1648 lines
2.2 MiB
1648 lines
2.2 MiB
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Page saved with SingleFile
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url: https://en.wikipedia.org/wiki/Alan_Turing
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saved date: Wed Feb 25 2026 00:02:17 GMT+0800 (中国标准时间)
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--><meta charset=utf-8>
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<title>Alan Turing - Wikipedia</title>
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||
</span>
|
||
</a>
|
||
</div>
|
||
<div class=vector-header-end>
|
||
|
||
<div id=p-search role=search class="vector-search-box-vue vector-search-box-collapses vector-search-box-show-thumbnail vector-search-box-auto-expand-width vector-search-box">
|
||
<a href=https://en.wikipedia.org/wiki/Special:Search class="cdx-button cdx-button--fake-button cdx-button--fake-button--enabled cdx-button--weight-quiet cdx-button--icon-only search-toggle sf-hidden" title="Search Wikipedia [⌃⌥f]" accesskey=f>
|
||
</a>
|
||
<div class=vector-typeahead-search-container>
|
||
<div class="cdx-typeahead-search cdx-typeahead-search--show-thumbnail cdx-typeahead-search--auto-expand-width">
|
||
<form action=/w/index.php id=searchform class="cdx-search-input cdx-search-input--has-end-button">
|
||
<div id=simpleSearch class=cdx-search-input__input-wrapper data-search-loc=header-moved>
|
||
<div class="cdx-text-input cdx-text-input--has-start-icon">
|
||
<input class="cdx-text-input__input mw-searchInput" autocomplete=off type=search name=search placeholder="Search Wikipedia" aria-label="Search Wikipedia" autocapitalize=none spellcheck=false title="Search Wikipedia [⌃⌥f]" accesskey=f id=searchInput value><template shadowrootmode=user-agent><div useragentpart=placeholder>Search Wikipedia</div><div useragentpart=-webkit-textfield-decoration-container><div useragentpart=-webkit-search-decoration class=sf-hidden></div><div><div contenteditable=plaintext-only></div></div><div useragentpart=-webkit-search-cancel-button aria-label=取消 role=button class=sf-hidden></div><div useragentpart=-webkit-list-button style=display:none!important></div></div></template>
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<span class="cdx-text-input__icon cdx-text-input__start-icon"></span>
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||
</div>
|
||
|
||
</div>
|
||
<button class="cdx-button cdx-search-input__end-button">Search</button>
|
||
</form>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<nav class="vector-user-links vector-user-links-wide" aria-label="Personal tools">
|
||
<div class=vector-user-links-main>
|
||
|
||
<div id=p-vector-user-menu-preferences class="vector-menu mw-portlet emptyPortlet sf-hidden">
|
||
|
||
</div>
|
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<div id=p-vector-user-menu-userpage class="vector-menu mw-portlet emptyPortlet sf-hidden">
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||
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||
</div>
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||
<nav class="vector-appearance-landmark sf-hidden" aria-label=Appearance>
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||
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||
</nav>
|
||
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||
<div id=p-vector-user-menu-notifications class="vector-menu mw-portlet emptyPortlet sf-hidden">
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||
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||
</div>
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<div id=p-vector-user-menu-overflow class="vector-menu mw-portlet">
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<div class=vector-menu-content>
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<ul class=vector-menu-content-list>
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<li id=pt-sitesupport-2 class="user-links-collapsible-item mw-list-item"><a data-mw-interface href="https://donate.wikimedia.org/?wmf_source=donate&wmf_medium=sidebar&wmf_campaign=en.wikipedia.org&uselang=en"><span>Donate</span></a>
|
||
</li>
|
||
<li id=pt-createaccount-2 class="user-links-collapsible-item mw-list-item"><a data-mw-interface href="https://en.wikipedia.org/w/index.php?title=Special:CreateAccount&returnto=Alan+Turing" title="You are encouraged to create an account and log in; however, it is not mandatory"><span>Create account</span></a>
|
||
</li>
|
||
<li id=pt-login-2 class="user-links-collapsible-item mw-list-item"><a data-mw-interface href="https://en.wikipedia.org/w/index.php?title=Special:UserLogin&returnto=Alan+Turing" title="You're encouraged to log in; however, it's not mandatory. [⌃⌥o]" accesskey=o><span>Log in</span></a>
|
||
</li>
|
||
|
||
</ul>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<div id=vector-user-links-dropdown class="vector-dropdown vector-user-menu vector-button-flush-right vector-user-menu-logged-out user-links-collapsible-item sf-hidden" title="Log in and more options">
|
||
|
||
|
||
|
||
</div>
|
||
</nav>
|
||
</div>
|
||
</header>
|
||
</div>
|
||
<div class=mw-page-container>
|
||
<div class=mw-page-container-inner>
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||
<div class=vector-sitenotice-container>
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||
<div id=siteNotice><div id=centralNotice data-nosnippet></div><div class="wp25eastereggs-sitenotice sf-hidden"></div></div>
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||
</div>
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||
<div class=vector-column-start>
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||
<div class=vector-main-menu-container>
|
||
<div id=mw-navigation>
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||
<nav id=mw-panel class="vector-main-menu-landmark sf-hidden" aria-label=Site>
|
||
|
||
</nav>
|
||
</div>
|
||
</div>
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||
<div class=vector-sticky-pinned-container>
|
||
<nav id=mw-panel-toc aria-label=Contents data-event-name=ui.sidebar-toc class="mw-table-of-contents-container vector-toc-landmark">
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||
<div id=vector-toc-pinned-container class=vector-pinned-container>
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||
<div id=vector-toc class="vector-toc vector-pinnable-element">
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||
<div class="vector-pinnable-header vector-toc-pinnable-header vector-pinnable-header-pinned" data-feature-name=toc-pinned data-pinnable-element-id=vector-toc>
|
||
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<span>References</span>
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<h1 id=firstHeading class="firstHeading mw-first-heading"><span class=mw-page-title-main>Alan Turing</span></h1>
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<div id=siteSub class=noprint>From Wikipedia, the free encyclopedia</div>
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</div><div class="mw-content-ltr mw-parser-output" lang=en dir=ltr><div class="shortdescription nomobile noexcerpt noprint searchaux" style=display:none>English computer scientist (1912–1954)</div>
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<style data-mw-deduplicate=TemplateStyles:r1320445320 class=sf-hidden>.mw-parser-output .hatnote{font-style:italic}.mw-parser-output div.hatnote{padding-left:1.6em;margin-bottom:0.5em}</style><div role=note class="hatnote navigation-not-searchable">"Turing" redirects here. For other uses, see <a href=https://en.wikipedia.org/wiki/Turing_(disambiguation) class=mw-disambig title="Turing (disambiguation)">Turing (disambiguation)</a>.</div>
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<table class="infobox biography vcard"><tbody><tr><th colspan=2 class=infobox-above><div class=fn>Alan Turing</div><div class=honorific-suffix style=font-size:80%;font-weight:normal><span class="nobold noexcerpt nowraplinks" style=font-size:><span style=font-size:100%><a href=https://en.wikipedia.org/wiki/Officer_of_the_Order_of_the_British_Empire class=mw-redirect title="Officer of the Order of the British Empire">OBE</a></span> <span style=font-size:100%><a href=https://en.wikipedia.org/wiki/Fellow_of_the_Royal_Society title="Fellow of the Royal Society">FRS</a></span></span></div><tr><td colspan=2 class=infobox-image><span class=mw-default-size typeof=mw:File/Frameless><a href=https://en.wikipedia.org/wiki/File:Alan_turing_header.jpg class=mw-file-description><img 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" decoding=async width=250 height=333 class=mw-file-element srcset data-file-width=752 data-file-height=1002 sizes></a></span><div class=infobox-caption>Turing in 1951</div><tr><th scope=row class=infobox-label>Born<td class=infobox-data><div style=display:inline class=nickname>Alan Mathison Turing</div><br><span style=display:none>()</span>23 June 1912<br><div style=display:inline class=birthplace><a href=https://en.wikipedia.org/wiki/Maida_Vale title="Maida Vale">Maida Vale</a>, London, England</div><span style=display:none data-plural=1></span><tr><th scope=row class=infobox-label>Died<td class=infobox-data>7 June 1954<span style=display:none>(1954-06-07)</span> (aged 41)<br><div style=display:inline class=deathplace><span class=nowrap><a href=https://en.wikipedia.org/wiki/Wilmslow title=Wilmslow>Wilmslow</a>, Cheshire, England</span></div><span style=display:none data-plural=1></span><tr><th scope=row class=infobox-label>Cause of death<td class=infobox-data><a href=https://en.wikipedia.org/wiki/Suicide title=Suicide>Suicide</a> by <a href=https://en.wikipedia.org/wiki/Cyanide_poisoning title="Cyanide poisoning">cyanide poisoning</a><sup id=cite_ref-6 class=reference><a href=#cite_note-6><span class=cite-bracket>[</span>note 1<span class=cite-bracket>]</span></a></sup><tr><th scope=row class=infobox-label>Alma mater<td class=infobox-data><style data-mw-deduplicate=TemplateStyles:r1126788409 class=sf-hidden>.mw-parser-output .plainlist ul{line-height:inherit;list-style:none;margin:0;padding:0}.mw-parser-output .plainlist ul li{margin-bottom:0}</style><div class=plainlist style=margin-left:1em;text-indent:-1em>
|
||
<ul><li><span class=nowrap><a href=https://en.wikipedia.org/wiki/University_of_Cambridge title="University of Cambridge">University of Cambridge</a> (<a href=https://en.wikipedia.org/wiki/Master_of_Arts_(Oxford,_Cambridge,_and_Dublin) class=mw-redirect title="Master of Arts (Oxford, Cambridge, and Dublin)">MA</a>)</span></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Princeton_University title="Princeton University">Princeton University</a> (<a href=https://en.wikipedia.org/wiki/PhD class=mw-redirect title=PhD>PhD</a>)</ul>
|
||
</div><tr><th scope=row class=infobox-label>Known for<td class=infobox-data><style data-mw-deduplicate=TemplateStyles:r1333133064 class=sf-hidden>.mw-parser-output .hlist ul{margin:0;padding:0}.mw-parser-output .hlist li{margin:0;display:inline}.mw-parser-output .hlist ul ul{display:inline}.mw-parser-output .hlist dt::after{content:": "}.mw-parser-output .hlist dd::after,.mw-parser-output .hlist li::after{content:" · ";font-weight:bold}.mw-parser-output .hlist dd:last-child::after,.mw-parser-output .hlist dt:last-child::after,.mw-parser-output .hlist li:last-child::after{content:none}.mw-parser-output .hlist dd dd:first-child::before,.mw-parser-output .hlist dd dt:first-child::before,.mw-parser-output .hlist dd li:first-child::before,.mw-parser-output .hlist dt dd:first-child::before,.mw-parser-output .hlist dt dt:first-child::before,.mw-parser-output .hlist dt li:first-child::before,.mw-parser-output .hlist li dd:first-child::before,.mw-parser-output .hlist li dt:first-child::before,.mw-parser-output .hlist li li:first-child::before{content:" (";font-weight:normal}.mw-parser-output .hlist dd dd:last-child::after,.mw-parser-output .hlist dd dt:last-child::after,.mw-parser-output .hlist dd li:last-child::after,.mw-parser-output .hlist dt dd:last-child::after,.mw-parser-output .hlist dt dt:last-child::after,.mw-parser-output .hlist dt li:last-child::after,.mw-parser-output .hlist li dd:last-child::after,.mw-parser-output .hlist li dt:last-child::after,.mw-parser-output .hlist li li:last-child::after{content:")";font-weight:normal}.mw-parser-output .hlist ol>li::before{content:" "counter(listitem)" "}.mw-parser-output .hlist dd ol>li:first-child::before,.mw-parser-output .hlist dt ol>li:first-child::before,.mw-parser-output .hlist li ol>li:first-child::before{content:" ("counter(listitem)" "}</style><div class=hlist>
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Cryptanalysis_of_the_Enigma title="Cryptanalysis of the Enigma">Cryptanalysis of the Enigma</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing%27s_proof title="Turing's proof">Turing's proof</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing_machine title="Turing machine">Turing machine</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing_test title="Turing test">Turing test</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Unorganized_machine title="Unorganized machine">unorganised machine</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing_pattern title="Turing pattern">Turing pattern</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing_reduction title="Turing reduction">Turing reduction</a></li>
|
||
<li>"<a href=https://en.wikipedia.org/wiki/The_Chemical_Basis_of_Morphogenesis title="The Chemical Basis of Morphogenesis">The Chemical Basis of Morphogenesis</a>"</li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Quantum_Zeno_effect title="Quantum Zeno effect">Turing paradox</a></ul>
|
||
</div><tr><th scope=row class=infobox-label>Awards<td class=infobox-data><a href=https://en.wikipedia.org/wiki/Smith%27s_Prize title="Smith's Prize">Smith's Prize</a> (1936)<tr><td colspan=2 class=infobox-full-data><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1316064257><b>Scientific career</b><tr><th scope=row class=infobox-label>Fields<td class="infobox-data category"><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><div class=hlist>
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Logic title=Logic>Logic</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Mathematics title=Mathematics>mathematics</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Cryptanalysis title=Cryptanalysis>cryptanalysis</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Computer_science title="Computer science">computer science</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Mathematical_and_theoretical_biology title="Mathematical and theoretical biology">mathematical and theoretical biology</a><sup id=cite_ref-googlescholar_1-0 class=reference><a href=#cite_note-googlescholar-1><span class=cite-bracket>[</span>1<span class=cite-bracket>]</span></a></sup></ul>
|
||
</div><tr><th scope=row class=infobox-label>Institutions<td class=infobox-data><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1126788409><div class=plainlist>
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/University_of_Manchester title="University of Manchester">University of Manchester</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Government_Code_and_Cypher_School title="Government Code and Cypher School">Government Code and Cypher School</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/National_Physical_Laboratory_(United_Kingdom) title="National Physical Laboratory (United Kingdom)">National Physical Laboratory</a></ul>
|
||
</div><tr><th scope=row class=infobox-label><a href=https://en.wikipedia.org/wiki/Thesis title=Thesis>Thesis</a><td class=infobox-data><i><a rel=nofollow class="external text" href=https://web.archive.org/web/20121023103503/https://webspace.princeton.edu/users/jedwards/Turing%20Centennial%202012/Mudd%20Archive%20files/12285_AC100_Turing_1938.pdf>Systems of Logic Based on Ordinals</a></i> <span style=font-size:97%>(1938)</span><tr><th scope=row class=infobox-label><a href=https://en.wikipedia.org/wiki/Doctoral_advisor title="Doctoral advisor">Doctoral advisor</a><td class=infobox-data><a href=https://en.wikipedia.org/wiki/Alonzo_Church title="Alonzo Church">Alonzo Church</a><sup id=cite_ref-mathgene_2-0 class=reference><a href=#cite_note-mathgene-2><span class=cite-bracket>[</span>2<span class=cite-bracket>]</span></a></sup><tr><th scope=row class=infobox-label>Doctoral students<td class=infobox-data><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1126788409><div class=plainlist>
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Robin_Gandy title="Robin Gandy">Robin Gandy</a><sup id=cite_ref-mathgene_2-1 class=reference><a href=#cite_note-mathgene-2><span class=cite-bracket>[</span>2<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-gandyphd_3-0 class=reference><a href=#cite_note-gandyphd-3><span class=cite-bracket>[</span>3<span class=cite-bracket>]</span></a></sup></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Beatrice_Worsley title="Beatrice Worsley">Beatrice Worsley</a><sup id=cite_ref-bowen19_4-0 class=reference><a href=#cite_note-bowen19-4><span class=cite-bracket>[</span>4<span class=cite-bracket>]</span></a></sup></ul>
|
||
</div><tr style=display:none><tr><th colspan=2 class=infobox-header>Signature<tr><td colspan=2 class=infobox-full-data><span class="infobox-signature skin-invert" typeof=mw:File><a href=https://en.wikipedia.org/wiki/File:Alan_Turing_signature.svg class=mw-file-description><img src="data:image/png;base64,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" decoding=async width=150 height=30 class=mw-file-element srcset data-file-width=585 data-file-height=118 sizes></a></span></table>
|
||
<p><b>Alan Mathison Turing</b> (<span class="rt-commentedText nowrap"><span class="IPA nopopups noexcerpt" lang=en-fonipa><a href=https://en.wikipedia.org/wiki/Help:IPA/English title=Help:IPA/English>/<span style="border-bottom:1px dotted"><span title="/ˈ/: primary stress follows">ˈ</span><span title="/tj/: 't' in 'tune'">tj</span><span title="/ʊər/: 'our' in 'tour'">ʊər</span><span title="/ɪ/: 'i' in 'kit'">ɪ</span><span title="/ŋ/: 'ng' in 'sing'">ŋ</span></span>/</a></span></span>; 23 June 1912 – 7 June 1954) was an English <a href=https://en.wikipedia.org/wiki/Mathematician title=Mathematician>mathematician</a>, <a href=https://en.wikipedia.org/wiki/Computer_scientist title="Computer scientist">computer scientist</a>, <a href=https://en.wikipedia.org/wiki/Logic title=Logic>logician</a>, <a href=https://en.wikipedia.org/wiki/Cryptanalyst class=mw-redirect title=Cryptanalyst>cryptanalyst</a>, <a href=https://en.wikipedia.org/wiki/Philosopher class=mw-redirect title=Philosopher>philosopher</a> and <a href=https://en.wikipedia.org/wiki/Theoretical_biologist class=mw-redirect title="Theoretical biologist">theoretical biologist</a>.<sup id=cite_ref-7 class=reference><a href=#cite_note-7><span class=cite-bracket>[</span>6<span class=cite-bracket>]</span></a></sup> He was highly influential in the development of <a href=https://en.wikipedia.org/wiki/Theoretical_computer_science title="Theoretical computer science">theoretical computer science</a>, providing a formalisation of the concepts of <a href=https://en.wikipedia.org/wiki/Algorithm title=Algorithm>algorithm</a> and <a href=https://en.wikipedia.org/wiki/Computation title=Computation>computation</a> with the <a href=https://en.wikipedia.org/wiki/Turing_machine title="Turing machine">Turing machine</a>, which can be considered a model of a general-purpose <a href=https://en.wikipedia.org/wiki/Computer title=Computer>computer</a>.<sup id=cite_ref-frs_8-0 class=reference><a href=#cite_note-frs-8><span class=cite-bracket>[</span>7<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-AFP_9-0 class=reference><a href=#cite_note-AFP-9><span class=cite-bracket>[</span>8<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-10 class=reference><a href=#cite_note-10><span class=cite-bracket>[</span>9<span class=cite-bracket>]</span></a></sup> Turing is widely considered to be the father of theoretical computer science.<sup id=cite_ref-11 class=reference><a href=#cite_note-11><span class=cite-bracket>[</span>10<span class=cite-bracket>]</span></a></sup>
|
||
<p>Born in London, Turing was raised in <a href=https://en.wikipedia.org/wiki/Southern_England title="Southern England">southern England</a>. He graduated from <a href=https://en.wikipedia.org/wiki/University_of_Cambridge title="University of Cambridge">King's College, Cambridge</a>, and in 1938, earned a doctorate degree from <a href=https://en.wikipedia.org/wiki/Princeton_University title="Princeton University">Princeton University</a>. During <a href=https://en.wikipedia.org/wiki/World_War_II title="World War II">World War II</a>, Turing worked for the <a href=https://en.wikipedia.org/wiki/Government_Code_and_Cypher_School title="Government Code and Cypher School">Government Code and Cypher School</a> at <a href=https://en.wikipedia.org/wiki/Bletchley_Park title="Bletchley Park">Bletchley Park</a>, Britain's <a href=https://en.wikipedia.org/wiki/Codebreaking class=mw-redirect title=Codebreaking>codebreaking</a> centre that produced <a href=https://en.wikipedia.org/wiki/Ultra_(cryptography) title="Ultra (cryptography)">Ultra</a> intelligence. He led <a href=https://en.wikipedia.org/wiki/Hut_8 title="Hut 8">Hut 8</a>, the section responsible for German naval cryptanalysis. Turing devised techniques for speeding the breaking of German <a href=https://en.wikipedia.org/wiki/Cipher title=Cipher>ciphers</a>, including improvements to the pre-war Polish <a href=https://en.wikipedia.org/wiki/Bomba_(cryptography) title="Bomba (cryptography)">bomba</a> method, an <a href=https://en.wikipedia.org/wiki/Electromechanical class=mw-redirect title=Electromechanical>electromechanical</a> machine that could find settings for the <a href=https://en.wikipedia.org/wiki/Enigma_machine title="Enigma machine">Enigma machine</a>. He played a crucial role in cracking intercepted messages that enabled the <a href=https://en.wikipedia.org/wiki/Allies_of_World_War_2 class=mw-redirect title="Allies of World War 2">Allies</a> to defeat the <a href=https://en.wikipedia.org/wiki/Axis_powers title="Axis powers">Axis powers</a> in the <a href=https://en.wikipedia.org/wiki/Battle_of_the_Atlantic title="Battle of the Atlantic">Battle of the Atlantic</a> and other engagements.<sup id=cite_ref-bbc-copeland_12-0 class=reference><a href=#cite_note-bbc-copeland-12><span class=cite-bracket>[</span>11<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-13 class=reference><a href=#cite_note-13><span class=cite-bracket>[</span>12<span class=cite-bracket>]</span></a></sup>
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<p>After the war, Turing worked at the <a href=https://en.wikipedia.org/wiki/National_Physical_Laboratory_(United_Kingdom) title="National Physical Laboratory (United Kingdom)">National Physical Laboratory</a>, where he designed the <a href=https://en.wikipedia.org/wiki/Automatic_Computing_Engine title="Automatic Computing Engine">Automatic Computing Engine</a>, one of the first designs for a stored-program computer. In 1948, Turing joined <a href=https://en.wikipedia.org/wiki/Max_Newman title="Max Newman">Max Newman</a>'s <a href=https://en.wikipedia.org/wiki/Computing_Machine_Laboratory title="Computing Machine Laboratory">Computing Machine Laboratory</a> at the <a href=https://en.wikipedia.org/wiki/University_of_Manchester title="University of Manchester">University of Manchester</a>, where he contributed to the development of early <a href=https://en.wikipedia.org/wiki/Manchester_computers title="Manchester computers">Manchester computers</a><sup id=cite_ref-14 class=reference><a href=#cite_note-14><span class=cite-bracket>[</span>13<span class=cite-bracket>]</span></a></sup> and became interested in <a href=https://en.wikipedia.org/wiki/Mathematical_biology class=mw-redirect title="Mathematical biology">mathematical biology</a>. Turing wrote on the chemical basis of <a href=https://en.wikipedia.org/wiki/Morphogenesis title=Morphogenesis>morphogenesis</a><sup id=cite_ref-Milinkovitch_15-0 class=reference><a href=#cite_note-Milinkovitch-15><span class=cite-bracket>[</span>14<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-googlescholar_1-1 class=reference><a href=#cite_note-googlescholar-1><span class=cite-bracket>[</span>1<span class=cite-bracket>]</span></a></sup> and predicted <a href=https://en.wikipedia.org/wiki/Chemical_oscillator title="Chemical oscillator">oscillating chemical reactions</a> such as the <a href=https://en.wikipedia.org/wiki/Belousov%E2%80%93Zhabotinsky_reaction title="Belousov–Zhabotinsky reaction">Belousov–Zhabotinsky reaction</a>, first observed in the 1960s. Despite these accomplishments, he was never fully recognised during his lifetime because much of his work was covered by the <a href=https://en.wikipedia.org/wiki/Official_Secrets_Act_1939 title="Official Secrets Act 1939">Official Secrets Act</a>.<sup id=cite_ref-16 class=reference><a href=#cite_note-16><span class=cite-bracket>[</span>15<span class=cite-bracket>]</span></a></sup>
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<p>In 1952, Turing was prosecuted for <a href=https://en.wikipedia.org/wiki/Gross_indecency title="Gross indecency">homosexual acts</a>. He accepted hormone treatment, a procedure commonly referred to as <a href=https://en.wikipedia.org/wiki/Chemical_castration title="Chemical castration">chemical castration</a>, as an alternative to prison. Turing died on 7 June 1954, aged 41, from <a href=https://en.wikipedia.org/wiki/Cyanide_poisoning title="Cyanide poisoning">cyanide poisoning</a>. An inquest determined <a href=https://en.wikipedia.org/wiki/List_of_LGBT-related_suicides class=mw-redirect title="List of LGBT-related suicides">his death as suicide</a>, but the evidence is also consistent with accidental poisoning.<sup id=cite_ref-Copeland_5-1 class=reference><a href=#cite_note-Copeland-5><span class=cite-bracket>[</span>5<span class=cite-bracket>]</span></a></sup> Following a campaign in 2009, British prime minister <a href=https://en.wikipedia.org/wiki/Gordon_Brown title="Gordon Brown">Gordon Brown</a> made an <a href=#Government_apology_and_pardon>official public apology</a> for "the appalling way [Turing] was treated". <a href=https://en.wikipedia.org/wiki/Queen_Elizabeth_II class=mw-redirect title="Queen Elizabeth II">Queen Elizabeth II</a> granted a <a href=https://en.wikipedia.org/wiki/Royal_prerogative_of_mercy title="Royal prerogative of mercy">pardon</a> in 2013. The term "<a href=https://en.wikipedia.org/wiki/Alan_Turing_law title="Alan Turing law">Alan Turing law</a>" is used informally to refer to a 2017 law in the UK that retroactively pardoned men cautioned or convicted under historical legislation that outlawed homosexual acts.<sup id=cite_ref-BBC-pardon_17-0 class=reference><a href=#cite_note-BBC-pardon-17><span class=cite-bracket>[</span>16<span class=cite-bracket>]</span></a></sup>
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<p>Turing left <a href=https://en.wikipedia.org/wiki/Legacy_of_Alan_Turing title="Legacy of Alan Turing">an extensive legacy</a> in mathematics and computing which has become widely recognised with statues and <a href=https://en.wikipedia.org/wiki/List_of_things_named_after_Alan_Turing title="List of things named after Alan Turing">many things named after him</a>, including <a href=https://en.wikipedia.org/wiki/Turing_Award title="Turing Award">an annual award</a> for computing innovation. His portrait appears on the <a href=https://en.wikipedia.org/wiki/Bank_of_England_%C2%A350_note title="Bank of England £50 note">Bank of England £50 note</a>, first released on 23 June 2021 to coincide with his birthday. The audience vote in a <a href=https://en.wikipedia.org/wiki/Icons:_The_Greatest_Person_of_the_20th_Century title="Icons: The Greatest Person of the 20th Century">2019 BBC series</a> named Turing the greatest scientist of the 20th century.
