335.1,339.5 L337.3,339.6 L339.6,339.7 L341.9,339.7 L344.1,339.8 L346.4,339.9 L348.6,339.9 L350.9,340 L353.2,340 L355.4,340.1 L357.7,340.1 L359.9,340.1 L362.2,340.2 L364.5,340.2 L366.7,340.3 L369,340.3 L371.2,340.3 L373.5,340.4 L375.8,340.4 L378,340.4 L380.3,340.4 L382.5,340.5 L384.8,340.5 L387.1,340.5 L389.3,340.5 L391.6,340.6 L393.8,340.6 L396.1,340.6 L398.4,340.6 L400.6,340.6 L402.9,340.7 L405.1,340.7 L407.4,340.7 L409.7,340.7 L411.9,340.7 L414.2,340.7 L416.4,340.7 L418.7,340.8 L421,340.8 L423.2,340.8 L425.5,340.8 L427.8,340.8 L430,340.8 L432.3,340.8 L434.5,340.8 L436.8,340.8 L439.1,340.8 L441.3,340.8 L443.6,340.9 L445.8,340.9 L448.1,340.9 L450.4,340.9 L452.6,340.9 L454.9,340.9 L457.1,340.9 L459.4,340.9 L461.7,340.9 L463.9,340.9 L466.2,340.9 L468.4,340.9 L470.7,340.9 L473,340.9 L475.2,340.9 L477.5,340.9 L479.7,340.9 L482,340.9 L484.3,340.9 L486.5,340.9 L488.8,340.9 L491,340.9 L493.3,340.9 L495.6,340.9 L497.8,341 L500.1,341 L502.3,341 L504.6,341 L506.9,341 L509.1,341 L511.4,341 L513.6,341 L515.9,341 L518.2,341 L520.4,341 L522.7,341 L524.9,341 L527.2,341 L529.5,341 L531.7,341 L534,341 L536.2,341 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M84.2,341 L86.46,341 L88.72,329.4 L90.98,284.9 L93.24,232.7 L95.5,192.3 L97.76,166.6 L100,152.7 L102.3,147.1 L104.5,146.9 L106.8,150.2 L109.1,155.5 L111.3,162 L113.6,169.2 L115.8,176.5 L118.1,183.9 L120.4,191.1 L122.6,198 L124.9,204.7 L127.1,211 L129.4,217 L131.7,222.6 L133.9,228 L136.2,233 L138.4,237.7 L140.7,242.2 L143,246.4 L145.2,250.3 L147.5,254.1 L149.7,257.6 L152,260.9 L154.3,264 L156.5,267 L158.8,269.8 L161,272.4 L163.3,274.9 L165.6,277.3 L167.8,279.5 L170.1,281.7 L172.3,283.7 L174.6,285.7 L176.9,287.5 L179.1,289.2 L181.4,290.9 L183.6,292.5 L185.9,294 L188.2,295.5 L190.4,296.9 L192.7,298.2 L194.9,299.5 L197.2,300.7 L199.5,301.8 L201.7,303 L204,304 L206.3,305.1 L208.5,306 L210.8,307 L213,307.9 L215.3,308.8 L217.6,309.6 L219.8,310.4 L222.1,311.2 L224.3,312 L226.6,312.7 L228.9,313.4 L231.1,314.1 L233.4,314.7 L235.6,315.4 L237.9,316 L240.2,316.6 L242.4,317.1 L244.7,317.7 L246.9,318.2 L249.2,318.7 L251.5,319.2 L253.7,319.7 L256,320.2 L258.2,320.7 L260.5,321.1 L262.8,321.5 L265,321.9 L267.3,322.3 L269.5,322.7 L271.8,323.1 L274.1,323.5 L276.3,323.8 L278.6,324.2 L280.8,324.5 L283.1,324.9 L285.4,325.2 L287.6,325.5 L289.9,325.8 L292.1,326.1 L294.4,326.4 L296.7,326.7 L298.9,326.9 L301.2,327.2 L303.4,327.4 L305.7,327.7 L308,327.9 L310.2,328.2 L312.5,328.4 L314.7,328.6 L317,328.9 L319.3,329.1 L321.5,329.3 