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<p>The cognitive scientist <a href=https://en.wikipedia.org/wiki/Douglas_Hofstadter title="Douglas Hofstadter">Douglas Hofstadter</a> writes: "Atheist, homosexual, eccentric, marathon-running mathematician, A. M. Turing was in large part responsible not only for the concept of computers, incisive theorems about their powers, and a clear vision of the possibility of computer minds, but also for the cracking of German ciphers during the Second World War. It is fair to say we owe much to Alan Turing for the fact that we are not under Nazi rule today."<sup id=cite_ref-FOOTNOTEHodges1983xiii_18-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983xiii-18><span class=cite-bracket>[</span>17<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class=toclimit-3></div>
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<div class="mw-heading mw-heading2"><h2 id=Early_life_and_education>Early life and education</h2></div>
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<div class="mw-heading mw-heading3"><h3 id=Family>Family</h3></div>
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<figure class="mw-default-size mw-halign-right" typeof=mw:File/Thumb><a href=https://en.wikipedia.org/wiki/File:Alan_Turing_(5025990183).jpg class=mw-file-description><img 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 decoding=async width=190 height=190 class=mw-file-element srcset data-file-width=1601 data-file-height=1601 sizes></a><figcaption><a href=https://en.wikipedia.org/wiki/English_Heritage title="English Heritage">English Heritage</a> <a href=https://en.wikipedia.org/wiki/Blue_plaque title="Blue plaque">blue plaque</a> in <a href=https://en.wikipedia.org/wiki/Maida_Vale title="Maida Vale">Maida Vale</a>, London marking Turing's birthplace in 1912</figcaption></figure>
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<p>Turing was born in <a href=https://en.wikipedia.org/wiki/Maida_Vale title="Maida Vale">Maida Vale</a>, London, while his father, Julius Mathison Turing, was on leave from his position with the <a href=https://en.wikipedia.org/wiki/Indian_Civil_Service title="Indian Civil Service">Indian Civil Service</a> (ICS) of the <a href=https://en.wikipedia.org/wiki/British_Raj title="British Raj">British Raj government</a> at <a href=https://en.wikipedia.org/wiki/Chatrapur class=mw-redirect title=Chatrapur>Chatrapur</a>, then in the <a href=https://en.wikipedia.org/wiki/Madras_Presidency title="Madras Presidency">Madras Presidency</a> and presently in <a href=https://en.wikipedia.org/wiki/Odisha title=Odisha>Odisha</a> state, in <a href=https://en.wikipedia.org/wiki/India title=India>India</a>.<sup id=cite_ref-FOOTNOTEHodges19835_19-0 class=reference><a href=#cite_note-FOOTNOTEHodges19835-19><span class=cite-bracket>[</span>18<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-20 class=reference><a href=#cite_note-20><span class=cite-bracket>[</span>19<span class=cite-bracket>]</span></a></sup> Turing's father was the son of a clergyman, the Rev. John Robert Turing, from a Scottish family of merchants that had been based in the Netherlands and included a <a href=https://en.wikipedia.org/wiki/Baronet title=Baronet>baronet</a>. Turing's mother, Julius's wife, was Ethel Sara Turing (<span title="Name at birth"><a href=https://en.wikipedia.org/wiki/Birth_name#Maiden_and_married_names title="Birth name">née</a> Stoney</span>), daughter of Edward Waller Stoney, chief engineer of the <a href=https://en.wikipedia.org/wiki/Madras_and_Southern_Mahratta_Railway title="Madras and Southern Mahratta Railway">Madras Railways</a>. The Stoneys were a <a href=https://en.wikipedia.org/wiki/Protestantism_in_Ireland title="Protestantism in Ireland">Protestant</a> <a href=https://en.wikipedia.org/wiki/Anglo-Irish_people title="Anglo-Irish people">Anglo-Irish</a> <a href=https://en.wikipedia.org/wiki/Gentry title=Gentry>gentry</a> family from both <a href=https://en.wikipedia.org/wiki/County_Tipperary title="County Tipperary">County Tipperary</a> and <a href=https://en.wikipedia.org/wiki/County_Longford title="County Longford">County Longford</a>, while Ethel herself had spent much of her childhood in <a href=https://en.wikipedia.org/wiki/County_Clare title="County Clare">County Clare</a>.<sup id=cite_ref-21 class=reference><a href=#cite_note-21><span class=cite-bracket>[</span>20<span class=cite-bracket>]</span></a></sup> Julius and Ethel married on 1 October 1907 at the Church of Ireland <a href=https://en.wikipedia.org/wiki/St_Bartholomew%27s_Church,_Dublin title="St Bartholomew's Church, Dublin">St. Bartholomew's Church</a> on <a href=https://en.wikipedia.org/wiki/Clyde_Road title="Clyde Road">Clyde Road</a> in <a href=https://en.wikipedia.org/wiki/Ballsbridge title=Ballsbridge>Ballsbridge</a>, <a href=https://en.wikipedia.org/wiki/Dublin title=Dublin>Dublin</a>.<sup id=cite_ref-22 class=reference><a href=#cite_note-22><span class=cite-bracket>[</span>21<span class=cite-bracket>]</span></a></sup>
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<p>Julius's work with the ICS brought the family to British India, where his grandfather had been a general in the <a href=https://en.wikipedia.org/wiki/Bengal_Army title="Bengal Army">Bengal Army</a>. However, both Julius and Ethel wanted their children to be brought up in Britain, so they moved to <a href=https://en.wikipedia.org/wiki/Maida_Vale title="Maida Vale">Maida Vale</a>,<sup id=cite_ref-englishheritaget_23-0 class=reference><a href=#cite_note-englishheritaget-23><span class=cite-bracket>[</span>22<span class=cite-bracket>]</span></a></sup> London, where Alan Turing was born on 23 June 1912, as recorded by a <a href=https://en.wikipedia.org/wiki/Blue_plaque title="Blue plaque">blue plaque</a> on the outside of the house of his birth,<sup id=cite_ref-24 class=reference><a href=#cite_note-24><span class=cite-bracket>[</span>23<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-25 class=reference><a href=#cite_note-25><span class=cite-bracket>[</span>24<span class=cite-bracket>]</span></a></sup> later the <a href=https://en.wikipedia.org/wiki/Colonnade_Hotel_(London) class=mw-redirect title="Colonnade Hotel (London)">Colonnade Hotel</a>.<sup id=cite_ref-FOOTNOTEHodges19835_19-1 class=reference><a href=#cite_note-FOOTNOTEHodges19835-19><span class=cite-bracket>[</span>18<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-turingorguk_26-0 class=reference><a href=#cite_note-turingorguk-26><span class=cite-bracket>[</span>25<span class=cite-bracket>]</span></a></sup> Turing had an elder brother, John Ferrier Turing, father of <a href=https://en.wikipedia.org/wiki/Dermot_Turing title="Dermot Turing">Dermot Turing</a>, 12th Baronet of the <a href=https://en.wikipedia.org/wiki/Turing_baronets title="Turing baronets">Turing baronets</a>.<sup id=cite_ref-27 class=reference><a href=#cite_note-27><span class=cite-bracket>[</span>26<span class=cite-bracket>]</span></a></sup> In 1922, he discovered <i>Natural Wonders Every Child Should Know</i> by <a href=https://en.wikipedia.org/wiki/Edwin_Tenney_Brewster title="Edwin Tenney Brewster">Edwin Tenney Brewster</a>. He credited it with opening his eyes to science.<sup id=cite_ref-FOOTNOTEHodges198316_28-0 class=reference><a href=#cite_note-FOOTNOTEHodges198316-28><span class=cite-bracket>[</span>27<span class=cite-bracket>]</span></a></sup>
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<p>Turing's father's civil service commission was still active during Turing's childhood years, and his parents travelled between <a href=https://en.wikipedia.org/wiki/Hastings title=Hastings>Hastings</a> in the United Kingdom<sup id=cite_ref-FOOTNOTEHodges19836_29-0 class=reference><a href=#cite_note-FOOTNOTEHodges19836-29><span class=cite-bracket>[</span>28<span class=cite-bracket>]</span></a></sup> and India, leaving their two sons to stay with a retired <a href=https://en.wikipedia.org/wiki/British_Army title="British Army">Army</a> couple. At Hastings, Turing stayed at <a href=https://en.wikipedia.org/wiki/Baston_Lodge title="Baston Lodge">Baston Lodge</a>, Upper Maze Hill, <a href=https://en.wikipedia.org/wiki/St_Leonards-on-Sea title="St Leonards-on-Sea">St Leonards-on-Sea</a>, now marked with a blue plaque.<sup id="cite_ref-Hastings_&_St._Leonards_Observer_-_29_June_2012_-_Plaque_unveiled_at_Turing's_home_in_St_Leonards_30-0" class=reference><a href="#cite_note-Hastings_&_St._Leonards_Observer_-_29_June_2012_-_Plaque_unveiled_at_Turing's_home_in_St_Leonards-30"><span class=cite-bracket>[</span>29<span class=cite-bracket>]</span></a></sup> The plaque was unveiled on 23 June 2012, the centenary of Turing's birth.<sup id="cite_ref-BBC_News_-_25_June_2012_-_St_Leonards_plaque_marks_Alan_Turing's_early_years_31-0" class=reference><a href="#cite_note-BBC_News_-_25_June_2012_-_St_Leonards_plaque_marks_Alan_Turing's_early_years-31"><span class=cite-bracket>[</span>30<span class=cite-bracket>]</span></a></sup>
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<p>Very early in life, Turing's parents purchased a house in <a href=https://en.wikipedia.org/wiki/Guildford title=Guildford>Guildford</a> in 1927, and Turing lived there during school holidays. The location is also marked with a blue plaque.<sup id=cite_ref-32 class=reference><a href=#cite_note-32><span class=cite-bracket>[</span>31<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading3"><h3 id=School>School</h3></div>
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<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://en.wikipedia.org/wiki/File:Alan_Turing_Aged_16.jpg class=mw-file-description><img 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XikqbHL9jdYk6Ci0xLC6G3K6VpDI6xKdo4snACU0FB3H0JyRXdsJkIYf/LisiB4ZIYlh378ZCVVbz2B6msn4SyIJHJVTxxmQY0I4NDsTgpRuekeiO5988kTsiqx7A2fpgQrKpdAK3dj7YUIXfztuU/Kw/p++ZbS+G/LBuLJ3c55tOJQFohD6k98g1IFBYX22jMxyfqbXlIAPAAxoqzMK5r3yUcYYMWNEntWTFj5bYf6bo5mK3lqNKABJJ9MG8e4hWck9ifpnh3cRkMF9F9PrkVuUbEJNG7PtkPBcttZ75qgOcJJpwWv+kngXR/jCpvR1ESizjJaRCCCocDmvX75hItx3u53f2GGMbDayMPDxvSRiQlgrkAEG8Mlf0xir54s198kwlZgWDmNb5IFYFlBjZ1IJJ4BGCAijTdKDIb7Dg5ktHI1qFTbyRWTjYmQFUABFihjUcho7iLuxmB3DlSUB/q98msYkRXJKlbFD2vJQRhgVJbk+orjGdKArAXwGrnGW80o2Hcq8Ba4Aweu1Om0CST6uo4oxzzxnFPjbr03xNL4TaldB05CSASbb65z+YaEB06fK+s2cby3lv7DDR6ooacBjVBRwF+v1wgm8U/+tlBiU0u3vgtV1bTQxbdPp3mmXncwA4xFvikysN3T2Kr8rGQ2TjWn+JteVJh06pzyqq3a/W8Pqvi7qscT+HoGiVDtDqKH8ZhfjbVx+EiyvpxRsvF6/fGdD8VavUszTSwsf9W7ZebJ0zr+nkQqmtWGT+qFn+b7H1yWvSJwHid4HI3WByR/tlUJdUWYyy+KoB2CqIGU/UDAxVdLL+XmfuVWiPuM1/4gmlaSOPqsVbV/T1ScGvrlH074l6j8OatZ9FNJEA1q6tw3OfS/wL8faf4w0CAMg1USAuxNX75uxelHZq9Qcgw3Ie6kmls4LUg1tY1xiMzlvDDRmlPIHGIT2GeQKzOPlPsMGZCykqVDLzZWheRYEENYJY+YVxhJWYxgMRtHPbjFI3he5EYShj37AYy1PAUHY+2LLC0ZB3blAqjmNpjZiw3j2PYYNfO5F1fqTnlBO7dQsehvMWd0SISvNmx3xtlKyWoB48xzLk7UFBVPC2eRgpIN6llA8vscgsEZYNK1V7+uM1uSwUI9DzWZinpT684Xb4aMfD2kHij3wEesIDFrW+AMwjK7BtrV6nDCM7iFUm+/scmwI8JjtQXtZSfT6YVoUaRniI9NqDuf3zzFRZjVlIHms2cGSvmEhYtXAxkQqVRKqxy3oMJCUMZUN5d1fL64ybohQa7ADnCRVHZ3gg8CzRH7YdzsjKAbnHqPUYKaQjaVU7hwee+CYWthSFPaxXOBKKDTP+p3ojMxo1+VRZPfGY1Clo+ff6YYQs0Xv7UMmWI/TkNr35GHQKl+Syexwhh3nzMQQOAPTGRD+WHnXfzYGe1XUdL0zQy6rXlNOqiyN3fOG/Fv4gnV6pnUl4Q3l09VY9zmkyN+eX811yfbADQQcAD2yh1HxH07RNJp+l6UqpPz7uW/nK2TqWp1DjUiO17KCx/4ywi1msliK74oytEqRZP2w+llm8Z5VtZUN+ZDVY/slnZpYNWygHgBKo/xl302bqKQxvLqjIboWByP4y7PUOoKNkulWdXPKFQe3qMMx0HUIWTqHRGULySY6r+MqtX0b4W15KI40koHo3b9jmv6z4O1mni8fokqa+NbO0jzfscR0vxXqOlNHp+sRS6OMuFJkBZby5k6tp9QxkSRDx6NYP2bEeoMZ4VkMRVvS+Gr3+ua/NqvAkk8dknR0IKMOwOazrNCdHNuBaTSkWRfYfQZY/C3XZeidS0uo0skkUHijeoPYXn2N0mWPqXT4dTpmDRSIrGz6+uNyWkRUhW283zwMUh1EJB2kMbF3iup1CLPuTc8haiFWxiEjSSSO22l9MVlJELhyXQm6IqjmdPEu0l7/fJeIpjkCsfbtglhjLhFpVA4oVhSPDCoh857+1ZCSwm5msA+gxcj8yx3HaBz9xkvDXw0bjYWoZmWNfKAAG9xyP3zHh7iSyoWHoGzyI0r2eGUXZ7ZII7FmdeQeLGTjG4MrtGNvcAXmCy+HsKhq4YA85kRiOMopKqeaPpkFjlKilDfUYfUuyoNqlgeQ57HFfDAPLozfbkYdWcAmMECuGVgP7HJ6ceGheR2bmwF9cmmoWZt0iBFbhR6jI/m3kbZCCAnG6ro5GMukrK3F/NfrjLMXRihO4d+L4wkEm9EVJK57EEXhnKupDFlPqAMLEreGCQSB2N+mHXb4YUhb9G9sml7aMvY8fXMMGdbkFNu45yGxkdmQqGY+pPAzy1EWLhfC9K4OL7l3Eeb3FN2GNo+7YoBoDk4eBztYKz2D2rGCpbb4b3z5tw5xkeVhsIIHcHDFFd/JRvucj1HXw6CBtTrBsjRSSbrPn/41+NtX1nVaqd2A0UVjTxqOfuc5PLqpNZIZ0mVnI8zN5T9hiE+u1E5EcjvJH2smgMzHAhXeSh2Gr9RlrpNYkICgqvF0Vr98xFrpppC+mMKUa3P2y1i1etADnqSLxRVIr/vjmkm1QUBte7NXlrT9x+2X+g6jrUPhMkcoHmVihG39s2HT67UxJE+r0KSg8kq1EfWjhNZrofHBhjlhUiieSD/AAcA2lh1MR8YRTIOSdov+/OLNCNJEf8ApxOn3c0TYxXWT3pJF6ppo54mpSwUMK9c0bqXQ49JM2p+GtSsSt5TExtG+49DicPxL+TX8v1KNoiOCS1gf9pwXUdZG6o0RHhEW7EckZrsmsYCW1QxjlUq6xCCaSTUoEUzB2+VRzn2B8JzjpHw306LXQyKzRgjw0JIX9s2ptQZo12lmjccEe31vI6cqCyQIoofNXOA1KMJhRI+g4xDUwFH2rySLq8QlgkHEoBU9j7ZgS+G4DizVAjtWSTa6jddE84N49r7rpboYWJlUm+W7Xk5R5NgJO44Ao0chKKrDsb9M8YvlASwBe08ZFSQlrzV0SOwwaSoK335u5HpjTxrKiASk3754RlRUZaRPUE0R9shApdzyFT0Hc40HJfhQPqBzkGILtuG+xzzgiwQ0kTV/wB2Hm8IpEhZRCTYYcftla4CPJ596q1Xd/bCxoZANyA0LBrDfqQqNwVgOwUZ4SNJ2ATb2vPIqqwru39V9zmVuaarVpP6ueKxuFmtkU+HtPzA4R2LOLp/MecPEytLI7JYahtJ4zHiFGcyNSE1Sn/jGFUxoPI4B7HaxvDoUdlkO08diP8A95yDszMTtIQmr9s8iAFqO/2JwcoDLRvj0wcS+Yl14UfzjoVfBUrRvvxjWnPiHaGAAPPGSSMmVyQGJPcHnG4VDEkmMbTQrHVGxWbgLXJrtnEvxf8Ai9Jnj0GgfxYohcpDcX7Z89a/qX56Yb52FdlU0Kyu1/UA8yJxGnpGo9vXCRPGzgzbnU8Ajtjn5mSdBp9keij3EkobYiu+ASZLpZJHKgAM57jLDTlVAfYpPttPP7YynU2eIIIJYAT82zjG4esy6GI27KSwAtTzmx6D4ukhdTq9K8ShP80AlTz9M3vpvxVpNZpkMbQ6pZhVeIQyn2o4ydLFKGk07CErflcA85W6/QarT6VtQy+KAaCL2I98QTUJFpy0jSKzci0sL+2Qm6tBqtOIJSqC/wDMT0+4zW9ZoEaaR9FMJkUcSR8WfcjNI6pDLG8qTRmdG7saNn3+mVLh4dkkMjBa2lGO7jE2czRgJEXdmqwfTLDRabU/D8+n1Uu6A3uTxKA/g98+lvw/+Mx1fRR/mHAm2gFlPBGdIV12r4IURkXXvkRHRLBAoPqD3wUoZ1ZpBtAPBvK7VEiYFrJI4rASENG6bL573iCiNmZSNgH9V+vthI6K/pHew5yQfxAtDduPm+meWvMFqwck7SL8p8MyGyCLr7ZFFpnJG9ye+FePxEcUVJ53sefsMXdXChDxa83i3gyUVsMtcDuMzpn1A8YTpGYf/tkE3jSMNtMLXb2v/nIjUDbQh2H+kg4VPJFbEAk3d2ftmA6i/EICjub7DILOjC9wdT8pDemEKxu9FkHO4HuB9xkZFSgI5FDE8gDAzCT5F+S+BfOG3kRLHIu0j2yEa0SFUq3oT64ZVdwEkcED1IHGZj05jJIcFPoPXPM/6trXHsckZ3jZW+ZR9ca0rbmdtxWuwu8LIVPO0bieWJrDISWBMpCj03E4SNAr1/T7nCNEqHzDeW7ENxmKVYe4JvsBnty7d1WoNV65lAEdg9kH35GEJPGxgBVkV2w8KiQeZgpuwfTDafwzJuBANmq5Bx3TAPw1AlvlrOVfi1+K0PRI5OidEkvWutSSLRCe4z5r+I+vvLH+VeYrv8zDvuP3zVnfw4k8Lep7DjPRzSFwZXejxYW/745LqBAYgGLEEd+O2ATXuru4WnYndz/xjqyStFHSKVrmvNY+3pllpOpSSOI4oZNoFD0/3zaNCT4A/MJtJH/3Ow/cZsGg1oaVXhj0ssN1t72f3za45tNqIQX0BiJXaGSit37DAz/CvTZ0MmjlihnBumG3n3FYh+R610h5LmGohqwAQcx/9TSSbBqo2iJ7gGxk5Op6eUfrHwGN0zeYEemUWtjgos42KTxInrgtNPooVEazgE8lidpwOs03TtVvZdWkliiN3bNN6hpNPBqUWFkcqKG0d83b4I+Hun6mV5tXpVmjVd1udvbGOsdJfq3VlOq00Z0znbGy2QB6dxmy9D+Gn+HVDwyERk82OFzp3w91gauEJKLPyq54BGXXlR2XeSFNFR75kgOwWcK6V2vK6aoq2ED0Fm6GBKKyMWkPbisQ8IJIzsQ1elYaKGMOSwYVyB6ZMRhTYWhXGCVlVShbw23d6wjI8YXYSY64H1xYIwfcAaPfDyEbAzUVH9JwDzEDdtsdq9siqiRgU8rBhYyMjKrMoLAtxyvGTUFYQAt8UDk4dwcUu87aqrwkcPmYlr+ldsk8Ara9OK5475iLSxogUwBQOAPpkmjUW5CrFfND/fFjp2kdgrBUu4x7jMFCZKYKT67TeTQlo2OwhRz9ckk28bYzuAHrycxB4nmL0Qval5GEMvH9VDvQo54Pvfa4KqRwSOcAsZClWJY/YY9CvhxhVXk9zeF3b1kobgp4JPGShk3mmRY277h2ONfOQ1EhfQHvkt/iCrKbeaPrni24FgCrD+r0wG8BSzIAxI7nvjEcm6/EBVfSsLQQhWJ4+W/b645E8ZZinm2r2Aw8DiSiq9l8wVOTinxL1J+kfDnUtaGWHwoCVkYVtNZ8KanrT6ufVTamfxZndpN12SbyomlExvcGkIsKfmJwcruhG5DG6c0cInnTbuLhlHANlTjcejGoaEr5Noo0CCfqcmdIsSqsk4IZuwF1++WHTVP6YjjF82WBy60nT5tc7hdQqWP6V219ictdP0Xqnhj8vrpTCrABWKnNj0PRdUYWi1kunnO6zH4WysuYE0ujMWnnSXTRKKJgk3D6YQLrVEknT9UmrjuljkTzAYCfUalXDTwSRL2LIbvANOkqsAkcgqvLww+4ylnV3/SgfYBx565/fKPUDwNQfzccgUf6CTeVGs16TahkjiEgA4BsHKxHikR3QtDtayKLD7UOcsOgaF+qdVjg1LyoW4/yzQHpWdfYwdC6WdLFOPF/7jZH75bfDWgMuldNQzeE7WpPfn2x1tI+lGq000paOThbPY/+cB0xpoIvCklNwtuU3Vj2zpvSXXW6KOfaLYc8YzKpVAyEGj2rk5XupkJD7H9CCa24qpbY4Cit4AFcDFhErs6sxCj1UdzkxQU0CzEe/bMAgliz2FHF5FY0kZiydwDz2rCX4gKihQ4s1kU3EkkKR6i6OepC1lKI9ziuqo2iqb733yAhIUlbBI5I74QwpIyrEHZq8zN6HPRgn9OixBrt3wyQyRktGAgv5qxlTKkhXaH3LyRxkjE6xl2NgH5bqsg/zeUenqcGrbYmUEkE87vbM+EpIOz04N+mBjJZmO5WAPAI7Zl6YlEUX3+X0xddQ0NqgP7LWHQDdT7jfzVnnBh8VgCFNbQxsHPBkl5dWD1xRoZ5UNBiNxP9sNFqArcR7673hkZFJC1fuMZMcbKNjncBzxhFQA+VWYAct25yH+ahJCKgPIA7ZgHZ5ENqfTMBlIdh/qoAjChVKkBiWu7OHjQM90bPu3p74aNY9OxIdlaj9sb0kY2hlmZwTRB9c038adfF078PeqnUEsrrsUfU++fDhZwAYkVnlU2tWQL/ALYONxp1TdTAHgE9/wCOcYh1UiEy+Uir5WgB7YES+G/6ieHu86t9Ppjp1Uskbq8rrD5SlHn6/wA5nSuziTxAUDGtvqR75d6PVnTRiKCFtQGq918Zaw6oa95FmhGlkIAXwiQP3vLfQQTePs02uFkeZC3ynNs6dB1qNlvU6Z+KG9gSRljPoes6dWlOiinLEcA98BptS8TLHPDqunTjlmVQ6ZZp1aS/1VXqMVUCi7XT65T9Q0Om1L+Jpi8TsDuLcEfQ5z7WT6nQapxGzSor0bPfGtL8TxRgprtNPA54BXzBvreQlnOsuTQMdQHNECgRlfp+iazUzRpp4KYMbLRbT39/XO0fh/8ABB0MT63rE7bgLVN3BwnV+hjqmukETqyAFk5Bo98tOgodNppINSDIoG5WIog4t1Z2kgk1EThnFAoBZH1OIwSpJpUlXmvnBPrm8fBE+5ZIfEYxG2Sz2Ptm3TQhaViAVHNnEzFvkobFT1od8FJAoj2L5gpsCux9MAyOdzFaHr98HCn6pH84DUlkYKKjJelb6Y00TC6BJrvWKli5NMBXHIzH5fYblJpu1CicMNPDs3ANv9QTuBxSSBldXraA1evOTVN7+V3IHdVWq/fI7wszKoDL7uaIxqLZMG3sLU/v/bH4tKgAfcyCqr3w6pujcRqp8tEn0xdljfd5FK2O3GBnEJkO2MgVXBxSRvDnA8joR9sGGkR2C832JN8ZKEbZCDtsfwMaijDFpBQI4/8AkcXmjjkk/URhXNds8gaRW2Cyo4IzHhlo9srE0bGQVdl7jS/6vbJLIJENWgJAyQUQOV3AvXPthNNGjtIqcrXzHj9qx+JCNPS8EeoPOehYqWN3u7WcgwkLtQChu7DBuzqGUWSONwwiMAFqhz2OMiJWsyMNx5G1S2FHAH6ZZR8pPfGdKxZ2ogLXY47pmG7dIOfbOZfj86j4K1DysNm8KFJ+Y++fH2v6Zq9Fp01BhkSF7pwaJ5yqZUdjsLni2J9Dk5OIhvUlapSR3yU0sssSKBzGOfoMc0WnkFtBLYcU24Y/FJAgLKKKrspVNn6841on1F/pGVkP9NCyfocvoen6wrF5FgY8lmN8Zc9O6FqXfyFHBPmJWry+g6NqkivSsgYHlVBLLlp0/VdY0JXbqmJPexY/jNhgk1+rER1DQFjyf0zRGYk6Xq52l8HSoW7nwvL+4xVuh6pYyZ1EgHNsKJyj13wgdWryLo5AjLztS9p98pJPg2eFzEpRl4KytYAHqOcuNB+HJ1G2TYjuxFFFIzqnwz+GhWSIyRBGRbt+d2XHxB06WPYkRVEC7aC8HNIXRNp5pV2lSOV4o4ysbzPE0L7xJH5rHr7YMQXK6aio1YBLuhiEkMfS/Fim2ndyCebGM9D6zHpeqRRqAYS4UkHt9c6kkQBa13RsLBJ9MAUCyUikBvUemZKlSwFuw9xikr3uJXabCtR7nFydj2Kvtzk2V1o7OO5oXmCGClkUg3u8xzzRIAQNhdhYAxeNmsnmMe13f/jMLIN+1VLVyReZlTgMu1fNZBY3kAyO9GwSeReTeIdzwvvWMQrJIwbair2LBcso2LFg+2gvrxmHby0wpvWjRxedkQDwwNw9LxdSa52sfU3eVxnLRlpKPoaXtkUmUgKtLZotQsZmKRonYzMNhHlUG931wXjszeWyb4N4dPHYguSyn074dNqSbRGELdrB75hgh3ln5I4I7X7ZABiKmXdY4N8Yxp4lWNklI5N0Mk4Vn2s/BQbeMMkK+S28w7t7jJEl24JVF7Gqusz4puypaNBXBGCIu2R93rtXMxSuQGrsbo4eKJ5nLMUVbsZOdpICNpNkVar6YWMyttKyFgD3sWMMqvFJusgE8ndjSecuFd9x/wDjd5xv/EPq9/Tel9NMe4TSbmHqfTjNMk+Av+ufDEGkgRE1MY3B2F/tnH+r/BXXOhaoxajTM6uS26NfKRkdH8FdW6rMqLp5jG9bbPbLtvwr6np4nLRM6GloWKN+/rjWg/Dnq+qfwgj+G57Ip8tZ0LoP4E6gyE61JPMoLHsCM3np34JRwRxrIu5lPCgemX8H4SaedSpiAKHi/XHW/DRoiyBBGoocCzjsH4aqlyFmAIqwK5xuL8L1aEi25PJ4F5e9O/C7TGJVIQp623bLmH8OdICE2bQv9SHJN+HWmkkKeFuU9gT2ySfh7BGG2Q+G3Yf/AKMj/wDw60coVpIlIU0eMsNN8DaJFKR6RY//AJD1y503QYNCgKqppQBQ7/TNd+IehIYfFWIsV5Kg0BnKeuSRf+oVkqeMEj3zXNCgiFxoQxO9S18D1yHU508XcNrLItoCvAYZq3W9b40UA3qzE0zVVZRR6nUQaiRwxCqNykDg53z4b6kOp9J0cpYmQxd64NZYtD5zuJS+cXkCs7WA4HuaxZ4nuggCd/3yCRoGO5t9nknsMMxdBthbjvybBxYxVNv30poP73h54DsUhbO3hh98UZFR2j8ShYogZCNUtibYE0D2IwxCABZSCAf5+uCjjCyOb3C/LQ7ZN9z7aIAU85YQIfBLAlSTxWZiPiL4kqeW9vmPc5glQrN4RXmiD7YlKQr0AWNcg8YAAVfhlb9MSkI3Mq0SnYfXIIsTyERqymPy23F/XCJAoPBsdrJ7ZlNNsJO4AL740ivZ2oNp5Abi/wB880pkW5H5PCjvWCZ6JjXeaHJrCGIyIkcbNybJ7Vk4gyAK5uzwczuSLzcluBXfHFjdgGJSj2DcXnpPFUlVfc1cKF+X7YKNGiG4hmB5ZSOcKkRkBZQAbsKCAfthpCS20Haa5Fdv3yR3qm8KDx35ORjIYkEs7exHK4WPwjSBQzeu7jDxDbIsTbRRvk5YwukYbush/wBJzgH4wa5+rfHPTunhgItLCD25snOkfC/TPC0MRaIOCnLAZa6v4c02t2ifT7kK/KRwMselfB2mjAA00aqKo1xl5/8ASGhm/TEa7DzQFAn7Y9o/hLT6dwy6aMF+G44y00nS4lZxtUAcV6Y/D0aIjeaYj2OETp8aimBAvihjEXSVIVgLB78YyOkx03vQqxhl0CqvIEgHY164bTaBabegA75YR6RYUO0qoPcgZgpGBwS31IyDIqCwCB6kDnCoLoskZHFE9/vk1iXcdpH1ODmKhaA+mah1mEiKd3bcvsfbPn343Go0+pabSC1LGwObGK9OjSbpoDPsPezxmvrqI9XpZVjkLzaSRqGap1BVd3Mj8vyoI4J+vtlDrtYzRp4Ts+0Uw3cfYZ3L8INZ+e+G9jLZgmO0X2Gb3I6SbvDTaw73iEkaTKQyAMPVTzmTSR9yfofTEpIqe3G9L4X1v7YNp2RgAOAbCkZGWQMwkKjefm57jMmSgqqW7WReZMYZApJUWGY1zmJliLAA7FPv64FkUvd2fvhlLNt2eUmsOUViTe5yMlHMsI2csR74QolWhUFuWDHgH7Zg3IN27cAeee+IzFCWY0CDQN4rIx3kB2AHbnKwSJIzs24NfAzMbhyQCA4HJbkH741EJNxaRFXcOb5H7YaN3DMPnP0WrzAB3DxDuANjnsfbMv5jzbORR7ZgoKZor2r69gxxmMWnixDuOQDkfEYmMhFWv9RxmEEzAhO5FEc1jw5Zl2sw/pORXTs1khgw5sH/AHzwX9cEOvHejznjCu9ifKTyrKBwcmlqC8zGQk1bcZKHchDAEqLrm6+uYDBPMSGYnv75KRoSzAKWHddp5J+2MaeIqCzWDxXHOMhZDKA4BUCwynOG9U0bdW/E/XjUHxUiVQG9vpnZuiNHpdIscfHlHc365sOhiDs1old7N3WXumijVBQ3Gq2qO2WWj0u1HJVSTzXqMfTTMxSip9R9sMkYVVPhgWaIyYjAUkgj7EZKKF5nA/pAsXjEEHkcIzcGvtjiEvaqVtOPMM8EEZeMrtPcUeDjCRbfKH5rMxq2z9Q0fqLyWxgaUgLXNi8EyLIreC9Ed6FZ7w4qXdZPrxmWi2biCP4rFJm43MecpeoRjUaeVDQsc3nBPjvSx6OSSOUlUfkMBY+2aJoOsaWKXUaWTgNSgnt+2afr+sDpPXWWCRfBmBWiOxyt6h1PfBIIyHcEnsc1XU61WZtMjmNXWyB/qzuH+HyXxel9TibeBG4O2+TnW/D3sSxIAuxiLvHC7UQb7cVgGlZoySArA2CT3wEtOA3iESXYr3yCh3DEgM3rzhvDEbKWp+OQBkQjSbwGNsOTXYe2RSgrRVRH8nBovcOu0AiicC4bxXkjoheOBk1VvECtyNt7h6YdJ4jEASUdWq8yWUgiPmj3bCPICm1Vs+vNjAwsJDtC2T3rgDBDTEF7C7RfGKmEKzDa3fKCNxIv9VelWtYzplUsQu2/UEfMPvjZkda27SAP9d1hY5dqo0jfM3NCxmXiKgm6j3Xx655ST56HApgvc5NiGEJXcu0+oxlSpVUBO4fMR655IgIWZSCt9vXDaaQpKlXzwARj/jDe3iNs9skTdGNiCKDXkSUZQtuHHcjkZlFVSGciQUQCR2zBkIRRtLKBzYqzmFTbGS3zk8AGsmUJSjUdVdntktOxMrGM7t3AYdsbSJvG3Fg7AbCboA42qLHwKCj5iq+ucofRJF8a9RnZdviyL/GdK6Pp45oEjSNtw53A0K9jm06SJhEKjQ0eR2JGW+iEabiocV6Y/pwodWUEE+pyyWQEkbBx2Nc4eMeMnyg7fQ5JEIUq+3b6gjCou6th2rfAxiGMeI4Ztt9vrjcSlRxyDkwqsSrFVBHcHmx2zMYUPSksRxzhthdX5BIIrAMWFUCL7HIiyp3Jz9cCqt2Yce+RkYOSy0FHfFJ32pJuW173lNq9Rshe3DpXFrznF/xG02/Ss0h2hrZLGfNvVusfl9ZIvi7JI6KgDvzmu9W6+nU5PzJcvMGAfjb29hkYussNWYpZPERhYBNFhldrw0MskzOPCJtaNkZ3r/DjDI/SuraqRGWKSUBW/wBRzs07gqdloFFeVQL++V05DN+n8o/qGBdVrgM99sSIMchAo37jtkdOQjN5lb3visaA2WCO4vjtWRV2LWCCo9BmFZWdlZd3rwbP2yMo4fyNVc2e2L2y14Z+b6emNgsqHhUsUK7nFEQuyh3VjfYiiMltfc7PtZb7A9slW8XCKIFi+xzzHnzEIoHJHJzAmpGMZ37hQO7/AIzMYGweJe7NQhcyEh1Vdr+1GvtjaVEzvHKDZ4ruMJTkpIBaty/FbsPJLSx2KazaqMO5Ryu/eBXeu2QFMLA8x4X7ZITq8uxjsA+t4xGNzMqEc9+cPCu2xuKAcqcIXUyWrFge4PcY5BGvguWaiO14ZIRIytLRSvMQf4yDyooCoCnPpg1cSK4QksD6+2MR1MnmbkC+echMp8SNdoUnncx/tkpIWdyHrgA8+uGiiEQYOSovsoxyNUCHf5r9L5v3xvTb72Ib475oPxN1Hp3SuuvNqZI02AevmY4Xp34jaXVN/wClV4o153PWbr0b456ZqgEmkPibqJJAvNu6frYNRFuhlTa3BAN5axKRGrx8bTx645Dul8ybQ1cgmsdgPlHBDdjjHkLBW5PvnkkdxSD5TzxjUK7qYGwO+HAjYfMQQKvsMioPZmVqHBAxuFU3SHuK54yJQ7trigflORlVmdF2qqqK8mLyxslsCT9CcWWWSywJUL3U5mU8AkWD7HKrVTUSLIBHrms9R1r06yFkTsOODnLvjTXwtBLHqg0iISWDd8+aPiCMz9Qn8NVldfMW2ilUen3zn2qMk2reRdqq9i7o98zrJ2Ro4dRArhEBDMQCR7WMzC8vUNKoRGbaSFtaOfZP4W9Eg+Hvgfp0Uce2WWPxW3GyzEZtJ2sm0jnucSmACALQAHPpiKAlm2taHscHxXIAPuTzghIqt5wFB44HfGFjHhMtsSDYPvkFiYSsTQvlfNhAjqAxoFvSswxYP5aPk5BPfBqheFXUkMPSuDkxGBZALGuAfT7YJ0UHdzXYt637YFCGkZY1AsUSThIysHlldTQsAH1wSylUcqFa/cYvGzOQrDkeoHGSOteMlV2kDsSO+akJgJDINxbvuHY4ZWCghwwdhuADWMOJUWj618tHGoJVos0TsoPIOMwHaZFs+GSdt9/sc8syMW3hg98EL2yB0b8BWBJN2ceii9wyv/vjaDxE7BCD2Y5mMMXdR2sf03/fHIwI1PLMO54BF5MgyEGr/wBQU+UjMSkuxBQKSOwb++Zj06352YqfLVEAH65lIwXDAbFugAcONrMYtu5g18m6xiWAApJIwA7MCf8AbIhlt12+UngHm8PCxTy04NE8DKH44+Kl+F/hbUa1FKv2Tcc+ZOu9f1PxBLFrpgxnlHIU2APcZXw9UbTCmeVGayGJ4A9vvjmn+M59LTDUuNh8org50X4B/GN9Ii+PIkm6Stvrn0V8LfiJpurworsqM3NHOgafXwzRh/0yLw0dX+kKU84QOVe7PB9MYhZmYuCGUdwW2n+MYMzFvItr9DWM6XWKzEbdvPuMZRgA9SEjvt98kuq2yNssc9q75P8AMAWHbzHtfpguCSHvb3t/XIyCIo1K0b1xxxi0iljGbVjXm574vINth+RVkA8jENYvjoqcADtQ5zT+saoaK2dW2rxyOx/8ZwX8QevhdZLoyVJkF7yf7ZxXqbLJrdUBGplCA0B6++anrdNcqwwwbje4iqI/n0yrnTbKAkQDKKa/lB/4y1+HYFlmiGodgpbgq1k8+2fbXR9OidF6ciklUhShfbjDTHbuMYr++ISqWJXdbE18uLMoRl27l+2Qlk8Lg1Z7X3OYeXcoJUA12wsc6vGQx2jscgoCAkFTZ7thI5FY7TICQOLHGZ207BSCCOdw5yCq4s8EL+2ReSjcjEN/SFzDMpXdZ+o98TMcviAxheTZUn0wkkgrwyoS/pX98UljEZ2oWJ+nI/nJKhV6jYhWHyk+uCkClvMDdVxmqkGBQykDmyT7/bCwuniO25Wbbfm45/8AGZDsdQHC+b0rsMeMikWW3t3Ncc4xATRoimHJA4H3w+m3He4YUncji8YYoVDAVZHAxkMI6LsOeACv/OTSNXLefxPYgdsLpoBKjC2AurHrjqSlECqO/BHrh4mvyKoCEdzwcCLEjklhR4N/+MkpMhJJZCpo2eMmYQFJL39RnljdId6N3NfXJSl02KG3f6hd4dQrEIC3HNDCQFyWCghr9eKGck/xF6l16JpdLHwsjBm/nOTafpirpIZQmxo4gbB7YlqpdIrEalk2MLBbKvTRdFklJDUrj5QeAfcYrqumwq7t0+cLR962/fLDo/xd1z4dmVFm8aq81mqz6N/Df8cYOo+Fp9f4kcvyncOPvnetF8RRanTI8DBgwskj/nLzT6p1iG5gAe4ByH5+KMm1BP8AqvPHrkQl2MoAAvk5mf4n0mnieXUTRwADuWFHKxfxS6EsYV9bCz1xskGV+o/FbpkBk2mtxtXJvF4/xd0s0jBZFYA8Ejv9sf034paLUtUkuxr2kN2zYtD8baKWdIpZANw43VRy6kYSgvoz4gPNjF5pGNkgbuxsXgW2iPYhBN3fY5qnxJA+oSZIaLlKo58tfGnRpptTqJJpjuhbkX5v4zXp+mQac+KpBM6c2LIPHOaN1mNRq5WgLfqMoc+t/TKXX6ZSyoZy6cgqvBJ+ubP+H/RG6r8XdOgMfl+dxtvtn1xGfBTZs8OJBtC1XGYBCEgBh63i6JIu9zzR4JasRlCq5Cepvcecg4VnXdtc+vcXknjVDQAKn0BuskpKIB4Yf/Tx2vCKglBDRhD7jBeVEdSPXjIlmILRFWFVnhs3BZfN6ivQ4pqI2S3Wwo736ZkbXH6BLgj+rAJK8YlDkblagawiLuJDlW4HBwbRttVgVvvWYkAF8s3FnFGZwfJGNvpag5qkh8NURrYN6thY221vFAcDYvfCCcrIoAqjZsHtj8CpIpYbQTyd3bGNOYzJ6ID6KDjqtDAKjtj9fbGUmE5EbozD/wCI/vh3kRE8pNJ3sXWTdj4DOpby+i+2M6dnKbrA48uTB8u7hmXuB3JwokIBVVN96bCRINrWNrH3yW7y0wViO31wcMniEpd3yDhPFAjZUUi+x9Dh4o9qK0oVmrysPfIpKFmEaEhzyWq6+mNwopJtmY+tnOQ/jZpfzMcaNZYEAWc531ZH0Oli8hbdEAwA4+/2zQdXNpHkcamZJIyLaFLU198QOvM8b/8AR4FSJfTZdD74gkusbRy6uYxpGwNBWAOZg6rqYFjOtj3rLGCpUjjNv0MgiZJo3Mcm0bdp4vPpD8JOqavVRIjyGYADcGa871CJpNPbLZK+UAdh98oeqPqdGjOALAvk9s5V8Q/GerZ5fBY7kUit1Fj9M4z8Wde63rSsbSzsrA8Enj6d81dNJ1iFiB4wDVtNkjnNk6T1TrMCNAQdQqgAb27D2xs9T65p9UGXSFoQasAnN66LrjrNIWmLK6mmV15zdOlSNqYggkLPVxt2NZtHQfjXq/SHWLUNJLp1NEMRRGdR6R1nS9X041OllF1zHdkHGBKWiIpQSeTimtiVh+o6MCK4zlXxv8K6U6LUaqKGOKZ1Nso7fXOGauNooi0jpKSCqtt7ZoOrAeWWRFWIEimPcnKBdOnjnexId7JPv61nafwN+E5NJLrurTksjMViJ5NX6Z2uXa6m33t24N4su1WMfm8g9fXAOzhSdi8die+LzKRsdTzQ9OxyJLtRsFyPUZFghWrIcd6w8SlUG4kX25wjKypZYWRdYE8CyAx9jgZtrJSgg/8Ax4wUaNHEXI3c8Ec5JnMikOQCMEdrIZFk8K/Ltbsfti7KrKygKzVZ7856AqSoUfKLavbJs+42R68V7Z5tSkSOCFLN6VZxfxS/O0+3as1CANy45vteNIwAAdthBsLmGG6SRtzA8cFe+GAlkWkXbzwcb0ysfELhlZa5J742jlxuXaSOKOP6YyceFa8c0P8Azhg9k88E8FsMqkxttf23EDtjRVVhO2IFyRta/T7ZKNGL2QK7EYdqiDCdGvuDnuXWlJO3uavMmRYV2tzu/qrtklkABeXaWbkccjMqE1A/TDCjbX2yX6ajbGx2nmrOFEYQKy0Tfc4eEGJt8lOTXrVZz/8AE/prao6XUUWUtTCrrNff4dTX6RTqvOK5A7Aegzmnxd+G4ikk1HTIXQt32gc574M+C9NHHqouohNP+YG0rL6H3GV3Vfwd6ykhh6fo4+paY20cgkChlv8A3yr1fwFN8O9KeTqcMkMpG1UA3FP3o4n0HpM3V/FEHj3p13bD6jPpb8C+naiPSEyGtrVR759N9N0XiwHzEEVS+hGV3xB0ETxP5VpuOPTOOde+ENHoDM843BTYFc985l16XRaeWRYNgVCQwC2wzQet/E4gV0gDTAADyLQF4p8N9R6l1bqCppE06ndREsoX9+c6kW+J+iaQy6voH5vRjky6ZlkA/YZnpPxz0vXyFJD+SkXh43G07h9Dm7dI1EU7b4n8RB22emP0XN7VaMfMWy/+BVji6hMYpJIoyCCqm7+30zp6tCIqjtiO1/8AOYDF0KbE3eorNG/EjWRaP4cmtQrkGv5z5u1zFlDGruwvoM1yfTK+lkSlLB7BI9fbNUaBHmTSRDxJ5ZPILuvTPqP4K6Q/QfhnR6R5LdE84Jrnvl6gibcWAAAsgNgVTdEzIx9vrX1wCBwNoqieWb1zAZ2VlYqwujXGBkhFbF8tCx5v+chE8dghTZ9AbvDRzFWUzLwp4GYmtTub5Sf7YKVao+GyrXGQd/0+PKPYr3zJEbw01J9hQ/fALEKpNqg8ksa4+mLbBtZEG4E3ZagP2wDs0J3GiW7U3pntjoFZDa3yQwNfcYeNvM/iB9lVa+o+mZCw0SqOrDsD3I9zkmcf6j29T2zQ4yGbh79O/GMB2I2KRweccG4Qck7mFIzHjvjKafd4W6gByG9DjULBrBRlPvfGMRna6ABfDHegLJx2MeWpDQY2pOGGnkVZNrbm789s9CzbmaQohUckXjUW3eNzEk+oXDMVamUbjdVeFVGljbxGse2e0wMBMTkV3LK13hpnjk2jny9qsc5FjMNxZaDfQH+TkYztNRcqe9cYNd887UDsAqm4598b06t4pjLnyrz7ftj4ZVWlBcWPTKL4o0S6vQqAgLbuFsjA9N6X+hsYAcAURjr/AA/BFzJAHHfjteJ6j4N0Ot5lg2n2ArFR8Gw6XedFEZFPygk0v0wGq+DjJAE1LAo5+TZeU/UfgFOnai4lhHjJtMaoFOdT/Dv4SPTNHp1YAs/mJUVt+mdj0ul8CJSAW4xfWozLtXavPr7Zz3r/AMOjqEshNyLRDB+37Z8/fHvwNqei9O1OtMb6guSEVAc4x0Toer651H8nq4m0u9iaogk/fKvX/DOp6Wdd+TilGogkKWH9s2n8NfjH4u6I96HUyalR82kmbdvHrxnV55fhD8VV8Lq2mTovXVUBZEpTv981XS6frP4f9ZGi6vqW1WjZ6h1SHyuPTkZ2jpzp1DpaNDKtuLPFnLLo41HSWBcLI9inA7D2zpWinE0CsUoGjwcb3EWd4FdyRnHvxf1CmDSaaWQqkklkX/GcuTQjXxakxVvU7UZh7ZTdT+HuqdUEPTeixiXW6htppOAPrnQPgb/Cx1TS9Q0vVfiTqMbPGwbwok4H3Odh13wHqtBGzQyJqI1HAAoj6ZqsiMj7GQiu49sXkcwMzEki+w7DBKzhiVJpu998iqqsrXbbhfArAySjkHyqxoe94o+6ORQwtb4rGJQE8ynk8H1wo2mNdlkdmJ7DAagVIjhiNorduv8AtgvFlUnwyXU+pHB+2QYbY2BBBujzZBwQkCyGibC8hsXdi6OTShjwwPGQaCuJA24qAgIoX75F4/EbwuUK9xfc4aMGMEqwFiiKwsczRuOSyge+CaddzbxuPuBmmGMRswCFrAJYL9cYWvFUkG67KuOxwlogzqiMD2Pc4dQFAWPzkcck0MLDuEoUA7uw9sejFKaoHGNKyoimQMy2ee9Y0p8PYxDcehNXkjW4MLO4jg+3tlpDIPKsi0Ows5CRYwJECFSebB75hZKQgDaoPbvxkY9oZioBa+x9cYmVEDVRBqlHfMhRGAZCTu5Av0yEbom47GDf0jCrLxvYEULqsxA0gkZ+GLDjHNOhLCg1kWb4GIfEcnh6TTAqXVpwD9Mf6dAQsY2kMwsk+uXOo0aGJY1DcchSf+chDByS6mhkRo2mblNxU3y1ZajQKE3KiliAORiy9Ai1WrUy7pSg7A3+2dB6F0pNPGijbCP9IXccujEStA8A+vF4lLpnbsfLfY84nremo4HiAKnrRq81Tq/RonUDwlMZPAAu80mT4K0sevbUx6eNWPYMM174g/D3ovXJJDqoZum6lwRLJF8rfWsc+EPgD4d+GyG06Sa3Vuu0Tsg4Gah8V/g9J13q803TnbRsnJaLjd65Rf8A8OvjvQaYwz+D1TRs1iN+WUfT2zb/AIRh6noRHptTo5IXUhak9M6doNEzOVlh2irZr7nLuKNdLGFVt/vXcY3vAitlPP19M4d+KXia/qH6ILLHzZ9Mh8J/C+o61oox5k06UzD1PvznQuldK6X8GB9drHpz8pk44+mC+Jvjr4hn6Y2p+FNPGUazvdb/AHziZ/xKfG/wn1IxfFCaWfSqDuXw6Z/oM65p+vaX4v6Ro+vdNhVVnTzID8p9sXN2Q3yE+o7ZHwy0hMRBFdj3/bFvKaeS0YHgXZP1z00QC71FgD1GKpvY2os+2EBZGJc7OLrbmAwaJgqki/fB7y67WWl7AEYF6VSh232FDgZEKwjNFSVFGu5yUQoESxgMRQJ5v27dshPDuUqUbcDW5mFYGTTSeVLZqHFteHjiqMMyksvuAbzxWHw2fYQCdv1BwVK7gILHbnjBbwtjwX4P85p5JJsgBfUG2s+2HgcFSyKF296W6xmCUzMENCub9BjCoUbee7NVfT3xiOaQqwRRI69wO4H3x5dirwwX083OTEDoDbChzx64dNSG2CUUT2OHhshmlG5Qe6tzjMckanc/lZvlVucZ8SoNzFbP0xcSGRWQeUtzeSRdp3SDkepbDrKGYba3DtzmXkKDzWxJsjIK7Bm44sUSecOjEsbUEZkRUbFfQA841DK4hb5uDXPPGVnWXMk+j07hhvvn2zZOjwEQoC5Z65JXj9s2aLQhl3AmX7isn+RW1tjxmBobe4+K7E5nVs2mivy+5+uO/CukaeaSdmpD3AzdYIykQN7SO1ZiTcybCAWuxzkC4IqRaPbjnPNEs9KWuuecQ1nTzKjeALI9Qe2UGo0MkQplU1/Vi3/T4J0dmVWvhie+S0/S4IhsjYKw4H/yy2g0kKrtkTa6j1wvhRyeWJEJX6cnK+fpkMkplMVsT6jkYVYIotwcA7RQAPIxdlQMWNBa4JHrlXrtUqRud17RRrOV6pD1vraaTYSoa2ITsL9c6Bo49P0pPymmCRKvJIzSv/pLqXxr1bUa7rE8kWn077YIt1Aj3/fOq9A6BFpejnTMoVarkcnPl3/EH8FxTSNLp12gn0q8tvwOTUaH4Aj0+pKyFJ28Nw3FexzffE2xFQiSUSSbwTPSiReAvehgVjLgiRiebB9axmRSkJCgXVCz3xNSUdQ3JHfMbWYuxsqb4vCLCBCqKGZhz3wQDMGDCq44wZXbvVgSG7EDsMXUEnarHaMzCpQubLA8MxNcZCbb4IpyRfAwIZ24B/c+mHR2YHc26u4XJPGXI3NS+t5NxsjCnbd8UMGVlHG3cPQ3V5oyJ4bbFZV4uh3/AGxqLUKikk3xXIqx/wA4dZt4J8NVUjzDb3H0w5OwKLU9too4VYpLY7REm3zfXDxgLzIh7Wvm9cfimR4p2U/qWNoY9sAGIamtVauTjqyiQSeKVXtwpxvcnNkHtzVkZ4qUhXcSqn1yCyqCXIvtRrGkfxLql3CiD/vkSmwlVZbHb75ltQ+9N5Ct2I9Mn4sdsP6x/GH0tmiLazfbtjZKvJwAvHesLEFLBt4tOfKe/wB8pfiWVouo9MmkG5QbII4Obt0nUq+mieBQQALUembJpNQSh8lG+eck+oBUrBY/+WMQxMVBNMR3N9srOp+GZEjlZCS3Hvm19CCQ6b9FALHFZdxNu7uoPtkJkkL+Qgbe/GJQiaSZhIaT2rG0Gz5lLcUCvoMK0QC74CSa5sXlfqtINXGfEAR1NUOLymXQMjUhDRg3RGC5MpUxjg2CO4x1drg7aLtV16Yf8qXTc4N7gCVFZEwrGrNuN9wTisu14m30xvijWVupiRgVWzXYXlXqI1ZGjcAArRrK3Q9GHTNLrdVt3S7SVLC8+ZPxc/FzqPRxN0rpLyxamc28ymio9hmz/hZ+N3UZOmQ6Pr0iEqFAkPDHPqDoHUoup9ISaI+KrruNnkZx/wDGHpY1elWGMBueNwvFvh7oadC+H9Lo0QRsy7igFAH3xt4yXAisE0Dzxg5lDllAPfkj3waxOwABtaq8wxYAI73zxxzkJNwKlTRHfjCKAFsNZI82SNBdqD5ufMcBEBHJtchg3qGPGTDBVavPTUMWkWiQoIB75GTTiWrrj19vvmfy58FTGwYjgWK4xfUQSeETF5R6m89FKzshsKAPMQMOuxnIbkkXZOFVkdfOQHS+PpgxSqFc7iB3980Z0eUngRuq9u1/thBGDGpVdzf1A9sMrlGBO42KFnjHIJBKQNqFY+W29xnt7PdKTFflBw67lIkYAoOwvnDRv4ca+IBcpJBqyPvk3ZVjUEiRT7HscnCxJVXpSexHIy2SlTxC4Le1Z6Rw0XIsE979cwjKa8jUOSQMMVdCq7H8NhuDWDZ9sw8tuAqqvNmxZzxjRmsruJ7eXkjMrGZJXINDtzjem4QhD4dGrs0ccBbbSheTwThNMxUMj8uW+UqM1/4ykCaKGVgwMco4usa6J1kxqniSeGoAoF+M3XS9VVg9Ujp8x3XlumuAH6dG+T9cNqupNoNFqJlHGwt3z526v+LKanrS+DqdskTkMm7Ow/C34laTUQQ75jG20E2w4zc9L8VRay/DkDEet84/B8UbpEjfgt63mx6a5YwbB3i7Bwc0ojiBm49+axXT65fEKO9V2vjHQ4HEaoQ3JYtkYYkbygbjZwcnS1J3Fd+7vXpgRoBpi2xj3/04fwUVLXcXsHvi+pQMoKh4wo5Po2V0hj2bpF2Mf75W6lEJtGNHgUMUj0yE7dtFW/q75ayeBoum6ttXtC7L83btnAfjv8Lek/HvT5ZNEiJrUsq3a84d038Pur6PqS6aUEpC+081xn2L8BQSdL+GEhmeiEAsDmsoet6aPVdTEupkMkMRsKR65V6/WnUyltvAAC12GL+GAdoY72r1yIRFkO52Pp8vAyO/w2fw7YUNpK8D3zPiFlRyRZ4+Ssg9MxsMvsa75A3tYRk12LV2yNGEq0jLJtHGQWcO/lFsTyFA4HvktQFaNlVu5+2CC0gUtQB5I5JzMYMhKoeDw24VgmURIQSxVeQpPbMuqhWATduHt2Pvi0SldyqKPvVA/fDLFJ4hBIseu6xhFUsC981ycG1X3H8ds02VtsgDcnteTdY2juPcVHZ/c+oyRmdwvjqrACh7jHNOIo3PhtaFeReZnlTfti4Tjtkon3yMVAKAcbsOZH8qoEKk8G/5x6EKStogKgAGrvDxIURgm1iO2F3KfIAxkI59AM9JF5KlFBRzmI0WJaWR5AO4I4xqGVWWj5VHIyG7a7M3Ibt9MkkbSMCxbj5cb0YVS5DcXXb++Gik2ll8rAnucdWWJFXxGLMTwB2GTChSASQ12B6ZT/Funhfocr/1BgSSOx9xmrdHd9TCiRtaXwG9hm89LnYNuQV4hvZ6DNm0NsXtQFC+ue1msWXTyRFuCpDAjuM+RvxD+Ami+I9TqNCrJDKxKkGgDiPR+pdQ6TBG0spQIdpJ5vOt9E+JOty9NbWaREkcUFG8AVlP8R/iR+Inw/s1MXTtHq4h5iIrJr9s3H8KP8T+p61r4el9e0B0kpNbu4B+oz6Qj6zF1EJHvVfGNrQ3WMlMgjckjm/bnCpJuXyeVfoMs9HKEdV9v6vfHA5U+UFWPpgwo8xkFX+94PYiMeRu9LGVutBaMgXe70NZVyMVYqytX1wDU3HAUc4uQTIoiO43uIOV3xHKep9On00Uxs91AvNP6FoJZtQYI4pfJxuYEZYP8NaXQ6sTajZZPLMM2OHXwjTyCIhoo0veO2aX1LWvrZVfhl3cH2+teuIIqO7J8xIsjtno2jikbeORW01gXjuaRgSEPIAxbVuyGNDfJogcZ5kaNHuqFbazEzeRW53L2Wu+DikPiAFfDJHbuLzEnJPkVz6EZOKINILba304yTBE3rvD89zno40reDZXmsVlc+Kjx7QGPIBzE5M+oKFqBFjjIRMrSMrlga4298I48g3Ftw5A98nHGrICNoGCIaOXnt6Vnp3p6DHt75qHgxlt+8nj++R8MvA0MoZTusAemTQbQEYmh2B9MmzwotNakjgg84Z0QKgFMTwCO/74SLaibUAauKOGDUPl+U2uNaeeNopFAplqvqTjkS7gxBpR8xOMLEEHO3efXdd5kFykiyAFa4OQWlQsnzD5RmA+41Z3H6Yc6d/Cq9/PN+mESRCyAElV7+gOT37UZAVjo8c81nklLC3UUPYWTjkEwBDbSP8ATxzh9PqWkbgA81z3xf4nKydG1isQBsv98598Pzp4JG80ppeO5zo3SnjKBomDSBfMSvY+wGbXpgfywcDap4xGdbj/AFOaJ9O+aN8RdHinUh4VYubBbms5j1b4I8dT/wBOW3uxzxf2yx+EfhXqcUgg10sgUDsrV+2da6L8EGaLZPah/wB+Ml0n8AOkwdXk6gksomU7jQoH7Z2noPRoOl6URqboAKXFm8LrIi9FgQ1nn3yvtoAQjkj1sZYaKchdzfzlmmsUUQ4598lNKpXhQxPs2BM4INAUPf0yq1OoIJWgVPO4c4lqZQqq1HdVHBqzFR4ZCuObIyCaQ6x3UsYyw+ZeMT6X0/p3T9c36zO5PKlu2N9a1GoWBx03TAuOzhRZznL9K6v1VzJ1qV4NOjWVusJ1DqUcWn/KaI7YV8pI/qymVCG3Rttf0J7YZ4g7KSNt+7fMcw6KSVohgPfjBR6eRVcSNtVuQcDJFuJu3o8E+uQmCrG1naa4+uKCRpXKACu/J9cKV2gknYSRW01kShYKdxfb6HJRB5GBPlb1AGEnRFI3ce2eRhHGPlFCvviaOZ5SiqBsFtg5I23Hc9V245rJIFEYfcGa6BPGZMr0QJFsGh/+1hnkcwAMwo91+uLnYYwtjf8A6rySasAU9kji+M0znaFjJ3d7I4OEjdo9yvH2Fm75yBAUlaJRxZAOFSYbK23Xy3Vj9smiTARncFa7++NTJ4bJVA3yT2OEcxLHZLL5q98nHaRFowCLB3E45BIYdOxLFizcgc/vjMcwmdzL4jMB5ewyULsQ9cn0DZnkruB7cNXpno2USgUSR6jGmkJBpii8Xu9f3wRI8Rgi1HXJN1nont5SWLJdDy3jcJBIVFZiDQG3vjaowY+InHoDhhC6oTGyq93QHbEOuQNP0bVNe2QISa/qrNF6HLenKOljduH3zeOlasabwvFC0Pb0++bLF1+KTahffz2BqstNPGNXHvHANmh3yEvR/wA4LKJR4OIaj4RMMgeGNgnpR7YxpOjLo5ldUDE8ncM3PRaQIQyBQv8ApGbDDCVgBvjvzjMVbai2l/Yjvis1ysC4ooaIxKeF6JKHafri8WokhWwLB9MaXULS7GJJ55xhZrQmRdqjvXfFNTP5fMxII4OKGRn+Y2AprJQqzoWkUMfSzXGTMbI1gLyvpzWM9P0onXn/AFHj7Zl/hzStqDNtKSHvxd4PW6iPpWnd9S4VR8t8EnOZdc63N1hpfBJihqlv+rKYQqlCr3KPtklVkJQhSo7nJBN0W1BQu/lzDAxstjcL4o5PUkGIEAMbo2cDsAoAUv15vEtRtlQh/LfFe+KtGsZWkX+e2ZK7pqJBYCwtdsmqMvmBI+mQ8WVHZmIZOLs9skyWwZaBP9BN5F5BzvGwA198WRI7bxAF9m3ZHs52s5A+mZbTxaoETMVVOQp45wu1YiAtvfNk5FjLInHmpuR2rIS7NiqRbepGB2huTzmqqqksqAMUazZoD98k1yIfUhvQ4u4eOTyqa9O1YS2jjDgUp8rYyrKyKofaq9gT/fHICGIPDce9YWMF1mYhSF5APrko2Coe3pVDGCC0lspLFeKPB+uReYCYLben1xqOQSWFG1l/kjCJJQKkAX9eDgtxkailUftjMZLHaCFHuecysgEvgnc3uR/vjSTRRr4ZVWs++EXbdgnj2sZYIqrEhlTdJu7libHvjBYI3lKkelYn1Nh/07VeJuG5CtIucv6U7LO8URLVfDcC8dm6zPpIJnmVCF/oBonOb6r8W9d0vVS1pZdiH5itg5f9M/xLGGFEk0pkmPDeahWbB0z/ABFdQ1E8QPT1MDNR2PZA+2dz+EvxQ6J17p5aWRklIra1WDl+eu9GSQbtRGiv6s3Y5tXStdpOpQB+naqGVTxwwqstUgVUO6QKCf6cC7COV9g3LXDYJ5CQGO0qRXPri8kgmBQHsfQ5W62I3sjsN7V2xZZmSXa1AD1zLa7w5ADbKTRyI1AmFFbo8UbrDoGayBwB2IrJJM5agBxwbHbMvNJs2AgFuLAqs1EfiBL0zreo0s0DjTx8JIvN/XLFfxF0jlRExL+o5s5q3xF16Xrj7zaxI3CnjKmOQFlWjtXkhecZbw5mDAncB7ZhNOxk3CMlSOdrZE8EgDan+kmyckkSKptTtPPvmdzxiiwKHsOCcA5RVYncW4oNxX8Yq0QbiSi3cFT2xSSBfEIVmBqz9TkfMjAgHihyMxKxMys1OAO/bIyeOohTTqojka5GY+mEmVIwqK24A8H64tqGZiNx8xNduMHTJRUFwDyKHGSVkDMWKKwPpnhEZXu9w3V9xkJWVGa72Ecn2yIkZgFVt9C7JzMc3iIm5WIBoKos5D1NOQL7AgZptozlXJsndXsf/GHapBd7gBwA1Via8KGKeIityQ1kYWFl2uwFm+14eEAvue3auLHOMRiTd+orMB/pFYXTyqqy1Uh9QG7Y0GPhqStAf1AHthlkRyphagvZvUk4aMAna7UT61hUi22YXIvjuecE4MR3NZYmqOTgKliHpD2798ZRCGbaLQiiSc9IFAACuL+U12w6yeUAxhX9CRhWMl1HPSkeYUOcsNO0jIR3I7fbGVB2klf3vDOolhKSFQCCM5MimLquogUEbZG5B+ubNofh069GedNqdzuPfAan4D6cyso06uzHmwCM5p1z8LOmQ9QfxoEWGV/PtGM6f/D+3UunR674V6oul1Cc+DMTtk+lg3msa74K/EP4P1hmk0M08SjzNANyn6V7Yo/x/wBYhQDquj1aG6CtC3/7WbF0X8XH6cyv0yTWaHVINxVQzKf2zpvwv/izaF1h+JNFJNGCAZRGVI/bOw9F/G/4c6/BG+g1qRlu6ltpH7HLSP4x0utl/LwamKV6tVB5OXGl1Tyq0ZqwbH1/fCJO0u4O4AHbbzlbqkYn5ixJOLMSzVYCj643oQQzjhr5sZYjUxR7d9We/wBMhK4smDuTd4rqJ2i00sjHhVu850829pJGTcGJo7eecGsSvJta+PULWYnQgMHcgA2PLeLx7mcliCWHlIG2sbVRRqtxPIPphgqshG4bh6IcGo/WHlLKB2wJ1IR2Bsc/L7ZGSmG5n5P9OLM++VRGAGB9TgRvk1DkklQeRh5VXaoC7WrF5STuUr7WcW2lRUqkm+BhC5RlApVPYEWcgS7lzt8vcHI0H2gsCV5azWL0riVUawTwQe+R4vYi7xXPuTkopIml2AFbHv2wM7VGPDFKffF1PhqpRu/mN/7YZTtiEitRLdrrINMbNLx/OaVNMwCmLlQNrWOT9cl4wWLcjhTXIxNdQr8BigZrJAxqIowJCkV6++NaRi4YySeEVHl3DvjccixgFuHPq2SCOgpGFk23HfHjwFBUqT7NYxhENFEYBe5JHrmVWUqPN3/jMM9xoGO4XYI74e/CEf6fDH5uT98kSSxO3cO4JFHC6e5Ear555GEBA3mSrPageMLCN0d7rbsSTWSiVlclSp9KvLDSkxKwdQo9TePaZURJFZt9kc3hOE2nuGPAznPxGj9K+KGYKKnAO3sM3DpLumnSQebd/R3x/wDLP+VLvSSF7Fc2frnPPidpWaUom6NPbtfvzlFoPi/U9MK6eJ5I0D+bkEHN66V+Kkc0f5eY13G6QXmzaf4h6brdn5jT6TUIwAAKg/zmx9M6V8LvMZV6Tot5HmGxf7YzqvhboHUAQnSNHdUQYwP75pPV/wDDv8O9Um8SFH0TnzboJNtZpcn4Lav4V6tFrOj9Y1LlH2kTSE2M7P0HV6uDSINYfMKHBsHNqhlDbGjJojkj1z0xDAttII4xJdOCN5Wh798LFIQrhFrae+G8fxQFjW0PzjMORFe02K9M1rr/AFMrA8MVguKJvtmtIpaIkk2CAOavPBSooEK3+kG888ibrPNCuffE0bazEsLPbDIzGmvt82NB7rbwfpxYzMgLKSq1freIurKDTKDfc++TL74wpK7vU1iU6gbidpI5BzED7V826yfbDMTIpo0R7jIMjWQR5OLNYvNukNhhS9jhSqbFd2BJFUBZH1wIIDEFCw7XeKSIiP5LIvuRX7YCQKhJY1R7VxgyCo3RlgT657xVDmQtsHrxZByIVZAVMtV75FwFAr2qxmC1gbWBI7DIRszAkH1zRDLQDX5gvaySczC4RC0pERP9Pe8CwZXYg/p3wTwf4xmOSo3aQ2p+VbHGNRkGnokAdsNCWnO8mq/pIN43PGx2GyGxiFjSgsa+mPxsgc05IA8y9jh42CKa4B7Fv9s9SqjFOO1+mN6dTIwamCoN0YrivXIzMp81MfejkUDohCOwUcijV4SIqrrvC769cY0oI3EAXdHGQoUtapY9a5OTgR0nKg9qJB9MuACAwoKT2rkZ5UI5YXt+W80v8SNC0mm0+tRQG070WBvg4T4U6i+r0kZDb64us3fQRNJHXbcbN5T9a6Emq8QEktXICiic5/1T4HnWJp1jZm9BVZqcnwvqoHSSUSKu6xXIvGulprNCZUSZkLnmxXr3Gb78K6vUxvseV2NfMfXOwfDzPNGpkkLEtQ982jThhYJDN6e/84DXdLTUIDIlqDd5TTaHwWdVZil2Blho+IxtoEel4zLIUh3UQSaN4AMEBMdKPUHBxykKCBTn09DmY781mt3zAcZDVzrpY908ir++c/k6/o+s9X1WmVvPpx5gMIygSHazbbsWMwieDKxLglvcYOVVf0IprNDAToHoowXnvVYRGCgAKCa8w3Gmw0PhymwDH7f+Mm5AW2Kr6CucDNGhI2MOw9MivhDd4ik0O+K6kIYgIFDhuaqsAoHDAbTXYYQx7leyQ4HGSM7NGqMvmA5N9xigcMAyhaPcZmJ6DBgwB9jxgmHBC8n1+owPhl5C7ErtHYjjAtEZAWZVYE993GCciOiu2jwRVYHYxsRmj75l72upYCqN9jg0uyd24e2QBKM42BLHdeTjMIIjG3seeFvOZvObdlQOL8uYidViZze67II7HIHVOZkO4OD3NdsbfUkKioqqAbJr0yen1TeH52sXQY9zj0crRXtvnvZxiHUME2k7hd84yupJCbTW098sPzG1QxYPK3oeQRkXKlwVXkr6cVmW1O+MJKd22qr0yy0kwXzBjRFNzz+wyZZY3ojfzzzhFKgOWUqfTAgkWSAWvvjULOXRruSrJvivtjcLSSpI5vYTZIPbLDSgvIqrb8WSR6ZYwg1Ih554P/GZMFBWckAnnEPiyHS6X4e179SlX8uIib9uO+aD8BdRil0qvpmMiEWhHAYZ1noRTVRM8x212Wu2XiwwSORHGPTuO+Wa9BgnQLtsEcccDFdb8HadgF8FQp9QB/Oa7r/w/wBPG7yLp1kFd1OE6L8Hpp1d/BoWPK3fN10fTEiVUjTYy8gZa6eExC2QfuLxPUSNym6x7VVZTtIxF7rO6ipFcYxp2VvKoAP2ws36oVSBs+pxGYhDtPAPGDdkCAgkke2ROo28seAOxzW/iHqS6j9LTwl3u3+wzgHRPiQ6f49eaQkJJOY5ST6Wc7w0QlClH4rg++RZA0h5iYhavBGIrGFXi+SeMxsTadlMCaKuMj4AjV9trzwB2wmlAUkyck8DI+XwzZu/WuBgnjRUU7Nz3wB2GZZgi0VsseaPbFZkUykxAFgOOeMTmTaE22pPezYw3iqEI+bcKFehwBLIqktyLBr0yJ+QLtFd9198zu3KyF9tgVQwe5EYcEkjue2Aac/Wrqhi8pEtbC3eq9sWU7ywcblDf1YYptDMhP0BGAmrw7C3zzeA5bgHlewrvhYB3aQgiuabHA6oABwK9znLXaPbaAEOvK+t4F/DKE2PErbtGRDX4cY5YqQaHPGZQEvtjJbb3vGtOgskg0p+X/nLBVLnepO0e+SEwhlWmY/RRjryCejIpUA9v/ONLtsEyLGK4Pf9snNKqkU5Bq93vkI5FkDEMDzRpcsI3AN0wbspJ9MdUlV3mNa9/rjMhnAWQBWBHKjvnl84I2kH6jJ6YhmDNQoUaGNR7Y3qPjd9eMttGzRg8ngVVcV9MsNJGpux4jMd1X2woj3sUHlXuVOcF/xE/GQ02j0/QtI6iSRyZwrc7fbNA/CjrutTTSuEeTQ6N1W+aW/fPo34d+K4oZYfzAKiXig1850KDqMWrC+E4WRRYUHn7nNu6bqlCIEddtW133y4QrIyqNpLexyR00XI5J9vTJxdLRju21x37Yx+XUEEKrNzZHOQkBirdZv2yt1hU7mVLPYfTKd4u4fsPmJ9MDEPDZl47cEZOaRUQAG+PT0yvM6yEjcQe3OCkYxxsXaieAP+cp9b1BkgKq1vuoH3y5+BPh9tbNNq9cN6iNhZHBOfJvxBGmn+JusiFQrJrHINduc7Z8AdZHXeiqkqFpYxtsGj/GbONOWiYBEG3nlcA8beVSoVv9sy0aruFFmPf2rMyAhfDQAkDdWQiRgm5wo9qN5Hw2C7SDtPPHrgzG/mKMVU/MCe+RBjAIKi697xKYByw+RQLFev3xaVQIGpiQvfMDasY2WB7HvgyYwTZJ3dhkQu4EfK3oc821Im3FiQauvXBxuBuEoIKcG8FIqoSFNqfWsWlYRWV554I9MEpJAoAkGzeF1EvhsHD0poVWKySDzB2Yi7CjF5kNBkBZP4Iw2kBVSiupB5qsdWVFFNJGxHqRnJNSvLFBuAYHy+2SsMYyY+f6f/AI/fMKVJJWRvEJo0uZiYuSFUqb4sVeMpO+07toUdhdHD6aSRkLcm/Yd8d0i7mEk4KxjvtHOORFCQyo20mhfr9TkfDoeewL9MM0iqF2V9/XJ6Ng0jsz16AbeP3xlCC4dzfNUO2WC6hnqPaKHe/TG4X3yAtv3fbHYfM5BUkDm8JHGHIApeP5xiPTcgAlm9vTLCMNGqtIGsHaNpq/uMdjlMJLqfDUgb2J4AGcn/ABG/HHR/D/idP6GI5tXyGJsgfvnzL13rup6/1aXX69mmkkNH2o+mfR/+GP4Y0vWvgf4hi1qq6ax/Dv8A00OD9xmr/EUnVPw86+NB1IlIFbdBJRIdL9D75tvwv8fsZ2nEm4NQ3E52T4b+M49VE/jSDyjjcaza9L8UR0CrHdu9xebHpOvIdg3nceT9MtY9ekqlJG3L3B7ZOJ3ViibSCMnqpF8tLRA5+uVfUpQhs0N3yi/XKV5A0blxyTiUlRt5WY32xSfUhGUMR4gWiAe+Vz6nYTsc33FemDl1M2psBSRVcmsN0voc2u1UcbIJXJqPigudg0nS4ejdCnTYiGKEsxB4JrvnwJ1updf1fVIhKSalySe/c4X4R61qej6oT6GRjVWjHjO3/CvxloeuxPF/k65VsqTQLfTL2SOTdfiKzehP+2QYFwDJwR7YIu7uTu5A2ix/T7YOQuqqF4UcUBzkd7RNtdy1j+rjBlTJbFSCovISuH8rR0xHBArBFAsbIyndWLMoER4H0+mLEFRbmiv075B6baCTv9D6ZJXKVt2iv74N5Nzm2C334xd2ePcQBKpHHNV+2Lqxl4fd39DQzwBmZo6Yc8E5AIYybO4DvWCdWddykdwdvqcgFYyNVC+xbByBkWm5v9zmImXykhlA4HGGNIT+kDfNnvnMXZdNE2xa3j1PbPMzx00h3jaDtXk5KOUrJ4lKoPZSOcIIyeWY+IW7gEgD0w7oEl9Cf6qW8Y00akuX8o9BtPfG4DvuK7APB9Dj0ENMVDkjbRB7DPLtKHeoBQ8N6HIxlZiAAFC9yMnDFHcxZ2HNL7HHViLuu1GVCPRf755UAkG53B7WeMahZpC4LEkHykHLLTF7WMGgw3EA8165aKFVgVUEMeLx2NChsbVH3zE/X+mdKi/MazWRBU7qW9c+dfxV/G2TrRl6T8PSPFpeVeZSVv7HOFo4edpJZnkYcMXO4nGEPnZISQp7EDPsf/CIN3wX1BJRyupo/c+udV+Ovgnpnxn0eXQ9cgL+sUygb429wc+Nfi/4c6p+HHXJNC6tPpzZhlfgML4r6470L441Glfw9VuVf6yxzpHQPxH06OqmYknsTzedF6F8fwajvMoYHzD/AGzd9N8XwyrSzKhoGz7ZsOm+J0/KGRZlLFgBtPJzMvxeiowILSDtx65UTdZk6jKC6bk7ubqsi3VliFSVR7MP9sHLrJHYtEDuHC/XEwktOZGVCTwD3GYURio4wHlvk5daHp0kr8wlpG+Ss6V8N/D0ehgaXUIGmaiDfI+mJfiV1I9I+Bus6hiBUBVPrfGfDmsUHSEhl3HuvcH65S6URDVh4pSoT5vbDx65tLq2lg1B8a7UgkH7Z0npv4nyQxQjqcBeOgCyL2Ob10z4h0HXF/8ARzDcByAecsxA5Zijbh7nBkBCaDbvW8hOFc7RRLdjkVidnNsFUcd8io37juLECqHrgmQgXKWojgnuPpiqxMUdewJ4OLgKZDuJNfS8DqI2klvbYFVWDZjDt30Oe2Blt2bbW76ZAxqQpBIfsbPBwMIenI8y/bMx8g0dpyKRBUYRtQJs5gOrRESMrAHysncYo3jLygGxTbF++elAdOdyX29MmVAUMFDGhzfY5JbkFuoY+95yuRZJL3AWOxHr9szp2aSJi9F18rc1kVireJaQAenfHdLFLyQTyOyt2AybPxtQFie9ntjAlZQFkTcB/SwPJ98a0rleQNo7kbcbjl38QOUobjzjDOhA4JUeh7XkUCwszAH/AIzKy+JIW+XtQrjGXvcgRiWHop4IwgkQEhEJF9z6Y5CXa/KlAcbeMcgn8IAEIjD+tzQys6t+InRPh6GU67WJJquyRp2Jzj/xV+PPUephoegRpp4hal2bnOV9V+IOodQlkXV6mXaVDUZLs84lp1jcXLGoUfLva6waxpE0jRESEnhj2BwkDNYC+YAXfrn1z/g61Lfkeu6Da0jLIr7ie/bsM+ltVCXhN8ivas51+IHwFpPjTo7aTXoI9SL8GRByh9M+OvizonUfhDXy9P6xEWJFJO6UGHpzlfpp/D2ArVDgoec2fQdbOjSOTTzuHPzKwv8AuM2zpvxwF8sk4KkVYYizm49E+PdOIkSeVU2/KSTmxr8c6aeaxKNxAsg2AMsIvjbSA+HEsxvhtqmmOPQfEcmpcnSaUUO/ig3+