L323.8,329.5 L326,329.7 L328.3,329.9 L330.6,330.1 L332.8,330.3 L335.1,330.5 L337.3,330.6 L339.6,330.8 L341.9,331 L344.1,331.2 L346.4,331.3 L348.6,331.5 L350.9,331.6 L353.2,331.8 L355.4,331.9 L357.7,332.1 L359.9,332.2 L362.2,332.4 L364.5,332.5 L366.7,332.6 L369,332.8 L371.2,332.9 L373.5,333 L375.8,333.2 L378,333.3 L380.3,333.4 L382.5,333.5 L384.8,333.6 L387.1,333.7 L389.3,333.8 L391.6,334 L393.8,334.1 L396.1,334.2 L398.4,334.3 L400.6,334.4 L402.9,334.5 L405.1,334.6 L407.4,334.6 L409.7,334.7 L411.9,334.8 L414.2,334.9 L416.4,335 L418.7,335.1 L421,335.2 L423.2,335.3 L425.5,335.3 L427.8,335.4 L430,335.5 L432.3,335.6 L434.5,335.6 L436.8,335.7 L439.1,335.8 L441.3,335.9 L443.6,335.9 L445.8,336 L448.1,336.1 L450.4,336.1 L452.6,336.2 L454.9,336.3 L457.1,336.3 L459.4,336.4 L461.7,336.5 L463.9,336.5 L466.2,336.6 L468.4,336.6 L470.7,336.7 L473,336.7 L475.2,336.8 L477.5,336.8 L479.7,336.9 L482,337 L484.3,337 L486.5,337.1 L488.8,337.1 L491,337.2 L493.3,337.2 L495.6,337.3 L497.8,337.3 L500.1,337.3 L502.3,337.4 L504.6,337.4 L506.9,337.5 L509.1,337.5 L511.4,337.6 L513.6,337.6 L515.9,337.6 L518.2,337.7 L520.4,337.7 L522.7,337.8 L524.9,337.8 L527.2,337.8 L529.5,337.9 L531.7,337.9 L534,338 L536.2,338 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M84.2,341 L86.46,341 L88.72,341 L90.98,339.4 L93.24,331.7 L95.5,316.5 L97.76,296.7 L100,275.9 L102.3,256.6 L104.5,240.2 L106.8,226.8 L109.1,216.6 L111.3,209 L113.6,203.8 L115.8,200.5 L118.1,198.8 L120.4,198.4 L122.6,199 L124.9,200.3 L127.1,202.2 L129.4,204.6 L131.7,207.4 L133.9,210.3 L136.2,213.5 L138.4,216.7 L140.7,220 L143,223.4 L145.2,226.7 L147.5,230 L149.7,233.3 L152,236.5 L154.3,239.6 L156.5,242.7 L158.8,245.6 L161,248.5 L163.3,251.4 L165.6,254.1 L167.8,256.7 L170.1,259.3 L172.3,261.8 L174.6,264.2 L176.9,266.5 L179.1,268.7 L181.4,270.9 L183.6,273 L185.9,275 L188.2,276.9 L190.4,278.8 L192.7,280.6 L194.9,282.3 L197.2,284 L199.5,285.6 L201.7,287.2 L204,288.7 L206.3,290.2 L208.5,291.6 L210.8,293 L213,294.3 L215.3,295.6 L217.6,296.8 L219.8,298 L222.1,299.1 L224.3,300.2 L226.6,301.3 L228.9,302.4 L231.1,303.4 L233.4,304.3 L235.6,305.3 L237.9,306.2 L240.2,307.1 L242.4,308 L244.7,308.8 L246.9,309.6 L249.2,310.4 L251.5,311.1 L253.7,311.9 L256,312.6 L258.2,313.3 L260.5,313.9 L262.8,314.6 L265,315.2 L267.3,315.8 L269.5,316.4 L271.8,317 L274.1,317.6 L276.3,318.1 L278.6,318.7 L280.8,319.2 L283.1,319.7 L285.4,320.2 L287.6,320.6 L289.9,321.1 L292.1,321.5 L294.4,322 L296.7,322.4 L298.9,322.8 L301.2,323.2 L303.4,323.6 L305.7,324 L308,324.4 L310.2,324.7 L312.5,325.1 L314.7,325.4 L317,325.8 L319.3,326.1 L321.5,326.4 L323.8,326.7 L326,327 L328.3,327.3 L330.6,327.6 L332.8,327.9 L335.1,328.1 L337.3,328.4 L339.6,328.7 L341.9,328.9 L344.1,329.2 L346.4,329.4 L348.6,329.6 L350.9,329.9 L353.2,330.1 L355.4,330.3 L357.7,330.5 L359.9,330.7 L362.2,330.9 L364.5,331.1 L366.7,331.3 L369,331.5 L371.2,331.7 L373.5,331.9 L375.8,332.1 L378,332.2 L380.3,332.4 L382.5,332.6 L384.8,332.7 L387.1,332.9 L389.3,333 L391.6,333.2 L393.8,333.3 L396.1,333.5 L398.4,333.6 L400.6,333.8 L402.9,333.9 L405.1,334 L407.4,334.2 L409.7,334.3 L411.9,334.4 L414.2,334.5 L416.4,334.7 L418.7,334.8 L421,334.9 L423.2,335 L425.5,335.1 L427.8,335.2 L430,335.3 L432.3,335.4 L434.5,335.5 L436.8,335.6 L439.1,335.7 L441.3,335.8 L443.6,335.9 L445.8,336 L448.1,336.1 L450.4,336.2 L452.6,336.2 L454.9,336.3 L457.1,336.4 L459.4,336.5 L461.7,336.6 L463.9,336.6 L466.2,336.7 L468.4,336.8 L470.7,336.9 L473,336.9 L475.2,337 L477.5,337.1 L479.7,337.1 L482,337.2 L484.3,337.3 L486.5,337.3 L488.8,337.4 L491,337.5 L493.3,337.5 L495.6,337.6 L497.8,337.6 L500.1,337.7 L502.3,337.8 L504.6,337.8 L506.9,337.9 L509.1,337.9 L511.4,338 L513.6,338 L515.9,338.1 L518.2,338.1 L520.4,338.2 L522.7,338.2 L524.9,338.3 L527.2,338.3 L529.5,338.3 L531.7,338.4 L534,338.4 L536.2,338.5 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M84.2,341 L86.46,341 L88.72,341 L90.98,341 L93.24,341 L95.5,341 L97.76,341 L100,341 L102.3,341 L104.5,340.9 L106.8,340.7 L109.1,340.3 L111.3,339.4 L113.6,337.8 L115.8,335.4 L118.1,332.1 L120.4,327.6 L122.6,322.2 L124.9,315.7 L127.1,308.3 L129.4,300.3 L131.7,291.6 L133.9,282.7 L136.2,273.6 L138.4,264.5 L140.7,255.6 L143,247 L145.2,238.9 L147.5,231.4 L149.7,224.4 L152,218.1 L154.3,212.6 L156.5,207.7 L158.8,203.6 L161,200.2 L163.3,197.4 L165.6,195.4 L167.8,193.9 L170.1,193.1 L172.3,192.8 L174.6,193 L176.9,193.7 L179.1,194.8 L181.4,196.3 L183.6,198.1 L185.9,200.2 L188.2,202.6 L190.4,205.2 L192.7,208.1 L194.9,211 L197.2,214.2 L199.5,217.4 L201.7,220.7 L204,224.1 L206.3,227.5 L208.5,231 L210.8,234.5 L213,237.9 L215.3,241.4 L217.6,244.8 L219.8,248.2 L222.1,251.5 L224.3,254.8 L226.6,258 L228.9,261.1 L231.1,264.2 L233.4,267.2 L235.6,270.1 L237.9,273 L240.2,275.8 L242.4,278.4 L244.7,281 L246.9,283.6 L249.2,286 L251.5,288.3 L253.7,290.6 L256,292.8 L258.2,294.9 L260.5,297 L262.8,298.9 L265,300.8 L267.3,302.6 L269.5,304.3 L271.8,306 L274.1,307.6 L276.3,309.1 L278.6,310.6 L280.8,312 L283.1,313.4 L285.4,314.6 L287.6,315.9 L289.9,317.1 