2WGj1mt1Teddi3fAy0TRyzHbLKwJIKiucvuldGm1ZWLTxtIQbJrOmdB+H4+lwBpn3ynlm5IX7ZfoqgXagehziv8AiJ654Hw7p+mQMWk1MvIDVwL7jPlrrMRjhVYBsO22Irv9M1R3MRfeCG9bFYXZv2mOQF2O4gHlRjEoaZUMykKtKK4J+uRi1E/S5/GgnaJy39LUAv1zevhz8T59C40/U4zKOKI4NZ1LpPX9B1qACKcJK3dCRf74/NEPKY0VQvc33wfghSztXm7AnM14UdR7lcewwO4laK2avn3xZ0YBlbgt6jFGjYblW0IHze+CXkFH3IpHzAYoyksQRY9N3rgGh2MzFwp+mCKSMQWBKH1yQZZYyIWK01c9sGwO07CDKncehwMoUhXDsnHIvMK3hxgxkAAWTV54Sqyqd6n7jBO280wVKagO9j3wfKxsLCAnk1k41CqN7Ek8j0zm7RmIx7x5nW9qtYv3yekjEe9ZgZnN8H/nIlB5i6BKFAL2/fCaZn2ySIzbieRVV6cYR4wsXmItKIJ+vfGoWA43hgB2B3VjkKigA1b+198IIGjAQMHYdzdZMHw4yAaY9hu4yUbSMJA8m4cenbIMooKHbzfLS98c0y7GjRgLIrlaxpoQjADyljZJPGIdY+I9B0BHmnmjViOVL9z9s4v8WfjHrOombT9IZtPD2DKc5lJqG1Uhnn1ss07gljzan63wcxEaAKjzMu3cWrd9SMyqwyyJ5vMRTMBYP7Z6WNJG8MFdvrZ44+mRkgDmpQI0FBfN/wCMsNJ4LiNEiKcbWJaz97z6B/wsdQTR/H+r0qygrqNP2VjQo59qzRWSpO0XwavK7WaYFGuzfFjOffHXwH0r4y6dLo+qQbmA/TlqmU58ifGfwL1n8OeoFOpac6jpbkiKePkV9fbEINjwNLEWC3uWiDh9DpwNQfFItRZJ7c5tHSNN4tx7R7VnS/hzoC/lwCqmRu+b70r4fhfY1LtA7EeubJoujJDLuERHH7HL/T9Ni8Jy/kJPFZddG6EOot/6cGk+eRhwM6B0rpEWgg2w7A98vdk/xlqsRUAtYX0uzeQveStWB5ic+V/xt6z+e+LJIVUukC7eewzkHW4/CZUiAAZbHGanMtyM0lNQqmu8gyVCeShPB4743vaTShQ20beK74rMHkQi13BaI98rJDZIZbkTi1N1ll0vrT9PkEqTurlv6TWdY+EfxEaaWPS9U5BP+YeQM6VHKk+0xqrKRuU3YybQs25pAaA7gYhsLPwDfpWSZAykLaP/AL4hIp2Eu4IvjAGTam3msDLGwC0y+X028/ziQdC1yG1vm8y6Fgx8xXtuBsfxirinIAsEcV/4wiouzhSGPv64J47UKdprF3QhGJOyqoDtkjsaJbHlPA2nAypchCoyUt/bPKVRRyfrhlCuoPilPpnJt212G7m7JQ2D9sbeQKoFEMf6hwTkhYNPt+270zICOpb9RXrkdhhFjVk84ej6E98fhYCNlYqLUD9vbHEhaJA7kUeR9M8aeWm3Ff8AVX9sMAFsIq8cC8iXjiS3lRWA5JOI67r/AEzp8SyajUIu0WSf+MotX+KPS4IPHhPiSx8AV82aZ1n8YNXOrjSxPFGR37kfXOe9a63r+qlmmn8cE8NWV7MZ9PcskjNVR7Rez74AoRMP1CwB9FoHPTODZk2sAbHpzhFmeWNEB3uzWHA7DJrsda06MHXlqF2ffIqEmYmSXa4ohdvJ/bLLRSIitIrGwCORzz9M6V+AvUR0n8RelzlqWVjH98/RKP8AUUSA2CoIAwMkdqVoAHkXlZNpgw2uAa7ZT9W+HNB13QTaHqcCzwSimVlsDPmP8Qv8O/VPhiafqnwZG+u6a1yNBu5j96Gc70GqUboNSjROpp0YDcP2zbegjY8Bdd5db79s650aJSYSgIqjyc6B0raUJ3HYzccZeGRYZRHpUOqmIvYtkjNu+HvhDU6vZN1UGOJvN4NeY50DS6OLTx1FD4IA5pa/thUo3GCLP0rJsPDICBQp+vfEupz+BodRM/kEaEjn6Z8UfFWuk1vxBrjO+4vISpJ7/TNZ66pfYyiqABAPrmtMsjTurst/6axaZlsmSwV7A+uRj1AMI2mwe4GY0cyynUK0e0r8p9sT1Gm2RSMi1vPf3yhklXS6goYhz2Fk5f8ASNfIiUAPELcL6DOg/DvxnrumR7WbfEvdW9PtnQel/iLoddQnVowPL7A5d6TqOkniDQTDknkNeHtbDhfE5oWeDikyMviB1BYG1H0xFA3Mj/L22+t+2QkVSu6yDfb2yvaFkkJCBkv+o9zhlZUUEHaG42g9zgZI9leGv3OCO7eUVvKw4LdwcFK53oq1vJIb9sGzKGlJBaxW3/nMqocLY2IOOB/fMSADcAvmHcjviO1R5IyAQ1lSe+FVgqgbl/fOXIhinf5iD7m6wjSEEsXD9gAByMw+nEpUb2Rd1+bGgjIEjY3Z4b0OMR+IQfF5HpWMaTa7eYfL8pbHBIHNTeUX39AMrer/ABl03o0bBpi5BqhmhdR/FeQyuNGqqq+rL3H/AJzS9d8ZdT6g7l9Uyq5urqhlLJJPqSY31LyK3o7E/wAYvMH2vFtc8jj1yLozq8ZBJRaOwYpq3dd0O8hFTgBeRkdPp03qvisgrtfP74UMsZJRSwHAI43YuA8xCw7Xfddk8KPY42EljtzGNrN5DfYjvkEjOpkZmDI/IscD+MzFA5nVpS0W3gcVeWkUQP6kxDNu4AObH8Ja1dD8R9L1ZuLwdQrVfHfP0w6HrBqulaWZaHiQqRf1GWAjZjVXgGiUOVPftdZE6TbYLbj6BfbG9PAGLUbUrTCuM57+IP8Ah36B8cRHX6Jl6N1Tv4sY8rn6jON9Q/Bb4x+E5B4+gXq2kjHE+ma+PesseiawwsYP+mapplO0JsYEH25zqfwt8GfEfxBJG0+mbpmh43M/BP2zsXRfhXQ9BULFH4k3ZpGFsc2DwgYqBJA/kZkAom0sUvkH1OYBCqdrbh3r1yUbUpD8M3KgjtmkfiT1Zum/DWsYtRZSor0z5A6jKupEpl+cEncP+M1bW9QM0Z8V1V1G2qs8ZUSB3PiFmsLz6ZmPzEqy3zx65iHS7fEsBqJoL3vKzTybdarln2E7T5e2WUsFRWm5w5PJ4/gZrHUI2jD6hov01NAjMQGVGR1Yq4NgZbaPUSM0rWXqrW8t9HrpEegL/wBRUXQyyTqM0R8XRTMu09rJv/xl30j8RNXpZUXVjxYyazoPT/irQdVjZ0l2y8CiRzllMNsJBNnddpzWKMm+I2wIB9e+AmgLngXR9Rg9iklGO2sE4tyqk0MCVBoMDV9/TFZCu/cw7XRHrkVKhQxHJPGEttygEAryOcxOVbkuVceoxXeskrBuPLYNZ7w9wsKM5h4jbVippCBzuH/7WHiZHRVicOQ3I29jnkXdI1C0u7Ha8nNqEgjLah1RRZ9qyi1/x1pOnsIoQs5/1BrGIT/iUqwukSAuflAqs1fqXx51HWxyIrvHyAFvvzlC8+o1Us7amXy7+fviswV1dnDyFfKvFYuICgUSAg9zuPfMqsYY79vhnuKu/wB/Q5GSMIrnY4XdyxNn+cA8gR2ESL4RruDd/fFp1YFWjVZCa4Xk4dPCfYbohrZWFH+cFLvD7idqbj5fQjMQoniESblBHCgV/OecbfKlR7eze5+3bJK1kkTW7JTWvbGV1O+ULvDRcWwXn9sZ00uyQoh3rusWPTLrTxbv1l8tGwB9M/Rf8LOpp1T4K6VMxZiunVd32FZvgplth+2RES96I59MYWK231xhZdRpOjaHU67q06aXSQgs8rsABWfEv48f4n9b8SdRj6N8BztpOmQS0dSjeeUj/jNa03+J/wDEHT9Oi0Gm1iIYlAEpTdv/AJy60f4u/HfxCgd+qQqWYD9OFU2n3Jz6k/Bz8aR1SPTfD/xi0em6ooCxajxAFn9gB753cxg15dg+uQEdghOOe54zKx7AbNg+mQ8NlJPt754tFG/O+xz24zgP4+/EDMsPT9M58xJko+ntnzxLKoiclSvHAvk5QtpfALeKbL+b34xSSaM2FYkVRXbiKlpJgI968+UgmsOYiIXthamz73muPqTBMRHuruSrZeeKDBG5lLg9+arK7XMN8e5WMa/03w33yrlkK6kBJCornisL+ZEC2PLft3OO6LUXC5Rim6he6ict0dlWx5m/+PavrirvJy6EEXRA9MNpdVPppRLAWWUHuLzduhfiDqtGRHrqdP6yRzm/9O650/q3MUyq55o8DH2AUAqpk3Dy0MX7bi3kNVeCexEWSyAO1d8SQtYtiQ3YZCeLbZ2gH74o5G1fVlyKkybvNTDBbm8WiN1j0POSZakADHgcXnvFI4DVXfObQylDuLWwFeXy8ZOCMoSyAKTyou8W6v1OPpelkmm4JFbF9/fObdQ+IpeoPIiSfpv6k9s1d0eNX8RTurgjnMRQqoQoBvPzMf6cyzSgiNlQxSfK5H98gpaOV43YyjaAKPH3yVs4k2KwUehPI+5wcsSKwEjtI5rvfH0wWomWFWU2a4Kba5yETK8Y8VpjV2xHAzxiZtwYuqUCD8pIxcaTlAVtST/mcXkyKkCSIjAHlPp9cEhV0dRp/OWHYWBR4w7IGWT5RMSCD7f/AIwOodd6DlmBFmMcZMxxeKxbzsx5I7VmI9LFAPFDF0WT+MtI0RpFkdrYjgr2b7+2bDpI3MaoAN9Ej659u/4cuqHW/BcUDGmgYqbztiAsAG5xvTxh73emMMIoonkmdY4o13OxNUM+Tfx5+PNZ+IeoPw/0Uzw9AgLLIyGvEa+1j0z59+Jfw40vQegSdUIdCpAVbrNO6HpfzmrI0qNMLA2u9Z1TpoTpWkYauIqyizQFN98pxJ1nq+sEvQIZBJA1pLGa2C7u8+9/wB/ETX/FPwzD0v4nljfrGkjCkjgyL6H6n3zrhALA+YqPXJPVWvpnuGBL4r1CaPTad5JHFKpN+2fFf4i9ffrvxVqT4y7FkIWxml6qfa5IG/mhXbK/X1a6jeAvZlJ7ZWF9zEiNeDxz3wEyFCFfdHR3H6nDOFZLY2DxY9c1jqaxQzfMIwOAffGOl7p1ZQQygWDhNakkkbKp/SHe/fKaTyxnyEDsTXbAJ1AISssbsBwpPIrDGSZ470yCUk8HsFy26fqNQdPF+bdVYsbVTQOO2szgREeIP6VbDNqA48zhD7j3xTaUMkhcyKeCQbwul1MmmttPI6Ww7Gs3zovx3Lo9qaht6rQ5ObroPizpvVQQsiq4+YMMtfI8ZZXDE8J3AxB1kUAhKK/3wW1m88gam4r2wDaQhmKgH25wajzjtfrxgGRoS7CUFrI7ehwU7qzCjRHtmA4rnaTnOlisM9+bvTdj9sK0kWl07yzEihZ+mcn+J/iF+pSmPThvCVjtNfNlTEEjPbc9DcPvnpE8ORpJAqoO4Pesr5J4gh2Cn5vzXY9MwC8kG0sVWMcffIaZ1eg7EsThYhQnEXnLV8wP9j2zCK/hzdiG/pNGv3yFl0PCkkV9RWCTVEEhULIfKQxoHjItp5Q8Z1G3kcAODxmPBFKu0MwPJJsZKRAJdkjK7OKBvaMHCAJWVv07NCjYJH1yZm8PwxFGoYN5mJ5HvkTM00lnark0FrvmY3UyMJImjYeUr3OS2gJMI08z0ASaofQYaAh1GwbQCos92zcejIsqsS9BByAO2fT/APhk6oj6XWaTdR8S7z6iiO1AG7HtjkDpyOVr5mzhH45fjOnSR/0LoOnbVo9LrJQaIHsM438Ndd6NqpnXTznSEkkxTn1++UX47/E3TV0fTfh/puoh1LyASTlDYU1wLzQfgrozTH80YgNqk2CW/wBu2dN/Dv4E134lfEf5Q+InS4v/AHDp8o+n3z6mb8J+l9O6Iuj6fpUiWKOiQvmbj1OaB0J9T8D/ABLHqI12+C9UD3U98+q+ldQ03Vumw6vQupjmUMLPbGShIFH9wMlu8OtoV/oR3znf4tfECdD+GdVIjhWmOxOfU58cS75pmklAJeyWyrmnCja55Xm1GV0szTRzKy7mf5crod0qVQEicFfp746NxRHmjBA/2w0moSSIJHGRtHB28Zp/WY2lkfdCC7DvXDfb64fosfgRhghFcFb5GWGoWGJSY0Znc1bnjNd1cHiOfDB8S6rbd5XrcMrRcmVTzQ7ZYQkxAJIxZx/o4BGMad7RVJO0WRuxpNQg2rGi3KeWPpllsAa/KCy+o4GAaFKKicISewHc4uYmJUBlAHz81hyCz2hUoV3AjFdNqZVleZXZNp4F986Z8M/HxVYtNrATGR8x5AzoEGq0uuAbSuJEYAkKe2D1RdI6q2PqPTEvGJClVANUTeLSS+HOviKNtbj7ZCw8ryAqA7d6wE5CiiKIavbArNGtgqpIP+rND8AyC0kO3+wzT/jLrrrHJBC6eSg7g0M51pIq3lj67iH9BjhjLHepUO5BVO26sFNKbVDCgYEgjuR9MUi07IrLDtlLGyaF5NYd07TahQyFtvDD27EYtqI13D8t5abiQrW3+MMeZtsS2V7FSQD9ayOrkEwPDb1PYHg4KRBDckZUvtth32nB74RpxsZZVAs7hVe4yon1KiWohIEIvv2xyDVB9MN9ibjaAfT64zHtSRZNRtBBHNemTMgEgfYWUsaK9v4zDhWlZJSbdeNv3xdVSiaMNHkKbv73hzKhiISK1b+gDsPa8wsRjYKopmFpXO0eox3TtJHQIDu7BUbsRXpm29L1ABZl2bBW/cQCT7Z3f/Dpqvy/xFqkZSAzblA7G8+xoZ18FS9EsOK9MpvjHrR6bopdLopFGsmQgG+QK5z5t+K/hSZ9PLqgjNM/Jarv+c1PQfD0en6RqNZ1FVRYid+8D0GcfHTdH1Dqs88UDt4jllYvwB9jyMsh0uLQQJ/0ueeCR1AID8Ennt659df4U9Tp/wD6Q12l0mhX8zFP+vPfLk/XO467XaqOBwmi3KRRBN584fis3xPDqDPo9H4UN0Stnj65tn+HL8RNTp9dJ8N/EM5qcl9O0h4DD+nPp1nZGZeBx3HOLyMVQurW4NDPmj/ED199Z1TSdIhYFY03yCwQDznDtVqF0ZA3HaO9j6ZSa0GCQEsw3KG47UcUj4JlJO0e+KGYGYNGFCk+Y+2OzE+FSvuHp7EewyQtVRpGO0r8gHbNc6wYzKstspRu2L9KiP5hwtIbsE85cvqtsW1thmc+1nKWeFVhZ9rbi3+rKltP4is907mrD8ivtnkLtKrWA9ea24xqA+UmR1oCit9+cdjY7yyD9OlCkjtlzfjh2tQygEkDk4pI+4BQoBUgk4DUzbhYgHHse+eWWtPINwjAUkNXI+mD0Co0IMwZmYHbfFfXCxxyxMu3cP2za/hL4tm6VrPA1B3wMR39M60dQmpgR+CH/tlfINgbf8tVisgAjXyjceOfbIHyKVYDanZt2Alc7SeK4K8Yq58xOxDfPbNN1uq/LaSaYEMUQsbHrnDeu9QHUNdJI8oKy/Mo4AwWleNpNm8FvX6jLCaojGSC4ulYNfOKkyGUGQUhPpQr98TUMZiqq1sfn4rJLDtMgWMBi39DWb+2M/ko2I8YrHzwWU8n6+2ZlkVZlWMRyjb5gD/b6YnK8SqQYyPWhzz98kwEkR8NxDIKLKR3rBlogksjmiy3YHFn0rKbqBDQrKaO/kC7ofbEYy7WysLFHZ2NZcaXWLMJEY3R2kEckY4Y4YYxYMZPcUTgZ49yF4ht2MCFZhyfcYBY1Em6RQjE2QcZjEkhkKsqc3R9c8jqoCzAVuobTWMGSQvy6t4Yocf7ZsfQSAAzFU4PpZOdG/Cr4qk+HPxC6dHqyF02sIU3xR9M+79b8QaT4f6A/UtZKgVYwIw1AFvSsrOj9NTqatrNfUuplG667A+gxX4k6FDHpG8l32UDPlb8Wfi/THWS/DXQ0WVIxv1UiHkH2zlYn2bfAQI6kAG/McU+JOreD1PppcOioSrbQbPpefa/+DzpPg/CHWJZFk/V1fDObvtVZ9HS6WM8uovsBWa/8RdC0/U9JJDNAjgjseM+cPxM+DNT8Gy6PrXRFMZhnVhtPrefTP4f/F0Pxp8L6PqMQqYIF1C+zZa9d6iNB03UzkhURC3I+hz4f691Wf4j67r+onlTIVUXRoZrevUIAwkBLHzIRzlPLGrKAzbhZAI7jBLKEhEbll81Anm8r0KafUyq/mU87SK3ZkdQGgKEKWilNnz3sy1jcyKjRyBwe99iMpNdH+bmdDt8Je47ZTajrEHSQQG8SZuAq/04Do88uu1A1GqZSpYkUf8AL++W76dZQw3kJ73YysmgjDFACjX2+Un6jFfBBbzAKWOF06ojHcQQPQjLCMgShXeo2HBPplwyxxICPlIAbmiDibRypOwULT8jnsvvkkisO7Gwo5GVU0u9XHpuA54x6NImiUtKoZRQXm8JIzKF3bgp/qvvgeI2VgLN+/OdY+BOufntAYZJiJozRFcgffNi1BPmVQWjvsQLOLPGV2WOD6XgNm4SL3vtRwTryEB8RQByTWQoDuAP75yj466oNBopIg5eVzTITVjOK6piZtypSEGzXfHOlSK8YY7d3oT7ZYThjHMdxVqAC7ayumey7Skbl8oar/bJrO4I8tkdvKKH1ybM1gE0WN7u2E0unZvEkmKkEdnP98gohKlbHitwBRF4Gbw/CdADxwx9RkDWz5QQxuz3FZgpcw2hXDgNtPH98QfTF0kaRttAmgMr5EWWrQ7gvcCrGLxCRqRFQFTW8f8AnL3RsYYCsgJkugd3BH74fYYE2vtIflTV1glhZWdpt4BFLxeYicBkEbF1HHIrHZP0E/QMeo3iiHT5T9M9O0ilBJRZOSBxlxoNzRs6HaKBP85crHN1PVxJpD/6gEGNu1MO2dA+K/xQ+LPibTfDfQNVpmhh6fKnj8n9Qg9zn2d8C64a3pOlkctExQA3zfGVH44/F8fwV8A9R6lE1aqQeHpt3+ojPz16RqNY3VH1Ws1Dv+ZuSdia5NnLceLr2fUwoPCaTw4LNVXc5H4n0DR9Q0UGpAkQ1R3V659Hfg7+O+p/DiJOldS6emo6JJJe6E+dPS/rn2h0zq2k+Ien6bqXTJRNpp0DKw9BXb75nWoFIIYG+5POa98U/Den+INCdHqEDrV2e2aB8D6ofht8bf8AR9bKE6b1c1CGNDxR2H8ZZ/j58WR9A+Gn0iOfF1jeGqjvtrvnyho9R+VVhPfHAIyomYTSuEJJskEnEotQyeIBHW4+v++RnVHpiRt4JJ98qtYVUGRqIawKNYPRagIT4zB1VfehjkvU00kbNG6uK3Ak3Q9qzTOpfEWp6lO0GiVo1I7le+R0nQJ5pN0xXkeUZsei0K6SPwTCxr5T35xmSNdMeEQ181rlNqy7TtIo4PAr0xXaxYOCWCDzX3GF0e4oTOy7j8v2yz0yxCi24hOaH/jLGLcqjcoYNyPX+czqIf0r3qJGNP8AQemRjRSqBgTMeGI7ZSdaYbdQjAxnjaf3xvRUNNB4zenoAcbDMTtAtf8A5d/2yMkTeYMAOfLjXR+rS9M1qMtIFYA0PmztWklGs0sU0RVt9G7wGojVZT5rr0HpgPCYKXj9OOMA6KNxVgtryPrg4zS9wc+b/iTXy6zXTi0MIPvZzWtWgkRLLq6XfqCPbBdNK6fUI3mXf8gUA/zebFqJY2Z3RkDUCdvmvKlxFqGDuHBJ4G0Z6GLwCWeKTd2APpjFbmAfcQRzS3WYMKm0Q2g5Pvi00IdW8IlShsE8msgW8dWaja0NwFD+MiUQeIzO26uCDVnBBJIypPCkf1NZzMofarBfGJ7eYA4rIZ2SlhkJJ7WK+2G0uiQhmUFZ2IJFcL9KxpljlrdRZT5gFoE4Lw7ZmVxHuu0PNf8AjIMdmnVHY36bex5yP6DFYvNRNGxzeEMaROqpYHYbTe7/AMYdtpUAlmYf1Hmxlv0qZguxtu01RBoZtPw3INL8SdJLzboH1AVgR33Gu+fREnwYfzpleLe1brVOx+5zqP4b6vYhglexGKN8Vz/4z5w/xQfiD/8AWvxEOjdPk/8A8X0ylBj7NJzZPvnB9UzaPRR6WIF9TMRb/wCkE9s374d6cdT+X0ZYNHpgSSRQJ9/fH/ivpSz/AJbVROG8IhWAF/xl7pelfoJuACqB5gORn1L/AIZOvyTaLqnQtRKSsB8bT7jflN53maJqsm9v0xOaNUJYsbIPJz5l/wAWvWX6d0jpE3TmMetj1SyI6cFQpv8AvnM/ib8Std+JsXSp9Zpmg/LwKpBJILdibzWtU9ymNWZQnzEHK/UaxZrj3cDsR/zg1LNGaIaxwciuoWOPY6hlK8kc4lqIEMSmQbd/YgWcqmgI3BY2avXsMeSKLqHT5IvC2Oq0SPfEOmdKXTMEaM7iT5iLIGW7oqRlVHI9RQ/tikMYZ2kttyC/mrDyR+NFuckn/Tlb+WEKsJLkc39NuDl06LCkoPnUfL7/AHyGkV5dse0Er3aqxlN3iPx5V9vXGVmeO4/OrNyPQYeKXcH4F2OTzeDSZSpLybGDdgMpfiKURxq9My7xYrk43pUH5JJGAAaiATyPpWeaX9UMpBr0GTTVDuSzbeO2LameQFWVFCmidpvjOn/AXWfzXT20MrG1PFNm1STmJNlcjuT3OAfUnwlEQrc3NHATO4kKrQX0BwavxztBz5fTUI+o3CPeXPfbyD9sJr0aGItJCPEHoyjtlTo540BVVWTzWQKFZbQyjU6RqiawSBtUD/8ARlO0k0cm1x50Nij2x7TyTuLduXaixHf6YeRXQBUkKMCPKG/tkFDGY1OBuHC1zf3yCuVlbfIbbgg5CIxl3jQABj6t/bBNIm2QMrPfCqRQB++Cd5IXjcBUoWCeaOK6nUtKqSIBLKD2C1/fLCPTKmxJzzt3g2SQTkTMVkdIW3KeO/Y5iBJF3xySAKGv5qJP0zLQeEQzjmQErzdnFhG4R41qxyBu5GHEbRGMiOyycsO5ONNU6oiqVZuC/YHArEogJ8VT5qok5bdIg2qjMF2A2Rfce+Weo1a6SfS6hZAiwzI1D6G8/QLpGjh698O9P1umArUaSN91+u3n9+M55+IfXj+H/QeoahJFTU6pfB06gf1H1z5QjTxPE1OokWSjukPzGzzlboo06x1cSParD57XgGuwzonQunM7fmAQ0klHcF23yRzlN1eLrPTtWf8AplzRkgshO5e+br0xpZdLC+7Y0h86t3Bzr/8Ah/6g+h/EiKBjUWphaOwe59M+u5goO0Hn6nK6dhGrkkce/bPlX8d5B1zXamCdEfTwC1O7sftnF+nwR6TToY5AkaigAO33yGqkU7XAAR+LPvikbBZJAu07QbBSicm84igZRSg0b9gcRnhQEBL5F8DuMKAXk28iIRgJfocquoxkSFYXDgDzc4eOZIoqgIDhRfGGi1QnVPHbYw4vIamARyBQdykXYz20XtcrtIvtgk1Lp4g8TcSAAvGD8KWcs3DMPS624J4QI2sKZBwCMXV3ZnLGttdv6snCQSxZWH2OE8V3cMUIF1ycMoVNyE+GW5APNjPRrTlJPMp53Disp/iCCo0VpfDshvMSfXtkl1kcCou2gFFEtz97xjSlXgllJBdeQCCBi8pZ/E8wFLupecS0QNGXcbkAPl7D6Ztfw7q30fUYpVYqrEChnX1VZII3rcGA81+uL7xuYg+T2OQlkjB8xoe4OA8FTyktg8jjPlrTy/8AqJSieMR2J4AywkgEib5UBLDkNwD9s1gwTGQ+CRt37SoHbLjpZKs8UhG1BySazGpjQ6vc4LM3Y7eAMa8jbF27obvuBR/fMqIStAybmNBTXGDSI7wppgnykkZiWJGJLORz8igC/wB8ipBhZ0Vd44c7rsfbK8SAuzamlCkBT65CdQ8zeKbQGlKcAcd8Z0sCGMtQZk4ZyarJxeHKA8cjHYfNz3yEgcRqQSQT7DPERxJJI8YpeDyd3OQZGMYEMhI+tWMzS7SW2byvANgk/fCK0sQjdvnArmjQwoicOrAnaTZBPc5mSNlBKhXUH14GWGil2lPEVACKNE9sa6zDF+XkCFSwXcApsZ9q/wCG/wCKk+I/ww6crS/raQGFr+hzmP8AiO+Il1nxroOiQcwaGMSzELfma8451YpB0vV+E6uD2BHzZTfAsLOJjKFuRztT14zpugnlgVVZERWoH7XjqxRahjGfItcACifbDR6WQBjGhcoTTE+mXn4d9dl6R+IfQJlV1C6kI/YgWaz73dEck+ft/UbvNP8Ai/q69N6ZqShC7lNHnPlH8TuoIml08KszT6p97n1rOdBm8JlQDYxs36nBGFn05JTzobpu1Yq+5pQSBIWNHb6ZCaPwpCjRiQcfbMTTutbFZRwBkNXMixFdjtuA5GKosDbmCIh/qJ7nAyhVICsQT2A7EYrciM5KhebAGWUeqGqQCRTvHauMCPMzrOwCjgBe+AEEZm2wqfL5rB74SSNDIRGDTVdHnBSrFp+EJ5NA3WKx/oK6mrPIxuCESadnUMXv+nt/GS3q7lGTdQ7A+uTVSLJjDKBtHm5BzEUTAmV4twXgebvlB8RzNI2lU0GVjt83FYpp/G10kVBmiHYD/wA5aT6tfDaJVbcy7dwOUs81qE2szhSODz/vjummtFjLFC1MVC8/zltLr10fhGAbFLAsHN/xnV/hjq0fUelBd7FkAIv1x+U8Ke31u8Fqmoqzj15FVg6ls0ePTPluNpI9cyVtLV5S27Np0mjjkDCdjQFijeUHU9FHDK+4Hn0HBA98CmqWBnjQFiFBI9Rgte0XkfdKSxFKR645HqFMCxyOg9QWXscZ02nuIk3IxYkHsD+2Qkis74wFsWVuiMD4J1Un6agsB3ugcG4cxvDEoRmFHiqP3xDU6fw6jk271NllN3lfq5V8UBpfN6819ssOmTLJDRG5hyzVwMsEWMK1RKCRu39rA+mY8MMrugTxOCoDexyE8gnLhSQl/JfdsFYQINg721i/75hWjDOGG618it6fW8isjeSVHRq4LHuP2x0RB03RymRwb5wksrOqAlCN1VwP5zIlE0yA87WoBTxj3U5Yl0YjjQByOSM7n/hI+KRoW6x0fUDaxHixlmsX6nNK+JdfL1X4w69r9Y0k00uoZY5CeKHYDFOuaMy9JRUQScWbNYn8BwudF+YjI/QmYD73650DwizKxYFWN/KKvDsWQo8SAlQC5UDnv9frguodRkGlES/+n2sGZ2DIW49DyMj0BZYtdHrGDOBMjK7bWqmBu8/Qvp+pGr6Zpp1FrJCjeQ3/AE5yf8QddJqJ/BRj4QJBBHAGfK/xj1odY+J5b4g042It98pSRLMxQ0gHy4DxpluOrVhdHk5JQIwWCqWu6OBZXkZ/EQgE3Y5rF0dYGXxGZoj6kc4F7rxIxujuheY1CMUZH8prsBleqRq6l3dNxpjkmV2k3kjYvC89xhtMwjDyXJvvse1Y5qm08iM8ZKNxwB2ys1ZAhjWyDZKnsTmNPqHXcoBbb6n1xsSo+3elsR5ePXEfA2TGbULteq4N3WGikOpYAKwA7HsMOW8Iq4O0dmIGCkKF2ij86tRG0+uE1TiABCaqvKG9c0nr027q8EcbBjGpuySLOWg1wXSojAxsvAKmji+q1cQRizs3HJPzA5TJqpHeVIwHW6BI5GX/AElCsf6zhCeSe5yGulVCSX3G7FnNo+BOtNodUkUzbg9UPTOsNJvBZVDBsxvSuArLVEt6HF2jDchiBnzNBp1RiZHVQh3Ek8qo9ve8tNIo22r3xdE977Y11KFtRpDviWU7fnuq+mahvbTSuRGqv8u7d6ZPVaiN4/Mw8R6C2aA+31xmHTk+YKzFQCRwcegRo1Rrcnk0D2xgQLsDrIhYeaibJHtiwEYZo44iGbm91gfbAtAzDlnJPzULAHtiskvhRl447WuVI5GU3UJI5ot8e1XfmiOePrgen6kpIFZdrMfOQfLWbPpSrI20Wg4DE5J9qztIUXnkADisB4QllCNwSPT1yLxgLtgB/SB3E+2JLqSyHwgAt+vqcaj86O6Bmk7WAAP4rHdLA0Sj8uSz35mA4vAyTyF2Eka33oC7yR8JViYjY452++HnO0hQ1xhb5GMfh/8AGUnwr8R6nVafvLC0Z2t3sEZseknkYwmST5m38n3Objq00s/SwQwDBWDH0s9spfw6b8p0zWaWTaAmrNncPU+9ZvelnWQ+GkkZkRCdpcC/r2z0u+IAx7HIvf8AIR/GVsQTVzlnlXwSaBIZf5HbHtXK+mMaaR0ERI3kG/XPur4AnGq+B+kSknnTLyDXIBzlH4saxei9O1uqb0QkWe5z5MWaRpDLYYTEtQPYnCpLPHILUWe4rBncPEZbsHv2rIMAWXc3mP1yOrMkYcqzMAO3bKwdXaJUZoyEuvPxjrS7nG9xsccBe33yWqARFO8gki+O+VTs9z+Gu+MDkt6ZjTjZGskkVD3vg4/AUYkCUpa9j2yvl1kU2pKaYMAnDsOxxshpyiFgAo4JHYYlqPER2VGCAevckY30/wDXHmLEgeW175ho5hGaj8q3ZPf7Vg9LqFhcWhHPy3hJyJU8q1bbryEjeFqAFUCxZIGV+umVZXLOu08gnk5pulZJ+pTSF2mUNRLL64/Pq7jRt62rWR7DKzV6uSVAYthAst7nnGumJNqZwzLRsG82SRzAhcx8VVEVmvPM80x8bhL7gWRl1odX+XdJEY2vy0M7X0DqC6/pscxkDMo2msbmYEeVDtvmjgxGJ/OjbF7AE1nzDrZYjqRG7sxUbSa4GNdO1Mi14vDAXY5P0H9s2BJQID4klkmircf3yi610lW2zMAquBxfGaxr4CDGkYUsr8Nu5OP6PVbAYipDEUWIPH0yxhMZREjmCE3d2MYUqsckj00g8q0ewyGndotxIMbdtw7HM6h3UWrMwBBodryt1gYOw3g76NjK7Vwx7NlA+204kjjRahmbbsrnctnNi0ybdLGocbGpgVPAOM6hCI9772agDu/4wU0atES/Cii2AlXxoSY22WR5KsV9DnpldgUj2miCK9MPFuLChQr+/uMm0zwoFgYklubzMalPFldSYuwKnkNkfD8VVnZgAo+b1yYlBFFVkWvlPf8AnKbo0Xj9WUeXbHJuZavjOl6STToymYiy1rXt9c2tptK+knMCO2nKcj1yo+GoW0Gj1sofyTymRNz03tXIzc9CVChltdRtpiJAR/thtWJk08qaqN3Qiw5Kk/b3yp0kUuns2a/pu6w8sjIVMXCixZ9c+1PwV6h/1H8MenSswLRgofoQc4v/AImOtrHpNP0vTyHxNQ25lPqt5wGCNNMm4KuwehPy5P8AUMok8RdpW028n7YKWZU3JG7O7/MCLOEjiDKFbwzt7WecBLGrRMygsfTebrK6bTLPEY5ohtFbjz3v0yEumaJxJC7CJWpCOaH1ws8qv+oGXehAK7cTeWSnbdasduw1RvGYQS+xFVVjFFQeBgOr6jZGYNOAjMKv1xXpWik0+n3h9zHuWy2LK0VllHYMwF4nODMHAjDFflIFHPaJvDm3OzAEcD2OWse/wRqVffsPmBGVcplGoaVVU36dsLGWso+1LrkmwMnqU8QMFnAKcWooEZRdWISB5GjQIgJBHdjmnQP4AeUKqMxtjuvn7ZB9X+aDILjkPNDMLpNRLGqlgBY4rNw6PpooYmeU0SBwTxi/V9ZI8WwGNQhtQByRlZpowPM0hBJ5v0y2hn2qzUhAWjf++dM/DrVxzQvDWxR8vtm46k7C5WEAKO/vgRuIBVCbF98+btbBGz7tjsNlMSaJP2wGhuN4w69+1LzX1y7cLPGxG2JVN0Aef5yu008kmpl3JvVmoJusVlN1lJtJqmIgAVuCAAwXAaeQONoRlI+Unij743FqGZzwsRjFMDVn61j2n1JlDBmRbHHHJGH08wV2iZWdByxrtg0kYHexJjUncqj+MX1KqyHwkKOeSe5OVWo0+50S2H0Hvius07GIKKbZ85NHHelOhKqSQN3I/wCMtWTxJFBkYKp9/T6YnOGLqYGEqKdnzAE/zmZXeORId5daIYAfL++TgiQzBGLRgr3usbWAsQY2vYPK15HySOhkVgymqulOE3KU8Ixs9n1PrizRb4XANAcEDF3Dx6faijd62ea98X6G6w6qVlKkRncTVFj7Zty69GUAqY/KOBTDLXS9QECurbrIABKFa+mbR8KnS/l2h1khoHc3nPBux3GbXAEmJXSE33LmW7/asDPG0ijxizt6k0b+gxaWJ3ZQzbVIob2Ar9sivTkLTMWaTfVkE0Ptn0z/AIeesFvgvX6QOT+X1FqvqFIz53/Gbr03xR+IGuZCfC0YEKEtxY75qJe9OiuFdz3BPfPRSusgkCGKNPbDK8c+4CFxKOSewr75mO5HTxAQgHPOLa146dipaMfIA3rld06f80jLK/hiieeSMttNIj6cR2PCfjcq839srOpyCKR4iBTAbSBVnK+PSTSJ4jOFQd+fXGJdUNHHuVgWYDcSe5yn0m/V6x9VORe+k83FZsSISAQBtqquv3yEcMqqSdoo8C8aiFKuygX+Yg+uJTxCIEiWyh5AHGM6DViTTGGMhiRbX64PVw+m5h5eRi0TNFEIt3mI/Y4aICJQJWNKCG57Zq/WZwummVfKWsAe+a7K8RicSEIxS7AyGl0ytD8wazRc8ZsOj/LI9DYdorvZOPzzwwacyhVLqarNe1OtSR1YpwT3xmOuaFADcTllAivIIw1KRbeW6zZPhHUnTa1om2lHIqz3Gdccg7XYKoIA5PFYs7MrEKLHpWfOuuWzKS4DrxQ/4OVausM0LK7mRk5O2qzb9JJE+liiIU+UFmPe817qmhk00jJCTRJkVq/tlNNqG1QaNySOzMOKOAEcbhVdvBS+STzjExhS9jES1RKjMwOuocCQt4prgjuMvY5THt38m/lPoPb64BkEm5OYubYH1xdoo4zIyjeAKu+2JrGszMoVw5HlxHWK0Ik2pZI7nti/S5WhkVSQ7HlSf9svmYk1IgUsOx/84EQGU7QlqvcHv98aaAeHtkfw2Siu0fMPqcksfiFSHYem6u2MeGEm8FZQyGrNd8xFStJuPieHygPrkvCcOWjK7vW8XkiZLNi2PDXxldr5dsZAQRr23g+uVek1Yg1BZHtzwT6f/nNgi1d27lnNd9oIx6fXSTxBonBPBK7ay56T1ObQX4hYGSiASec3bofxNHNp3/MEGUmwQTx/bNnj6jpdZpYzFLErgAMPXv8AbAwayBZfM4LAeQbu+Yk6mp/SFAhgV4J/3zefgX8QYfhTofxHLIRfgfKOPPznHtLqNTqC+v1rhzqGMu4CybPbHC+5HXwwD6EnnE2kXTWJIxJfBB7ffDyQ3t2yDY/AGZjSm2z9kBojIg+OjgMTtPoOMqpWjhLtCpUk+YEd8lBL4biSOQhRyQO2W85h1URVFR2Y2D2IOVJjSKdlcWnrxxYzW+pal5p10ujIaMkFwMudJpE8OPwyGP8AUpGM6abZ5GYeNXG49hhptWCAsi764JHrgY7JKxqypdgA8n6ZCeXapJUop7L64vFNGjbvNu+nbHtVJ4pJBZhtBNemVxkRRdlj/pKnPEyMQ5UBSKuvTNV61OkEqJIzlQbYA+v0yg08kmrmZQqspJBscgZnXdXWCGOBVXtt5GN/DySyMs7ptUGiMuNTq4oleMqXdu/OV+hTxyRtC7G5LeuX0cSRAKwU2O4PBGFeb8mC0ilRL6+2S6dqjHq45EraGAGdw0eqD6SJiQ4ZAMPu28FGJ+wz5wdXkahQDCypxCVhG6JVkkjbzzjHTdSIWUAnymwrcZcdSf8A6lplAstt447DNLEbO88UxqZRw54BGYViZBQBodyt5kzRbwYiwlHqU9ca07/qL5Axbsy8EHLeO2TfqV3N6An0zJjA3Kfm77m5r6YCRyFk8KIbPSxV4gwCxq6/puPQN2yDRnw3RqZCPNvNjNcWY6PWo8RDpflNhhmy6WYa3T+I77HY7WAWseMSgRqaUMnlZvfBwxtGhYG64oc47DCkcZ5JZeSq5JFAZzHYBN7DyB++Zjjj3SqpXldxHqcUmTZEWRzYPAU4JpGVkLglR6dwOMQ6ifGhQElYyeVrsc1xgsJYIWWXdR2mxWWfTnrbHCaYnmyO375ZS6xNQGJQrIPKuxe5wR1W/TK0jt4iHubyx0vUyhUiRywIsEkXmw6T4jn0zDZuQFDt8xNHDz/Esx2SuxEagAA3f3xHXfF6qsj+IzSIvmHh0K7cG8W6f8UTSaSaGPeI9S4DX2oZv/S4h4Ee1lojgKeCMZ1HmG1ztccCvTF1iVpmVx5gPX1x2FxRu9q8eYcDF0dXh8jGRlJsAVWYDMqbIPKz0CL74s8Z3EtyUPqbvB+C7i0oA8lawukKx3ssE9wcX6zJ+R0haQlnJqhmr9N0rBmn3bZJDS3l3+qE8NXp6tmB9MD5VKuUIYHvZusf084kXcTYB+Wsh4+932MLH9sjqnc0JHVio7nFz/6h6QKHHesykjqjhyd11x7ZAz+cKrFRdm8WknKxSBpC8lil3emaX1/WCTVSBQRZFEemJLONFp2Lkl3HJBvjAdO0Z6jMfGIEanzELzWbQIjpYjFpnO5V8hDUDiOlEuvnaNiqyD3PBzYNJ0/w9hCq3vz3OPWpV2dSSpobTxlfq9UZkKgENfBPOM6NCIQSpLr6VnXPhDUnUdOVXFkDvmzRbHQFtxPrWfOkmneF6ckpVXxxlZO8SRqxJYB63EdjlegkSVZpXpjdDfY75tOk16+FZcuoQ2FXkfvmu9QkQyNsZAWat5HJylV2Aetxkuhz/fMQsDOVK7XcEkXd5ZIyRNHMA7N/UQvCjLGPUSqQAjMp9a9MYjZVZ1YM6nkc9sT1ZWNVaB3tTypHBwbTO6rUXlbl0B2/ucU10PhyAMVWL+lmFk36Zr2rWpL8IqIjyfQe2bF8Pajx0KSRcspIIHY5cQtICPEDIAa3DnjDTIIgpim80l0Tk45pW07+OqjfS8DvniN25NLEwBI4Pqc9IrybQ8QjYnlh3FZCZVB2+gHAod8E0UjaceKA0C0b9cr9TFGOWYrZvy89s1OdVh1TlmLL37e+YjRS3iq5BH9OXf5mxp/y6guDxQs/xhyeSJY49935B6/XPCUSKFEaoR6hjycmjSbWjYEOBasG4/nENRNqGiKu0gq923nj0yvacaqa5yxRl2le1nN/6T0rTiTSKke1UQM/m/q9qzf9FptpVmJvvx6YWeVZlcRoVdSLPqfri0iwzohVn8QttJY+2FEjB12OaB7emEQqJC2xgpPNcA/vgXCeMURqprXd3GTaKSOMFipbk97vJJo3Rd7hoy4sNffKxh4cxM7bU9KPbKvW60a9lQJuWNj5ie+YjjVVpo9w9CDjum2CMGcBVsjj09sXdCAG22xPfd3GFUKsoEcioygWpwqxkyB/l/1ACrzDxpYLmj62OcRWMR6gsrGqsluMjICJOZNoYcXzg1kBV/KfKK3ViMbqJSzm74zTeruj6yQgncp81eo9sq9RP+ekVRGAnbg81mzaCH8vp4xf6deb6ZGcSzTKVBCJ6ZZ6CFlk8RNu4jmhl9p3QKKW/fjAavUBPKtURzXvldp2V5wCaN3TcjLeNH8YgREVz375vHwTqWicqBYIvk50WFn8MbW2j2C5xF4Y57MTxtfLG+SM1nq2kKiQMpj/ANPP/Ga8NOtgNJZI+2WPStUE3qJBbUAo54+uR6yqxRu1Kwq+EsDnKcsGfZGwjTZu3165X6SvHErSMpLUp2Eg5baXxGUCJGkZmoMe1Y9pmlJV3G5BwxHphmbw41dQrqG8wJ7/AL+mAk1SAkytXlO1R2vIxbinjPGVQ/1lSSfp9sW1YLt4kamh6ng39sqdbckhaRn96Y8Yz0XXnTSs7yfNxSZuGneQ06jirAb1/bDPAJo95FMtEgDgZ7TUzSNIarkAYwmpLnzDkjgrQxWRT4hC72H3GCPDUELNu73YrPBZWVxTMCaCrgp9KWiUhSDdEVmo9a0X5VxJLtt+69spoiXKAjao9VHJy40GpUbg8a7ifKxu1OMq0jlwNgN+Y1831yZj2sNqizzxYGHYhNglKjmwFYcEZOcwrGZY2Z2/r3ev04yj1KRl0ZUQSMwXbRHfsc6j8HaWPTATSsHkUd2NAmuKzZenyPqNM+onKv5iB5qrnJTsjyrEhdT2ahx/OSMccBHhusgU2CR6/fG9RGAkbkqhYcLu9cApdVO4K4u9t4JC0vikNbjiiO2YV2jUgd24OE8No4R+YOxe4Jyh+IdSxVdNpl3yH5iBxX0wXT9EsEQKMUPFg4xqIuHBLIt+n9WMadVkiIWiB+94rOQsisG3EmgB7Z5m2sCwFP3f2wwlVTQbffrg9TLvfnzX6gYvqGR1KNbOtGx2YYlNLHG6hGcn0JGJjUCDxPEarPABz0jxIniGyPtmg9ZkMPUJZYXVvE4IGT6PpJGNnknsPUZtWj0HhqvjcGv6h/4x38okqkaV6kPO0tfH3yUEZiWiVHPJvtht/hOSZQQOCR75ILFIHO/eKsmqzOm8KmZRbHgWOxyziZVjjlAVr8rFu4P/AIy16PqXj1OnZAqKCLri+c67CbiQiUAEXVHPnsa/8uCrL5Qa3AXWOyyx9Rh2sQzDsfcZQ9W6TUW9UujQNds15FbQ75UJjlX5eL3ZbafUp1KCVdSGW0pfMOayim0gXTXGQQAfKx575GBtkSxS7Qw5W+DhobDMFKguvdzx+2OKjSRxKJBzyVVuDk1CpG5Tdtrk3f8AbFtQduyN6ZgOfoMJHM8cYVC3H19MBMjTjxmZ5D7s1ED6DK/Vwh0djICF7GvfENCfBnCrIDfy8c3nQOlT+NCGlFv2bcLrLNoN6ExOVI7g8Aisil7VijWrFElcwkUUTixvVTta2OQljUh1als8AnPLpRGoKqpLgVtPAPrkoo20zCeUEm+FHfImO2dQWNmzlH8TaUDp7OFFjncRZzULkfTNIOBu+baMhBIhlUKX83zfU5cBEZmWCW+PMHUCvthfETyxgMVqronnJ749P3Hf5CFUg/f1GQ1ep2aUFu/cnb2xLpKDWdciLW0YYFiOSKzr2mgjTphWN12sbYf1X6Ybpo8DSPp9htq+Y8Y21RxfOoYmuF9Mk6LRollsEAe+TMBYN48hvsgAwMcy6aW1tgVqzk2kUf5XJP8ApORhclGQKQkjXz7/AEwXWOpHRaVoiRI/AUE8fvmsaCRptTK01pIe3PA+2XcGwAhzvav5yU+54lIcbV7KffFImCTeIjKpagRV19sYdQvp+oTQLCgMW1EYjKBE8oHNjvnonVSxBUKavPSuBxHTE/8AyyB2mHew8Fge45yu1nlX9MKxo2R3yqZw52nuO5q6zLyEablwQbKkirGaRqmXUa9vCG1mPJzZOk6ZhsKgGhzz3yyknMYbwyvHcDvi+llcwq0YYyE2D2xp5JtygHzPzV8Z5HmAkDqGpq3X2yYmZgRe4kd6xrQJw25vEUGwA1UcuXTjkNDS9gMf0Z2ywJRfzA3VXnUNIGmgVixWhVZw7qnTvy8TeEx23z65UJ1H8uESC9qjzAZf9P6nE2mrUblo2LX5sr9b0JNQzywkDnciMecoZtE+kkdZmNnsAOLyunlVlYzAhxxZFfvi+lPhzyyzhtQEFKK9P+caE4eric0goL8oOEd544Qy0jOKNqOMw8v6zKZFUqRZXnj2zAIm1DnxStjny98JEy1cm1QOAT3ycsb7FaV91cAD2xCfRja/hsWBI9exyr1EBimDqxVh61m09D1T7vBkkIPB54zcDB4ibyNyqtWDzgkBco7khQe59cKzBEZ/KDuAPHcYPURqSKZn+hIwTQ7CNhKUbAuqyCSMdQQHNN6kf841ozJLqhHIIxZ5I7jM9a0aydO1CoUlIUivbOaaMq3iRE35u3tiWoDQ6txGC6Agmhj0YZnHkWnA8Nq7/TGWlkSN4pSkbAd6BrMJEiJTOhIA27ieb9sW1kqq1TXLXba1gffLb4P0ztLJMo7+y9xnTNNCzxjxH2sx8oBGMMWAKOfFNeUjsMGstR+faecZXbtenCDgjmrzMyMvCShqIsnF2NPHcTFQdu4HhsyWDlhW1F7bfXGd/wCV0Z3EhUUkEjkZp2r1knWdSd7s0KgFQi8WPU5YQQNpwu8Agdr7HGLQSMwsFhSc8XhGmE8aopK7DRA5yu1NxX4Qtia59MJDK2nO1iJWB9TZyUjSISu0yEm/PyRi4KtZEdhjzhHleA74ogAePMMgdSrqIiwJJvaPTK7WcOsMXl5LD75r2qnaNlUK0Z3bSLzPU9R4WgolrC0Dea1o2Qyh7O88cr2ObdoEAgMhX9RPXt/bCrCJZZJUDW3pllDpfCgsrsrm2wTPvLGtvFAZlU2xBWI2nn639cj4STyeQhj2HNDLrT6ZI4lUJ4bjvtF3lmIN77pSbC92NXkC5SZdjbdtcnOu9HXx+nQSLGCGUd85HrdIJA6j+rv9M1nX9MMTBPDBVvKTVH+cotVO+hk4YMFNALJjOj61qFMxLgLx8x9Mbn1sc0YcuryAXw15rurYF6Y+eQc37YkJpIZ4hvtOw83a/rjkUVzylU8xA5I+b9/fISyJv8Dd4p9SD/zkAJAshSNtlef1r98LAGZSibtp5s98fggCxlZk3X2wm8xSKEZRfFNiuqWlNo9k8EZU6lTI53kpQ/fGOl6uGCYFJpS//wAuwrOi6DWeJpA1li6hSzD1+mSmgEirHGST632HPpmTCTFJXkVOzOL3H3xUw1R1C7XPZh655YEXem13VRe4k98HKoOpRVrZtBoGsnB/6fWNskqxwQecvl05kgkBWldD3HrnISU03UtVHLwsb+g5POO/EXSfD0UGvg8oFCSm/wCModNvdwZC5A9SpyzSMSrII4mDL2LCt2AlWUs29VkMYsbfbF/EfUTDw0I38Uc6F8P6BdL4ZLFBs8w+ubXA8bK8YCKOCG9c9NM8SiONQ8R7kcZ6SMDTszAbiwOGk3tBtiRWCqL+2DKScc0xW6IyA1DooQkkdzQ9cc00KlXkkN8cUeMp+v8AVCb02imt2TbKB7ZX6GFdGiRpvZ29hVjHpXfTNTIRYtQTYAyUHhSMpIVQ55I74xqyVLtGSjLQs+2LSIsiDcu/d8xHple4SN9sZbdfdhxhgWKkO5MnoMEkhiQBgyknmz/tkZZDIdyyOQvHmyBZRbgbieCRXOLyld1mwa9e+a5q5Gp2Jo1dnmzlR1iVmiWJvl4IPtiPS1abVKGJRRzYXvm56eBpJBsDFOK575ZwiDTAmag/cD64nNrpNWHjo2eB9slBUTqZHPlHbM6rVCaUxGtx5BUZa9P0sUOnWSWPbJfFt3y46fD42oLPuTy+Xi7wupmWJSaRjdEEXWVqy+PKrbFUXyBnWvh7XA9KhAc8Cs5npdY6eUKZCQOBz6+mE1Wmg1ahnUm+/PbNT6r8PuVZ4QHQDgkZrrdNlUKZLVfUAZCeYwRKFY9yCVQ+UYqksdLtcSoDyxX1++QkCykwNGCVO5CigD9zk1m1CFRsYMy0dvPGEjESJzG5JPlUiqGNxwxT6d1Lldx4UD2+mOxQBkST5SgsKRXGZmRN8bW0abeN3v8ATIMocKB5T/VYxJoJIhKDIQL4vtiTMAzeMUkJors7j6Yiuo/LSARxmpHs38ub/wBAnWXSlFIKE8jcOD7jL2BnglTfSqKIJ5JxnUtLqXEiuiUp3KV4Iyr1CtKg8FiCv0wkbTxxsAVCkeo5xSTTkT7i1NsvaBkHZ1kV0QiRhYPYVm06DzRW1spHr2vOW/GGgOg63MyC0c9l7/zl30Uw9W0sug1JRVZNqhqJDe+aPqYtT0/Wz6OR7aEnbR4Avvh9N1PUqhE4Mu4UOTgpZWfcy/pIa4U2csOk6BRMhkkO5ja2L2jN+0cTQx7EbeH53VZGWkbq6lXUI3pQ5v64aLaiOrtuvihnjNH4beIG4Fepv2wJVlQyFwykDy9jhUAldTMdtiwAboe2FhS5kZWHhk8A81g+t67/AKbpZpS4VLAUKALOalpmj1OojllQeYgljV/bLt23zbkd9g4oKOPtntQ76kKqy8gVyKvJooliSMSAFBfHF5ORvFIO5mQLRW++ShZo42vawI217ZWTpubdEOE+ZfX75iQNJ2kVaHr64HeUdtx4I9cgJdhO8nwz2JHfFxKHJjjI23Y++elYRqWkIJHcZr+onE0nmTejWoBAG3Nc1mrMrKoLXdOp7ZY9KibT34bm74NembFFrhGpZX/UAsAjucVXWSayWRnNcjH4YmjjYEbpQR5vbJ6fQSamakJq6J9MudPoIUpVQPKf6lOWem6b4SM2oY7e4FjDS9RTSRAKloBRYPyMp3166hmEasPNuJ98tOnwb42kANt7ntm7dI1Jj0SqXs3zxnOYZ5Y5d6lWb+n2r2vLOJpTt2lQtWRfrkNTKQHVdxj7175VT6OPVU0e+Nq77QxzWdb0XV6cSKniSR3dXRH1ykk/TZlmDgAgFbq/vnlKkIkZpmug3b+cMWeJIbZQ4NFb4wsMYkYzOe1gqmPRxAWUQLx2bCIzxoVlIBIoX7YOSZI5i8wLpVBQePtkjqA7PJLpjExFrR74nM1+cnjuwHJBxBtOg2zRssbXYVj3wOrKSIru4D3e1eRlx8O65YJYVYLGp8rFlv8AfN8baY4wqsQ3O7+nJPDIrByvBHBv0yBciQB5S6f6PbA+Ksj0Qd5agL4wM26CYmYFpF7gHivvkNRKyTKbHmH3r+c2Lpch1EJRVCleWs0APfNB/EKMr1ePURAMx423YFetYh0LVyafVq4jKG75xv4z0iyLD1XQxB967Z/L2P2zUGBsOpKrdAgf8ZNFMk8URanHexVj65t3SIXmcqi8JVkZtgmaK/Kyx8BWrkYd3TeXjDG/MSPfCQTlI3NCR2NgAc5hZ3Vi1siWN9jtkpHeaUhD4iqN22wK/wDOGSYyQhVAZn7Cvl/fDwwDSBjqGVV22ee2aN1jqI6rrXWKW4ImsDeecLplcQxyOS1HhWFV9ct4tQm1mVSSR70MmdoO4Roh7Brv98zEsbu6sdrdlP0yeniaF2WEkhPmPsMNLIrmiQ18s1c4uRFJGzL3IoEHAIIREztSk/6hiM7x7AXBYua+2Akl8qqzAqnbi6xeLUREORIzODdVQrEZNY/isyIpUH2yv1M2naKeRA4kJ5VRd5rcKyST+YEi/esuYXkjWgwAXjnucf0mmknlI3Mu0VX1y30HSQ+1tQbo+nc5fwdN3zEacGMMe5PfLfR6GjILG7+o12Hrg1VImCRi174HV6seHsBFj27jKefUMmwKQ5PpX/GE6bEzh5nVmVjXl4rNj04SIIwBKDg/TLfSaxYYyoYEbr9s0eKSSjtiJSPk7eOMfi17IAqsjrJzQAsYeVwqgiIMp4Pmv/8AOKzCMwERkDm+R6e2Vk2oMYaiVLimoXxmp9QS5y0SmVz2BGJ0wDKY1s993ocxzNL59qqtcJlhpdiB5I3O0ejd8e1A2M00jeRgPN7Yo0oWK1kXUH1HtgGlLkRyjbEo9PfBNMWaNZH3e1egwupEmnUGIoyP3IXnF9/mMTIpfuwoYpq6lSo4uRxYNZnR1pGjLncxN2yjj6Z0XpM5n04Z95J/pB4XLvcXhAck1wvHpiWwSlmIKSAcCsQnIjZAwZbNnPalmcEIVIbv7nMwHxXRJAOAdtj19s2DpChg6lRV067uR9c0r8RoRFrYpK8NgNxYHhvpmlnqJWcNFYB5G45tOh1x6jpZtOX3K67T7DNM1UDaPUvFKKcX5ib9csek6eSKOXUT7TYAB7nNn6S1QhCGBB9/75sUU0gWQSMCrgV7k4Uu8RRWBNAdjWZ00xETPwG3UBz3xyCN5Ul8O2fbub7YqI2Vm8Wkdb5PqMe6aQYpDKG45o8DKz4n69FOn5bSbI34Xk19+c1qDSrpt7TRkn+kgWBlguscoiKj3V7qrjDQ7pGN2BW4Fjh4mbwjuZTTUQB3w0Q87uxPlzOp1CkBYyVZu/pgH1QhmCRkGx2PfGdO6liWpRXtnmTxAXQ7lHFlfXK2ZfHXzksyj0G3nFmV4XPlA2iiFN3ijyC3LREcemUvVNS3iSLpP0/ENKp9cF1KBuk9PjhMw/MSjc4Ht7ZT6LSy6ogpYI4JI4zZoekyMYEnjtjw7LfI98vYNKun3fqqFWhyOSMcfqmhiCLHKrPto7uNuLSfEEaIPDcVGQC4PbGtH1d55FBcBSd12fNlhLqRTeEFNiqu6xORt+nDOo38gn3xCIeLINwKuDwR65scMdadY3AXavlr/nLSKIJCrLRoC8b08cUke54zZOafPCxMpkZVZqs8gUPTjIaVjvbaQrVwK7jLCKVlcm96AUtdicJJGQjjwdwI3A9hWUGt0hcuSSq1yAc1vUHw5QGJP1HO3FZwISZTIJWc8BR5SP8AzhHBKeMke1WAHl98DPLLGiLsIi3UWGeEp1M21SUocD3yCKUdI9yqoBYH3yXjHVkRyTEnsg4AwzomkdUlkWwK4Fi88kse0qYw3ryeAcwzGiSgUNd0Pb64CdQkLOFCX2IbnEpEAUGXdKQfmzafhHqpW9O53qTxffN6iDMjbGZhdgnsDg9QrLHu3qx7OFHOVUrxvv2RupjHltrJGLu2yFWi3Fq5F84fTeJIoZjRHpfOW/R3ZSpQEeYkgeua5+J0EraHS6lEakfzDuBnNpX8SVSx2ygKBQoZY6XVS6dBteIbB5vrzhvATqk4kKIVPJ7iv3wz6h2mWFPMoG0hBQrNl6eu01EQAq/Kw9ctNKzuj70BJXgE4woE0xEyhSgsFj2yccQkmZ0aOKXvRfynJQSShzctX3CeuZeH8xMxU+dGF2bv6YzreoN0fSCY0TVAg979M0mOJ59W+p1DB/EO4C/l+mWmkgLps8UorHsebH2zEgdCopgqttsdqxjTHYKDMXCmhV+mZgBMbhWa2ogmqB+uGpllcO5JPJo8ZhdDPrI5J4StLwbNn+MVTTzbyzIxMfqcsIJXEoRF2r6E+uekE3huEIAQ3TdjiSOYYXZgSx5pVyrl1EjbvN4nHY9xlbJJLDvlmBRK8oPrjHRtDuaXqOs80CEiNK7nNZ6/qzqeoMSzEJwAc9otYulnkLAVQ4298uH+