L292.1,318.2 L294.4,319.3 L296.7,320.3 L298.9,321.3 L301.2,322.2 L303.4,323.1 L305.7,324 L308,324.8 L310.2,325.6 L312.5,326.3 L314.7,327 L317,327.7 L319.3,328.4 L321.5,329 L323.8,329.6 L326,330.1 L328.3,330.7 L330.6,331.2 L332.8,331.6 L335.1,332.1 L337.3,332.5 L339.6,333 L341.9,333.4 L344.1,333.7 L346.4,334.1 L348.6,334.4 L350.9,334.8 L353.2,335.1 L355.4,335.4 L357.7,335.6 L359.9,335.9 L362.2,336.2 L364.5,336.4 L366.7,336.6 L369,336.9 L371.2,337.1 L373.5,337.3 L375.8,337.4 L378,337.6 L380.3,337.8 L382.5,338 L384.8,338.1 L387.1,338.3 L389.3,338.4 L391.6,338.5 L393.8,338.6 L396.1,338.8 L398.4,338.9 L400.6,339 L402.9,339.1 L405.1,339.2 L407.4,339.3 L409.7,339.4 L411.9,339.4 L414.2,339.5 L416.4,339.6 L418.7,339.7 L421,339.7 L423.2,339.8 L425.5,339.9 L427.8,339.9 L430,340 L432.3,340 L434.5,340.1 L436.8,340.1 L439.1,340.2 L441.3,340.2 L443.6,340.2 L445.8,340.3 L448.1,340.3 L450.4,340.4 L452.6,340.4 L454.9,340.4 L457.1,340.4 L459.4,340.5 L461.7,340.5 L463.9,340.5 L466.2,340.6 L468.4,340.6 L470.7,340.6 L473,340.6 L475.2,340.6 L477.5,340.7 L479.7,340.7 L482,340.7 L484.3,340.7 L486.5,340.7 L488.8,340.7 L491,340.7 L493.3,340.8 L495.6,340.8 L497.8,340.8 L500.1,340.8 L502.3,340.8 L504.6,340.8 L506.9,340.8 L509.1,340.8 L511.4,340.8 L513.6,340.8 L515.9,340.9 L518.2,340.9 L520.4,340.9 L522.7,340.9 L524.9,340.9 L527.2,340.9 L529.5,340.9 L531.7,340.9 L534,340.9 L536.2,340.9 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(127,255,0)" stroke-width="1"><path d="M84.2,341 L86.46,341 L88.72,341 L90.98,340.3 L93.24,337.1 L95.5,330.6 L97.76,321.9 L100,312.7 L102.3,304 L104.5,296.4 L106.8,290 L109.1,284.9 L111.3,280.9 L113.6,278 L115.8,275.8 L118.1,274.4 L120.4,273.6 L122.6,273.2 L124.9,273.2 L127.1,273.5 L129.4,274 L131.7,274.8 L133.9,275.6 L136.2,276.6 L138.4,277.6 L140.7,278.7 L143,279.9 L145.2,281.1 L147.5,282.2 L149.7,283.4 L152,284.6 L154.3,285.8 L156.5,286.9 L158.8,288.1 L161,289.2 L163.3,290.3 L165.6,291.4 L167.8,292.4 L170.1,293.5 L172.3,294.5 L174.6,295.5 L176.9,296.4 L179.1,297.3 L181.4,298.2 L183.6,299.1 L185.9,300 L188.2,300.8 L190.4,301.6 L192.7,302.4 L194.9,303.1 L197.2,303.9 L199.5,304.6 L201.7,305.3 L204,306 L206.3,306.6 L208.5,307.3 L210.8,307.9 L213,308.5 L215.3,309.1 L217.6,309.6 L219.8,310.2 L222.1,310.7 L224.3,311.3 L226.6,311.8 L228.9,312.3 L231.1,312.8 L233.4,313.2 L235.6,313.7 L237.9,314.1 L240.2,314.6 L242.4,315 L244.7,315.4 L246.9,315.8 L249.2,316.2 L251.5,316.6 L253.7,317 L256,317.3 L258.2,317.7 L260.5,318.1 L262.8,318.4 L265,318.7 L267.3,319.1 L269.5,319.4 L271.8,319.7 L274.1,320 L276.3,320.3 L278.6,320.6 L280.8,320.8 L283.1,321.1 L285.4,321.4 L287.6,321.7 L289.9,321.9 L292.1,322.2 L294.4,322.4 L296.7,322.7 L298.9,322.9 L301.2,323.1 L303.4,323.4 L305.7,323.6 L308,323.8 L310.2,324 L312.5,324.2 L314.7,324.4 L317,324.6 L319.3,324.8 L321.5,325 L323.8,325.2 L326,325.4 L328.3,325.6 L330.6,325.8 L332.8,325.9 L335.1,326.1 L337.3,326.3 L339.6,326.4 L341.9,326.6 L344.1,326.8 L346.4,326.9 L348.6,327.1 L350.9,327.2 L353.2,327.4 L355.4,327.5 L357.7,327.7 L359.9,327.8 L362.2,328 L364.5,328.1 L366.7,328.2 L369,328.4 L371.2,328.5 L373.5,328.6 L375.8,328.7 L378,328.9 L380.3,329 L382.5,329.1 L384.8,329.2 L387.1,329.3 L389.3,329.4 L391.6,329.6 L393.8,329.7 L396.1,329.8 L398.4,329.9 L400.6,330 L402.9,330.1 L405.1,330.2 L407.4,330.3 L409.7,330.4 L411.9,330.5 L414.2,330.6 L416.4,330.7 L418.7,330.8 L421,330.9 L423.2,331 L425.5,331 L427.8,331.1 L430,331.2 L432.3,331.3 L434.5,331.4 L436.8,331.5 L439.1,331.6 L441.3,331.6 L443.6,331.7 L445.8,331.8 L448.1,331.9 L450.4,331.9 L452.6,332 L454.9,332.1 L457.1,332.2 L459.4,332.2 L461.7,332.3 L463.9,332.4 L466.2,332.5 L468.4,332.5 L470.7,332.6 L473,332.7 L475.2,332.7 L477.5,332.8 L479.7,332.8 L482,332.9 L484.3,333 L486.5,333 L488.8,333.1 L491,333.2 L493.3,333.2 L495.6,333.3 L497.8,333.3 L500.1,333.4 L502.3,333.4 L504.6,333.5 L506.9,333.6 L509.1,333.6 L511.4,333.7 L513.6,333.7 L515.9,333.8 L518.2,333.8 L520.4,333.9 L522.7,333.9 L524.9,334 L527.2,334 L529.5,334.1 L531.7,334.1 L534,334.2 L536.2,334.2 " 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="165"/><rect x="550.2" y="58" width="173.8" height="165"/></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 stroke="rgb(127,255,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="208" x2="580.2" y2="208"/></g>
</g>
<g id="legendText">
<text x="587.7" y="88" font-size="15" font-family="Verdana">&#x03B1; = 0.5, &#x03B2; = 1</text>
<text x="587.7" y="118" font-size="15" font-family="Verdana">&#x03B1; = 1, &#x03B2; = 0.5</text>
<text x="587.7" y="148" font-size="15" font-family="Verdana">&#x03B1; = 1, &#x03B2; = 1</text>
<text x="587.7" y="178" font-size="15" font-family="Verdana">&#x03B1; = 1, &#x03B2; = 5</text>
<text x="587.7" y="208" font-size="15" font-family="Verdana">&#x03B1; = 10, &#x03B2; = 1</text></g>
<g id="title">
<text x="375" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Inverse Gaussian Distribution PDF</text></g>
<g id="plotXValues"></g>
<g id="plotYValues"></g>
</svg>