ICYo3Riw28gGqxCbrWpeVFckoeaHtgF1P5iaQOGYf0mwMu9JDNHGUdDyBTbbH75smi0TvssoOODXY4TVTmIslDg2efXEhqvGdEI5Py5YaLR1Lucdj6++XUSIqq77hxW2+2WkSbdoHO7tj0MbFTRPf0Oa1NAzStYKKw5ogD+DlaulEQN7gA3zL6jGFConDAc8buMiNQ+8KxLbSB83f6YCcLNuQRAOTQ3ZrGvTaJQQyhe1cXlZsjI4Yq7C6Y5jTSOgaGWXy/7YLc4LOXMkYPnA5B/8ZnUuY33KFiATgDndkYF3KrqAkb8gE2RmChZuytZ7gY08HiL4qhVj3dt1m/thGYTOEZV3JQFCgc86MlbygQXyG98g+38vQVdoNlttk4iUlcsu8iM+YA8VkNBOui1KSPJRPqM6b0bqkmr07KoRuB8wrLKRXiapFUqTVLgZIVeo2JVEN7tt/tYyqmmCyP4VADtYyenRvHDhgoru3bLHQ1FqQSxj3cWORiv4hRmboe0uhjRxbAnORqok8ST5lDgXXau2Sg0o8cWSQWpgMsd8umjMWmUrHzyxGe6LC+pnBotGD5mHoc3KHTiGDiyy/MT5r+2WQkEyxigLHeqrCFFgBlRfEKmjuPfDxqjIz1tSruucBEpJJkeo/T1y70Y00WlZp2EaoLLkcn9vXOe9c6g3VNUEjJEEbWDfDVlloEipE2kMV8zHt++NpGgIkYgqBQoHDz6ZpI47mAVjezbzXviywujOYJSjiwL9snGjCI3tK2A4vvk1eMrJt2XtIUA1gdOrI1NLsYj5VPGNM9wpJzXynzWTgWbfIgsKF7C+5zyahdRvQAWOLYYLUgwoA/m98qdbPHFN+knL8KFyel6TNL/6rrRB06C0iB5xbW9VbVxBAhh00ZOxQK4zSpzvnlEakgm7PfJCVYIVKx7m53XkHd2SNQvlYcC8Z0mnmk1J8IMpApTmy6Pohh8uooFDuv3JzY9JpSFRpACp52k4XVdQi00RSNdpvk32+2a/PrvHlZYxuP8ASSO+OdM0cpdSQQbsGu2bPFG8m1dlDvuv198tINOHA53OfQ+gyxWCWIIzcL6WO+SEhtqb1ynbywndExo882VxZl8XTMaIs+3JxHVzqgVF7DjnnFidhj3OQbJaxxg11ZYspI2rdnKnq2nWeiLb22nKHUE2FaHYyCgb5yKiMylttcWeecLBq90MsaDaDTMfWsmsCrHujV54fVT2X64smmVFd73SAGmrufYDJxOyySH/AO4R5ABde+SWXygsjqd5Fjg/xjRZXiDCOjVA3Z++RSGJI1ZmZm+ZgV4yGojE5UI5VW8wAWgcRmVkX9ZDae59MRkRpSPyyqUA5q7Gbj8IahZFj09qzbuU5s/vm7O/hMbVit8gntiWpdnZTA1L6geuIF1dj2Lj5rGRcqX3g73HB5yz0jMJAXYKAopD2OT+J9P+a6FPEu3tdAXnKU0bxIVJpQDZHrzjmlgYQtLp5BJfoy1RGVMk2qkeWIDzd6UXR++W/QoJCxRkCSEVuZqHH29c27TaeRoRGTurndVV/wCcaUyeCwSVXK8C6H785lG8qFyCw5JB4wxf9MF2Bhv5RyT/ABkY4ZU1J8RSqdxWVHxH1UoiwwUZD3J7gZWaCJk03ne3Y8ow5r75b6KNASyyKtWChx1WjpxIhEgPkCngj7Yz+a3adtrHcCFC12H3xNpNsLog8/v3zGnkXY7sRuFKBVXxi5KSFSVERs9u2TXUGJwUNmuRQ/nDxbW5U7gRxx64WJGZDv2hlF9s8fC0MPL7EfknblYY9Z1lmj0KEQg347cADGF0ek6QrSIw1GsHBYnj9hlJqtXJqHkeVgpvhR6DKjWTBI5XkPm2+U++ayN8jrzbMeMsk6fISwkAWkJO8+v0yEZXyB9odB6ZedOnDiMlPNVbvpl6uoEYUbdxAsc8ZJtS8t24LKL+wyv1TSz7fDAbdwPt741odA60zhhXHy5sCRurAXZry3xlvpdOSu1SQx+bnLWPTiIIBVgeY5OXVFVKnzsvf6ZHSljGSyX5vcDE3kJjTcu/evLE1YxBJabb4hjCnt3B/nE52R0k+VaPFDviOpVpWQMNqkVx7/XB+FKWkB2xRtSlQLv64ozCl2mn3VR4ys1sLSnfwDdHj/bKtm/KTHxRY7EA3uBz0eoXTuqAIy/Tg0fTC7fGEmxmSMfNV1mVB8JUddsbNxIF5B+5zLRCJ1MrlgSQNo/5xqQgSIQLkI7MvGDbTNvDadB7MC3H7e2Zj2EqnYtdgnsf/GA8+9yWCjsqj0wGsqViQrxgEA2eDlXQRyaKBj2N3ll0nqC6TW1bGiNq0LzpcOqSfRhnfduoDijeY1ESxotOVJ9cRnGxDtYSSA3RFYKfUOq/rBLYd1FYddSxlj5JGwZcdQk8To890JPD9M5Zqyu4nxgjAeUHJaXWDT6Ah4y93YHJyjGod5ysdiydwvis3HpOko9lWJVoHcbBy6h3BViUcL8zE3WMsASnC2wsgf8A79MiEAUiBtwJP7Zlw5UJE5QXZ7cnPdQ1q9O0Z4G9h79/tmmbn6jOZnBBPA5y30yCgGQjitxyygSlVUY2D5nHb7YyGjht2O6zQPtmYJg8MnhqGtshIk0Ufb5hYWucVSKSjTbaN5OJmBcCU7RySQCMGJlt28LcGHlLHH4GZWO5QlL5MknjTELBA0xogt22364PUaGDQosmun/Mv28MngYhrutSGP8ALaNRDpyOdnGUUk7sGZ9Qdw7cWTihnfVKruxLr6EemV3UdRabJUIs8G+31rKsr4TGiTZ4JFYcyMqkBmAquThYIpZZF3Nz3AC982XTRxRwpEit4q8vzxzjmwl1VhtPdb4sZNNKG53BA3oebxvT6USDbFXig3uUnge1ZYICHIjG3b3Bx3Tb5iC0e6m7g5eR7YwPLQPAb64TUkGQp5hu4JBxXUaKOaBoXeUBWBBRqJN9ict9PExj86km/XKhkaVZZLPAoXQ49sHqdOqQ7xGZCoAvddYmIJJSEaNQO4B9cCmjWQM27ken29sBNpyrne7KD+xwYSOMSfLK4Ucn0/fNc6jIDKNpYopvaMo5JlWVyyEoeac0f2wSh67qR9VsjLNWjKQitzMNoKcX98YfTiHToFBcE8OeCMFM1naXDKPbg3mIiC4cFpGI799uHIYLs8RZGJvyc4KQmCJjyCBtN1ZOLSMhiDCR3cr22gBT7YGQPJEsbNvvuCaxWSWCNJhLG/iDhCOa+uAilWeNIkA3DkP2P85u/wAN9WR4jDtMhXsbuj75fyzkSqCd7V6DPatQJB4jpRFkL8375XTKGcMqJsHpu5wkcYFAm19K9MuYl8Xp842qQUNtXOcen1DLrp1bkCwAfb98sunos+ik2MQCnJrgYpoNG7TMAFECtTPd2Bm16RU0yl1ImF0rjgH9st4CfBdpVCySDj/5fXIq5ZwsbBx339hX75NJvAZw2wBqPAsVfpjyxxQRGV5EKEbgStZpHWNU2vloWYVbg365PRxoYiDGQTxwfXLXRpsdbBaJeSO5xstGCzEtTd6HAGBEyKhEfylqtssdFPAhBk2swHlAFc++OGWNyS72SOKyrngqVgrKihbG41ZyrOtYOyrGCzcMVF2fTHdD0jqGtkSTUgQRLwATX75cLpOn6MsZ5DNIva+wxPUfEk7l0jpEqhsQdspJJmckg2b9cX1M6yRheA/a1OKzQtBtLKSXUf1XiMbmEyUqbgeWI5yp1wEr1vAPeicRNgm2Br1u8JFvlk8imYVzfGXqBB4TFSrAUQO385ZRSDzMAAAAdvqcK+t3q0zRhCopfNhtNI+rCqGDeYHj/bL59sSAhl3+tCtuRhdpZzGqlgeWPvl9pNPGvLK6p647Bp4z+mjN82629DjS6Z3Ukru2kcqcagjUWrg897yyhhHh/KWPqRmsROYkIjAYkc3zmI5nCMx3hgDxXGKSSRiFwEO8ng7u2AZ0ljiWthjjIBJq+byu1cjSPu3KoA5snFdTqYj+n4iixyarNZ6jvWTckqhSOxHzYhJHuiEgBLgXQ/8Azg23aogq+0MK48pxvTybdqzhpCEpRdf/ANsbjmKQCNtniKdpYWQRmdscpFCxXzg+v2zAfw0R2PrXHFj74s22YkbHQjgXxWF1CifwVu2K2yWLH74I23mJWlH+nj+PXFpF3sXfixdgcDFnaQeI+lYlD8wrv9sXaBW3MimNgAxZfQeorLDpOtbSaxTCaQgCyar75vr6nxFickDyhbA7fXPM8PiNIVMvAG85hCjKVjFt6Nd5DSkwyOWbcR79h9cu9Ptmj37xs2kMw55zj/WY10/Upg6hlL9zk9Jq3XQyIqFUfiwaGWXSdBJKPHQNwb45zYY9KYtMskkglYm1Fcqf+3JNqpZE8I/0+68n6A+mF0wNBiGYqewbtj0LtPK2/wA8ailvivtlN8Ra4xQmJWC+XsfvlDFGV2+I6VdkC8tY5C8QaA0noKuzj2mhRaMjMSR2HGEMag+EzkGuVPevfA6kIKBJaqpRx/fB/wDqC26AbZWO1QeB/OG0iyx6tV6jrBCUN+GVuxY9fb6ZbynpLJ4ks/jkHgA1WV8XxBotIztptOoPocR1PxHqdS4EZIDd7FYGPVzyuxJdgRZ5u8C+oCDxANrDnvdj7ZkTeNKVdwpC3RN//wBsDGXcFogDELDFwRZ+mQbYsSctuVL3ep+mIqPFkIBC7+5Jyqlj3STFYw4j7sRWLRkll8FrJ5212yz0umdXDKd7yd1U0Bjyum4l90YJ5AHOMeIo2rCd/iXtDdwPrhopFbSbI0BlLd/YZbdNgMEBdtve+TXGMSeLqjF4aWLN88VjmlV9Mtjyuo5ruMs0bxI5ZAbCkLZPJ/bH43Mnhs7bWUUOP75YxSVxvLTX29Kx5Q20CxXcnGIgpS1JIzWXZSwSParN2JPGRgZqPiMCFBvnnF2UM5vj/SRyRiEsiM6haks0QwNgYlJLckqbRsqga5ys1WnVWBnU7bsk5WyoxPymIGvIqlicRmVnmGwlVQkElayAm3cFFKovlPazeRj0svjPuPBIqzQx0GdAElAdr5PocaggZIywCq4UglAO2DdI1ZAxZmA8m1wRggCszqGdgTyW8xH7YCVCZA0QZyposRQyMjeVmjXysRXPbAAseJZRIAeFXkYICRm8NiFPpg2ikQshQMa7hsSHixHYFVfMDZzc+g9QTUI8LHcyimLf1fbL5Q8yhFBEZHI7GsCVELk6awB2s8nCwRlI23tutr8w/wBssdNaqbIWNqCmq/tnMfiVfB6nqFZhKxbcPLxXOY0eqMkKo0ZdTwAay30cX6SpEgjF3t54++W7SuQp8HYlenN/XAiaQyKwFovdlw+mj8bUbZGBTuSMa6jr4dDo2OmYOe1diM0uOU6jWmWdy/ptvg/TL9dIG09RKsZJBJJsnBqJEFcK6nsvIrHtPMFFsm4Dup/3zLamKdwZwECj5iDZHtkF1Tyx+GDvUdlyv6upWGN2bYPEA2Bu31xvUzqGRRUlqDfdsWi0yt4lAk8tuY9r9Bip0aqtncbPbJOqLGu2Lzg/1HJ6dtzkFisanbxkI4xI1SKZLYkhBx37YaWKOactSKqqP0x3OClmSWR2gJSl2hV4H1/fBRaZnQSKVKrwSX5A+oyOpSJ4CTIrCr29r+ua3IKWo+QT5j2xjSRQwyCQ75EI7ducZjllJQIqktZuucdkjJhtNpPrxzeFg0zShXKbWT3OWGj0ypOrSWBZPly1kiknBXeFjUVQ9T7YXRaWfSgb1ZTXdW9MZDpNaxljI1c1xljp3KKwcLbNQA9cbj/TsNyxNEe2WOlBjcgOEYiz641FOAXDsDzXJycMrIpEfK3mv+IyM2/awHKnvRyCtJMWLuPKvIA74SGAbWJ8NG27kG+t30yseJYpA7DxLBJpuVxGeKWkKspLG6qjWYMJCl2NAmlQ88/bKXV6h/zR2IWkA5I7isqpHYeVUIEjbjzVA+pxOKKQowcLsugxPbGo4jq6jaRnlQV78Y14RAES2XU0a5rGIiINyxgGQkW9VZyEpZ1kLABh81epzEWpcq6y+YEeXiifpkG028HzlFPmA3dsxMiQRiNCu0Dlj3vFlCbQwR02tzQHbMy+Cxk3Id3cEccZX6qOJVPhMTY4GVbEmNgQwIvvzlj0bWPpZYwxUI/O67Ob2mvjlHYiQDl8NZQKJiFDC1OH0wcIQo8Qe99sd03hyKDK4Zv/AJGq/bOe/E8U0WsKxFwJhySoqvoe+V+kQzRRvvXfGflNnj3zZOn7Vjdze5h39BllFuSPw5ZI5Ae208jBxgR+OnKoOTxeNKY9LEuptdxHyk15ffNR6x1H87rB4NiMcmhhdHypJ2Kx7WOSctoCskoIX9ULVDtkVdTuBUbgw3D3GFkVSGZAF3drwkV7D4tKf6bHc5Jdkfme4nYGtq2L/wCMq+pwgaUyWDyDZ5Gem1EKSwEqNxjF+mSh1lx71O0sxvJWju0kiNQqhfrgU3yuyqhNMbDg9vvmFj8CVhO25T8gT0PrzkTqiieHDHRJoOG9cHEZSCDxIRQphYOFVAssb6k+IV72O2ZlkkE7xkq8dei0Kyp1gckr4irXFgdx7VlK7hxUgLUasGj/ABhIGaV0VWpVOXWkEah1B8wI5PcY4kCpxuU7ueDllEghhBYhw4/jDaQRvIGUkV61xjhaJFPhOZbPnLCqOMLO6AJITJa8c5BJFExLdgAMt9POjTKYXCt3UmhWP+IjEtMbF2ST3P3w7lEkjPYEdxnq3BpBSrdUDyfrjmj1QiiKuLO7KwGVI/KyWyGrH1wWl2bHBclRQA3euQLht6eUkN5fv7YtqIgkUhXbHJY3E5XT+aRK3k1beX0xXVUiKsJZJO62TxlNOzxsdzyFnBs3QJyp1IAVPEcIqqPQ+Y5GNkaF0Ybt0lhjxmY/DWdjIOF/0H1+tZaQAnYm3ce5INfvhnURhSqhWUfMQecXIKMwRld35u+2Gh2FRLL52HHJOHIiNVCt8NvwYdW07Iqx/MSSVBPfKvUbY5LDMCav/wCWYp56kmtNnHBuxnhCur8Tw02qvHJqsrJtOEia1dlDehxeNk08m6FW+znkc5ufR9bFPEBLI0rEcrXB/fLOvIWHynja3JGE05WOQqzlVIFEe/3x7S+F4cjB/FNH5xzec5+JzWsU7zvAPHicjMdNCxQ7SLdvQ8/3y80sskMdKFr1r2xuKSIlSEMpfmyeB9MtNMQh3vtIPeMLdZRde1qB2gjkMfAJFZSw6RpHeWJTZHB7fvlpDGsabplZpiPLu5AxzTARQ+K0saH1AwyJ4sykpS7bUhe/3wmnKSvIswFAUDXbDAeIFiRhQ73d4mSQxQWoBINHk4prQselaE728wIAOCfROB4jqSXACq454wkOln8LyqulQc2wHfMxxRReLvUzNQO89hzgJ5JJJHZB+mTtKLwDi8/jw6UUECEkEA8jPaZUCjxKLj5TtIYD3rLCCmjkbeElHK1xWKnUi3LMGX1PuffF5ZmnRgptV7HteVGulVpWKblKj17/AFxJCN7ea93AFd8aj05SRmiWiP6e+O6aKOh4d7rsg+uWUSoh3FbF0o7fzjaFkUlmDxnlgPQYbTS2LjBC3yB6YQajxPKbILcHH4Y5GZfKg2+7cnPNFslZL47iz645AG3qxAqrb6Zd6UeOV8Mjwl5aj3+mMTOiRgajbtK0vGKh7dUiCk/1NfbLaKOMp5zTDg85r0ksUZIBYKBQBOJHVaZQFNklrDEkKDnm1SafUKZKfzfMP6T9sPJqotVwuxi3zEd8INOHqnVSaFe4ysniYTEq20gkZSa9AV+UspvzMeQcotZOjPtA861S97+wzCuBOx1BCOEACVW0+5vMEvcu4K+4f/b9PqcstHqmZOwXaAAduWT6iFYS6Bdrn5iexGKah4942eGSVA4PN4nEsoZi7hRVkDkY3HqCYN0z724VQMPAIwDZCkg0FNnFn2QyIsUSvIx7E4OdvDaVYwFBNUDYU4GN5IXkkDjxCK2leDizxmdz4i27ihQqjiLRtAQzJew1tvvlt8OTBWG6MMB8xA5H0zbZmDyosDMg22xK5lDHpnBO6TcaJ21X1w7yRpv/AC4k2EckjjNA6xWu6iiBUCqQGI7nLeOGOGIhY4181CjZ7YeKJIbaRmUt2FZY6XSwIoaTljZ4PbEtf1BtHp32sQz2AazW9NDLqt087G2AHy3l3AqbFR2ZfDqiBV41BAWUqwVlD3YPvhGj8CXbXlAvhbvGdPqgYyGaTxEBIG3uPbFDrXmY7VKK3IvMAzwtUisEPdsMY1dN0al2Y9z6Zl308SL+cX9MHujDccImo0gV20++z2klO45VzyiY/qHcjPxfrgpiJJShYxnbRVTQr0zGojAhVILWx3B7nMNFI7xbZDYFWoHbPB6YkMrSCwCRV4LUgGEFCavmx/tiHkMgRmJU9zhlfTlHCK5IsDaeOMrNZE1MEplNc9qxSKCRQSQQfb6Y9ojRBjktoxQJHb75YaVyjMEdW29zXfLDTl5I2iKDcebPc56MmNTtIrsebOMRqiwCWGQl3aiNnbGTpzCdw8rY9pw0JDUJNw+YjscOdOpa6Rj6izeOaWMO7MzMTVG+Bjmm1J09J3BNAAUB9cFrteZUKxbSaokrkdF4kZRWbbuW2fZ3y2Uqo4Zvrx65Wy6Vd8rsC+5AFC+hxKHRsqnejCu54NZCXSAqTChiFW1DvnoESEg+BIAB8yirw6EqRIVoq1rzycBqx4R3Fhuu6f1v7ZR9RCTxIJApfdSfTKGcu/hyOW8rkFVFdsR2iSRmLgSEbiSbvntzh5JCsTFUkicAWVHzf+cZ0ptlePeAR3qv5yUqqqgBrB5rcKByLs8SDzBwPmF4Rj48AmWIptNcZ5JNllhsKiwCO+e8Zo9sloe5DKObOREpGpDuFDkVz3s+uZfdKzAu25W86kDke+A3shfxgZEZhtpr4w5NcAkULBHpldqo3KyCxR5+U3f0wGkeXTyoEVvS/Nm3prFngAL7ieCeeMs9MIpdoJB4IJvjEdRrWEIjVg8f+kA8nNUkMU3UZJEjkLLQI7c5sej04Eau0gLk2VI7Y/8AlPFp5GDEHhfbB62SPTws8pCbeGF85pk2rebUFmd2V2NIR2x7RlhSAUoPp65fJFI0KGJLYmqPpknuNFUEyFe6KKN5AOJltmez8td8xLtii5vex9+RkSwsSLRrgrfbPRyTahmLPtjuvfJeLIu4o3lU17YtNFE4Z/E8NjwaHfPaTTtDvVmBiqwBzknCbBuBVQ3FemSGiJkLQkyErZVSOB++SeKLwm8R9pK1W098Q1R8NkdTVmjWJN4Y1EodWq+MnKsskCl2JAbjzemRj0zSRukUzKu6wrD/AJyS6cuCVJDwJR44OU+qLC7JC8UpOQieWV9wvd6C8yhWCYmRnUk2VA74xFqf1JCvkDchD/5x2KeWQWQ444YY3o3+WJLklbm+wyx0+50lRiQqN7gX9sZEkT2qsWIYcMbxiaYRAEFiCaUHHIWLoqvYbsprn98stLGwjbehU1e4n2wMkrWu5xW0/wA3gdPIHZwSCnbjveMQNKLCTbjyApy90ocwr5iK78Z4xMklxxKV3fvgmhRZjFtMaSGzuHPf1wWoSQ7lhICA0K4BGIHVKNO0YcWTyO912xFnct5FI/1LdjATzMSCltt47DnKfXTPIpNWE5B7c5r2q3rGvmUuQbA4N5GCRT4jN4figAfXMy7YvDDSMaO5ueQcK+umlVRLvdQdw2mwfvX0GSeFZkkdY1VhXlXgZEg+WElQWrkYxGS9KzMI4+PKPXJSagFGBo0eD9MDKpRCzqVUC05ojAhXGqgfYh45Dnvh1lZ5mGxYmYEMymzXsPpi6CmEau0asfKQAf3yw27VfyEvXDAGjXckHK3UKHK+e0Y8jK2aMq7PCoQqfLXc5fdN1xdRGr2OPSiD65ZnWmLzlBV1V4l1HWqHUsrRKORYyu6YoSVg4JDm0P1982bTkIh3WzsPKb7ZbLINJC02pccJxQvnNN6j1P8A6lLSPtHcjbwcGYCIPGkDeJYC1zlrDDHHHtlXdZBsemMwOxkVC5Mft/5wzCFJN5a5ADRByv8AGlaxtCRDk7e2GJQxBzd3Vdzg2C7ZmL1IwoZ6NwjVGdyepHexmZJlPDlyS3fscMNOHAChyPcm8Yjhu22gVwWIoZiCJI3lLDua83Y3jMQRNxmKlkXyWNw/jK3UeOZrlBa+eTxgW0MjbmZLZTdXx+2Sj6Q8shRbaetzgmhWNR9IMYAcLtI7EXzhv+mwbQFJEl8rtoZDV6WPTQM4XcOzD0zUdWo8ZwVFqOPbEo3Y6geMoFdj6DJSvUa7ShJ4NKb/AJOF0SgpupWKHgkXj6HwUEiRlyexLf8AGHE5WSIIqMhHz7exOOB/EtdgUoO44Bz2nlCw+IpLWa21xllpkXUqQd/B7H0y5gjREk32JDVEeuNEs1Iyl3fjags/tlVPqjqAhAOxT2YVxk9NFH+YcsSNw7D3y3UuHiUDcqD5/fLoA186j6XgvFKhxECGUdrrK/Va7wgPEsswPnbkk+2Uuo17FCFJIcWFB7H2yobVzeenFAHgiyPtWTHUDIiolqwA8/YnManVnYgQ1IDyABziusl2SCKWnZ1sqe6/XKsxHxnGqNpVqxSjx2HGYEaiMzum0N3F3gHg2zgoVKyd1AP98gztEXjiPhuwpQOPQisPEUeSm37nUH3qu+MOyOVMlVQUiuRhXMawloiAAKH/ADiz7FYAyK0SoCSL5vBPslkIfkBa233zKxo0BZEqVSBuJsYWUIjB2aiV7p65kROgMkW1QR2PzffnIyPKu4BmeJfma+fryRiDMqHys6wA2qVZP74nqhC2513Wa28dvvh+nS7ZwwU7jxtI4rL55FdCEN7V7egOVesdZQB4znaPMSvAyw0Oj3aeMbkdAaHuMu00g00as4cpVmQDmsqer68PK2mibiQUSD2+mVum07tayJtWPngc5aaaPxNrKGVh2sdxjzxho9zr5gfM59PpkVILybfKQOPrnkQ0wdVMlci/lwLOumhKyb9zGgRyMCXMaBIYm8Qjue5OBSVpB/6hGvvY4r98YjgjDtIJAwCk0D64VAsxV2JFCwCO+WMK+JIpogkcUawkqt4fh0zAmy19s8qRuVSZl/T5DDvnmgSSVmIK2PfPLEJU2kmgaNcn9ss9Pp4ihAIkVQAd3Bw+nOkTxQ/A21ZWzeLStCix7iHI7AemKajUntEgPNWBlT1OVvD2mmUf0k8ffNP1L73dQfERvT0ByKsr7t8dUAFUHBvpmiG66b2P9OEjURmnegeVod8d08wZT4x8ReygHt+2FiiMiHljXYtx/bGQ0j0u4FOBVcDG4IXjdY1vevdh7Zfab9Jow0YYD1PfH/zG2vCXcrGucws88cySaWRo50YUw/pxMaNhJIHeyDZN3ZxvTRRoKQHcWpuO2XGliSNgyx0vbnnLaOM7f8sfviksEgfcEbzf6qs5XP0xiWEh5J472PvlVqulBAsdCRi3YHFW6V4SRo0SpbVfNjK0dNdXZGA2s5oNyR++BeFI1ZPF8QL/AP8ARDa554QY1iiK38wdu7fQYqYhpztdGuT5gTzgthtDECAnrfGBmUHe0RYA1ZJ57+mZ1WkTduhEjIVBJbuDi6QupdQzFbo42C6xVahJK49cxIBCzRoos8bgt1mIFWUFZQTXF9iMY0+n2SOQxlLnau6hz7XhdNDsdnHhKqEgxuR39vrmXWYJ4g8IC/KyrzX+kD/nARk6qZ7UN5fNuO6v7ZGTUs0p2AJGQA6kfNifgmYO2lI8vdQfTFBpw4LSNY/08n+czpRCkQdzRv1Ffxj8TKFda3NttD6HFdNB+bdkWPd6lc2rpOikgN2sWw3+2A631hRFJFppPElF76B8ma5poSdjiRpN4s+T1y208DxNZ3SDtwKyygiVUrYvhf1HdRBwvnSxIpJTgX2IwUUqCVgUokXkNSqGDxNtBz/Tz/OLRzKF2x8rXm9SPti6FHeVo2ZgOTfGZ00bGOtrlW4FDLKGJYECFlCkgNuXscKII+SoUkGgVUjGIoCsniEkFV49siZFjbczJyLonvnpyZQGviuFHF5lZwIAJKAHueTgoNStDwWVG3fL2I+t5l9UUkpmBjvuG9chN1JV3qCTfA5yMWrLkDawoZlpDKtISpNjgcn68ZUa5qARpaKixammyh1jSq+7yhXWgBwBmEiEqMySqCSCAo54x06bxQCyUzi1c+ueOkfxVagH7D6D1OG/IIkpCJRPdVJJvLLS6eAwt4xMZrgqLs+2Ehij3Eu3lHG3b3OP6fRyLM3yrfIB9sswG21toX3u6zLJIllgAg4BHvk9LAxIEsdhieV7Y5pdAVt408rDkX645HpkCM0YYlWIYEeuHhjKISwIF2OcaXUWLIL/AFvJKWMMbSK5dDQVcmZj4Rd0bymzZvAzaeGdwIht3c7Log+95WeE6q4dv0y23d7j6Ym0MJPMax7flIux9fvier0ZmcAMQsi7rA71lUemHezHa5Jo+4GI6yAKVenQ3XLWT9cWOlZjW/8ARUB3AbvkToVln3I9M1NGG7WfTHYoBHGZZPN4jbSw4ArK2bTF5SNvioDu4YijWHWURRSCEKSpXkAMaHfnBJNJqVKwhiSboHk5jY42NIdoJq77H65JtoY7Q0xPIAFgHDQjU+Go8Iia/LtUEV639cbMzyDcZD4g4CsBVep++AM1kgyKoI4ZO94BlTeyTEiQhfDarH75XT7lEqhgpa1uPtWImR12qo2kgBlI4wxjJRfLGougxbi/t6YQSyEIqDeqmu4oZb9D0jgrKyhfMbe8tuu6o6NVTTyAkjkjuc1hY5JJnfw0pvm82WsemSKLdKtgfIB6HLTTrtiK7rU80RgjA36jXuBqj7YRL3BVbd3v2wPiBkknZQXTgIf98S8Q7ZFUlFBoqe5wUOmWBGU14LGyQbOFiiaNPM6lib21djGdO4csANq2BtOEibyvvKvd7Sfm498nMDp5wrksrAEVzQ++TaZlMm4AirBI7DAzT6cmn4WhXFebA6vVeHGyrIoXZY49crl18yRR718td6vBnVFpCzCx/SMjDI7KU2NJG3O4mssEgkelijBUAc1j0RaOlojYPm28nCyueySVSm9o239MoepI0sYkKkseau6Aym1AMzL4ZB2DyhVPOYH6BVFU7u+48cHLvR6lS6R90UVuuz+2WaRqYjTc3XbsMjERtYswcj1Yc/zmQ3iISi+Y+YCryemhLeaUEEDzfTLASIvewarIwTHjafIO4J5H1x+FzqHVaIAFmyORlnp5KbwxQSuPvj+k1AQ8UVXvfY42pLFnjRSGJY/XJsZNSoqNEUCjZyccRgQIEVq9bzWj1N4SSjbmU7WtSOMcg6y+0wqgbxB37kftmJOpBVJeMbF4Lk8k4RJo5dOhjUKB6E9sWV4XlMhVj3B9RkCYkZTApkKg2bqsqdSgSbfC1KSC188/bKzVRJGXIYHd2aqvEq2qYo9ps+e+xH3whgVoj4S255W/lGSSONkkaJAyoL2hjwfU5WwyOWlbf6WAO5wqjShpGLHxa5S9oPGT0EaOq/qCFbABvn9snHEdPLIrxNIt0CVsn63kJIwqAxsUB+bceb+lZNi+mRGWNhu/0t3wzRHZUoAd1B5a6GZi07NSxLS1zx3wGq07qRvkKCuNtEYrNpG8FhAN1my2KJpR4s9je22lYHgHuTiup0z0gQB463fW8zAxYx2yM+7zAdwPtm26e0i2FdtDjjnKjWo+p1VszyBBxuIGMRaXwF27PEZqHlPvjkcBKgV5V459MNBLztXhq4sVhjK5DCyNnJUAcj/nEhrA7SOtISK2d/7YpqJbRVikO9RyhHY4MSSgruUqX7nMBTG+4s20Hml4/fDCZ4ZCFEW/uSwvjAS6kRBi8pBbm67n0GSj1kbh1G5N3Ph12P3zz6lxQG4grzZ7ZmWSRIwhdmlKgBifLXtiSz7jIhQlibO7msIG8ZAJABfyj2z35ZpmqLatccHuMaj6SBIG271Qc0fXHdP04xOy0afgL6DnLiLRtFEkR8rH5a9TgZoZSgDC5fS+33xTUxrS2LSMlTR7++VvUJ7YH9NTIKQr3AvtWUMvkmAiej9j3yG0H9QMZJQ3+rsPbJxu0WoQ1RA8vly30U1iWNmLGrHPfGxAefKUX/fI/lnjiD/1H5fN2wsJ1GmTxJSoLdw3N5PxXSTv5XSwSO+Lw6nbSxgFiaJb1x/S6wRKxVSw7XdDHdPrmaZRG20Dnj1y0TVjlgdxuq7AZZafVeKpLN4VDaOK4xvS6uERMHbds7buScaEu8blAIP0zV/Akh1O8bPKLJ+vtgFcyTl5QRbWwQVeEbQltviJ4a7i1Dg1hdNp5Gh3REiMGiX47fXManWLAxvYq1QCnuTiY1sbjaYwQOLur+2C8QTyOJGKmrQcHK/UoYVQupK3RIF1iZYJGWjAdT/Sy/8AOQdnWOE7do3XQ4GGgUadZTJSb/W8GNNHHtkAkQf69vB+2BKF9RZdkCoSd8fmJyLaffGZEBLA2iluw+oHbBwaeObVEojpuQ7kaQjn+cNqNMyRgBiSh5KvuAwpgkaPxI5EJC7pFIqvteDMsyskgEQEoAFLdfc+mXOi1gndlINou3gcftjJi0sihpIyADxQu8o9VGm+T5vBA9MUnjKKp8M7dwLfY4rLp40NxWD7E4x0/RCR90qBd58vm9Pc5cRIrzOQxKjhbPJr6Yu+jBl3M/iN62u0gY1DBQpnATv8v/ONflDGu5CJApskeW/v74vK5p2KIUYGyOa+gxMNGI7ZizPyvHasr5pWLO8Q8zcV/wA4KRPDRhJRZhXDc/vmdNI0zrHH+s0YpuaH7ZGSaVFlX/LpuVDXgg/6p2ccd3yJ1DEglA4BpW9AcnHKBIbRmkb6/wB8NGX2yCUF0A9qwkOik1gXehUA8KPbLOLpk3hldqqgNcjnCr0o+MItiq12TXpllF0xIpisKKHHff2xoaNytwoEF80LJOH/ACAYJ4oYbe4Fc5KZRAu8IqpdA1yMFqkVks7i3dgRR/bKWU7xKJGbaRSj1H/Ga7qpLYhYzII1Fg+U2CCTf7HFkijeTcai3PYs7qF4RdOWYx6YBNrkEqL35jUxAQBogfEBraewGMQPJFEvlF3QNebHvHLMDJe2u4w2iYSMm7dsJo2Blvp+nI7sE3UezE8Zh+kvJ5WclY+F9gMXbpDySbQgBC8Yu3TXjIBs/Rlwj6Yht0S7aHJA24eNG2kEihySpvG45pHk85/TVeK7nLPTutMXU7GAIJzYNK8ckIIjY/UZUanVxSueApI/YfTEnnhaYkxh+APL/wDjAHrSQPLH5mocKwvEG6g8gYxDYS3K7+DkJ57ZjtLUBuJ7A+4wYfUSbCVRVU1uHpmZQdNIm0A0bte3OVTl5fEcyMtv2Pb9xmdOT4DrJTIOCBgZI68EnlSb57gfTGdU+8Rqj+VedtX/ADkApgZSzsSedgG4fxkZ9LNz4g2BuTTVY+/pg40fa0rvvksbO9n0w21Akjqu1wflslftg5pFRpAEEaEbqHFHIq5mi8OccOO6mjnrWGFoyJGFjYLA/mu+eh1DaY/+lIF8spFUctodWKZJGRU23Z9/pgZninhcxSsCic2BzlbKsh01F5F3c2RwcV/LOSGXaCfcnLQxhUCAAMR33cZZ6eFQPI4d6FKRwf3z0uhNmWj380anjGUSPYFF0vdD65HbSPIqKVA4N9v2yuebw1WjHsBJ5HfEpZfElJVx+qOSh9B6YCfTo8ayxHaQeQ/yj/8AOAcKSUcxqynkh+TkFhMgLQ0kZO0hnHf3zB0LeMFLByDQIHH/AOcZOldQPFBaOqDEULxzT6J3DERrIhHmQdr98LoejxySsVU7lTs3HrltBokk3PIgJHBWq3fXG9DoFBO4bVAuh6Y9Dpo2BZlpK83vmBp0LkBd1+/GMGBXUMqLuBrvh1iRAG4sHkXWR/SounIJPFgk4FpGkW+RGPRlHGI6rVrJp3XfuC/1eoyi1UkoaoAdg5LD1ykmg3vJuQuX7gnFVieVzGIvISCCOT7VhWjeSVQ4lUrwdoA4wxVVXwmH6ncYWeJlClwr2OKNZjYadZEVQa4sgY9BopkG1tq9qK9jm0aFTHAPDI37eS2WWmtxtaMX6nGEgDsW29vUDCLp0UGgG+pXnFl0UPiUwW27grgp+moWk2IgFBQQO4xcdFRSApK2PT29s8OlPRSMvXYH643p2n0sfhbuVPPGVEPT2ZgspKl/LdZmLpaoC7PvbsLsYb/o2nkFxUrg+a8i/RUSEtOm9AfJto/zkDoIkUOY6CizXAI+uLtpeC0RG0A7WPCjKnUSxq4YI+wi23f6vp9MrfHd5XEwVQos8VeFiUHc8fyuPKtZMxsVAULv/wDkcEmjDFydi88ndzjiaWMhwQyBRTAtdn75B9OU8MlQ1DaQD3wiwLFMnhpuCP5y49KyLafzhzp0K1uYbu5xeeM8kuCW7KRwuYUNBD4qsd7i2U81znpYdhhlAJkq7oVX0xWUNzal15s3ybzLRu6BXtNosi/7YRPJAERbHY2Of5wkqSlAvBVRxbf7YLSqYjZbbJ2bjuMt9ND4vkMO7ebBOWMMIjBISiDTWO2SjLb3Va3n3OAkmVZyrUPL3v1yulcbUVeASTuvtibh5DGDuq75yX5YgJOyWnIAQdv2zM2hAiWlZna+w4GCTp5j3OVDOo83lBse+NRaVZVVDGI0UCzt+a/9sm/SWhFIGC7vLfcY4vTKZI1QM3c7jx/GNN02Wyq7UYP2XjGNHpCpkF+fkEnGYtKPDZY2plPm3Y/p9MEijVk3MxsGqGFl05C7XKUDuJB9MQ8W5TsibaOSTxkzbxFmI239syWO3cGDKvHOKvqDKpFINo4PbFp9UumjRlcF1PNeuVU2pM0jN4jqx9Qo/wBsrNQ+qKfPy1jdVWMBMv8AlNCxdSKJGF0iIoPhBlPItj3+uZPErrHJ5wvG4d/XDLG7MrOoKsAQa7jGV029Hfw1XsBXNDMSaJt3gzFSygG6y30EKRpu8Fna6o5YyaRPADKWtTyK98kI3/ULMysi0vPfJ6aWVFVXlNVR575YJNuBIBCXS84dNRtb5l+WhYw3lcqGbcPXjHYoALZVHIoZhtCJXAHla8l+RVLG0t7kHjNdi/zYP/5p/wBjkX/o+5wPpPh9P/7bU/8A8s4rL/7WX/8AlDFP/wDX/tmt9U/y1/7V/wB8qtV82p/7sa0n/t4PucK3+cn3wSf5o/7jlkOz56b/ADh/3DGJ/mm+4wcfzp/++uA6j/mR/wD84YDUfMf+w/74CX/26fbAQ/L/AP1DJy/5p/7cb1H/ALb9v+cXl/yIP+455f8AMb/tzZenfNH9jh5P8rUf9wxPqH+Sv7ZS6r/3Z/7cyP8AIGS/0Za9P7y/bJf0H/vyvh7r/wBpyxg7Tf8AYuHPYf8AcMYb/wB+P+wY3N80n3GKD/O/fGovm1GXK/5MH/ZlfN/7d/vgF+QfbFtT/lf/ANWe1nzp9hlfP/kSZX6n/IP7YtL8qfbIyf8AtI/ucS0fY/c5OH5I/wDuOYb/ANwfv/5y00//ALcffGdN/lT/AHxjVfMn2GWmj9Ptj83+TH98BL2P/dgl7jGdP/lH75JPmX98e0vzr9suI+yffCt/mL9xg3+Y5//Z decoding=async width=250 height=340 class=mw-file-element srcset data-file-width=675 data-file-height=919 sizes></a><figcaption>Turing at age 16, <abbr title=circa>c.</abbr><span style=white-space:nowrap> 1928</span> – c.<span style=white-space:nowrap> 1929</span></figcaption></figure>
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<p>Turing's parents enrolled him at St Michael's, a primary school at 20 Charles Road, <a href=https://en.wikipedia.org/wiki/St_Leonards-on-Sea title="St Leonards-on-Sea">St Leonards-on-Sea</a>, from the age of six to nine. The headmistress recognised his talent, noting that she "...had clever boys and hardworking boys, but Alan is a genius".<sup id=cite_ref-33 class=reference><a href=#cite_note-33><span class=cite-bracket>[</span>32<span class=cite-bracket>]</span></a></sup>
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<p>Between January 1922 and 1926, Turing was educated at Hazelhurst Preparatory School, an independent school in the village of <a href=https://en.wikipedia.org/wiki/Frant title=Frant>Frant</a> in Sussex (now <a href=https://en.wikipedia.org/wiki/East_Sussex title="East Sussex">East Sussex</a>).<sup id=cite_ref-34 class=reference><a href=#cite_note-34><span class=cite-bracket>[</span>33<span class=cite-bracket>]</span></a></sup> In 1926, at the age of 13, he went on to <a href=https://en.wikipedia.org/wiki/Sherborne_School title="Sherborne School">Sherborne School</a>,<sup id=cite_ref-35 class=reference><a href=#cite_note-35><span class=cite-bracket>[</span>34<span class=cite-bracket>]</span></a></sup> an independent boarding school in the market town of <a href=https://en.wikipedia.org/wiki/Sherborne title=Sherborne>Sherborne</a> in Dorset, where he boarded at Westcott House. The first day of term coincided with the <a href=https://en.wikipedia.org/wiki/1926_United_Kingdom_general_strike title="1926 United Kingdom general strike">1926 General Strike</a>, in Britain, but Turing was so determined to attend that he rode his bicycle unaccompanied 60 miles (97 km) from <a href=https://en.wikipedia.org/wiki/Southampton title=Southampton>Southampton</a> to Sherborne, stopping overnight at an inn.<sup id=cite_ref-metamagical_36-0 class=reference><a href=#cite_note-metamagical-36><span class=cite-bracket>[</span>35<span class=cite-bracket>]</span></a></sup>
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<p>Turing's natural inclination towards mathematics and science did not earn him respect from some of the teachers at Sherborne, whose <a href=https://en.wikipedia.org/wiki/Definition_of_education class=mw-redirect title="Definition of education">definition of education</a> placed more emphasis on the <a href=https://en.wikipedia.org/wiki/Classics title=Classics>classics</a>. His headmaster wrote to his parents: "I hope he will not fall between two stools. If he is to stay at public school, he must aim at becoming <i>educated</i>. If he is to be solely a <i>Scientific Specialist</i>, he is wasting his time at a public school".<sup id=cite_ref-FOOTNOTEHodges198316_28-1 class=reference><a href=#cite_note-FOOTNOTEHodges198316-28><span class=cite-bracket>[</span>27<span class=cite-bracket>]</span></a></sup> Despite this, Turing continued to show remarkable ability in the studies he loved, solving advanced problems in 1927 without having studied even elementary <a href=https://en.wikipedia.org/wiki/Calculus title=Calculus>calculus</a>. In 1928, aged 16, Turing encountered <a href=https://en.wikipedia.org/wiki/Albert_Einstein title="Albert Einstein">Albert Einstein</a>'s work; not only did he grasp it, but it is possible that he managed to deduce Einstein's questioning of <a href=https://en.wikipedia.org/wiki/Newton%27s_laws_of_motion title="Newton's laws of motion">Newton's laws of motion</a> from a text in which this was never made explicit.<sup id=cite_ref-FOOTNOTEHodges198334_37-0 class=reference><a href=#cite_note-FOOTNOTEHodges198334-37><span class=cite-bracket>[</span>36<span class=cite-bracket>]</span></a></sup>
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</p>
|
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<div class="mw-heading mw-heading3"><h3 id=Christopher_Morcom>Christopher Morcom</h3></div>
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||
<p>At Sherborne, Turing formed a significant friendship with fellow pupil Christopher Collan Morcom (13 July 1911 – 13 February 1930),<sup id=cite_ref-38 class=reference><a href=#cite_note-38><span class=cite-bracket>[</span>37<span class=cite-bracket>]</span></a></sup> who has been described as Turing's first love.<sup id=cite_ref-39 class=reference><a href=#cite_note-39><span class=cite-bracket>[</span>38<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-40 class=reference><a href=#cite_note-40><span class=cite-bracket>[</span>39<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-41 class=reference><a href=#cite_note-41><span class=cite-bracket>[</span>40<span class=cite-bracket>]</span></a></sup> Their relationship provided inspiration in Turing's future endeavours, but it was cut short by Morcom's death, in February 1930, from complications of <a href=https://en.wikipedia.org/wiki/Bovine_tuberculosis class=mw-redirect title="Bovine tuberculosis">bovine tuberculosis</a>, contracted after drinking infected cow's milk some years previously.<sup id=cite_ref-NYReviewBooks_42-0 class=reference><a href=#cite_note-NYReviewBooks-42><span class=cite-bracket>[</span>41<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-43 class=reference><a href=#cite_note-43><span class=cite-bracket>[</span>42<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-teuscher_44-0 class=reference><a href=#cite_note-teuscher-44><span class=cite-bracket>[</span>43<span class=cite-bracket>]</span></a></sup>
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||
<p>The event caused Turing great sorrow. He coped with his grief by working that much harder on the topics of science and mathematics that he had shared with Morcom. In a letter to Morcom's mother, Frances Isobel Morcom (née Swan), Turing wrote:
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||
</p>
|
||
<style data-mw-deduplicate=TemplateStyles:r1244412712 class=sf-hidden>.mw-parser-output .templatequote{overflow:hidden;margin:1em 0;padding:0 32px}</style><blockquote class=templatequote><p>I am sure I could not have found anywhere another companion so brilliant and yet so charming and unconceited. I regarded my interest in my work, and in such things as astronomy (to which he introduced me) as something to be shared with him and I think he felt a little the same about me ... I know I must put as much energy if not as much interest into my work as if he were alive, because that is what he would like me to do.<sup id=cite_ref-FOOTNOTEHodges198361_45-0 class=reference><a href=#cite_note-FOOTNOTEHodges198361-45><span class=cite-bracket>[</span>44<span class=cite-bracket>]</span></a></sup></p></blockquote>
|
||
<p>Turing's relationship with Morcom's mother continued long after Morcom's death, with her sending gifts to Turing, and him sending letters, typically on Morcom's birthday.<sup id=cite_ref-FOOTNOTEHodges198387_46-0 class=reference><a href=#cite_note-FOOTNOTEHodges198387-46><span class=cite-bracket>[</span>45<span class=cite-bracket>]</span></a></sup> A day before the third anniversary of Morcom's death (13 February 1933), he wrote to Mrs. Morcom:
|
||
</p>
|
||
<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>I expect you will be thinking of Chris when this reaches you. I shall too, and this letter is just to tell you that I shall be thinking of Chris and of you tomorrow. I am sure that he is as happy now as he was when he was here. Your affectionate Alan.<sup id=cite_ref-FOOTNOTEHodges198390_47-0 class=reference><a href=#cite_note-FOOTNOTEHodges198390-47><span class=cite-bracket>[</span>46<span class=cite-bracket>]</span></a></sup></p></blockquote>
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||
<p>Some have speculated that Morcom's death was the cause of Turing's <a href=https://en.wikipedia.org/wiki/Atheism title=Atheism>atheism</a> and <a href=https://en.wikipedia.org/wiki/Materialism title=Materialism>materialism</a>.<sup id=cite_ref-48 class=reference><a href=#cite_note-48><span class=cite-bracket>[</span>47<span class=cite-bracket>]</span></a></sup> Apparently, at this point in his life he still believed in such concepts as a spirit, independent of the body and surviving death. In a later letter, also written to Morcom's mother, Turing wrote:
|
||
</p>
|
||
<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>Personally, I believe that spirit is really eternally connected with matter but certainly not by the same kind of body ... as regards the actual connection between spirit and body I consider that the body can hold on to a 'spirit', whilst the body is alive and awake the two are firmly connected. When the body is asleep I cannot guess what happens but when the body dies, the 'mechanism' of the body, holding the spirit is gone and the spirit finds a new body sooner or later, perhaps immediately.<sup id=cite_ref-FOOTNOTEHodges198382-83_49-0 class=reference><a href=#cite_note-FOOTNOTEHodges198382-83-49><span class=cite-bracket>[</span>48<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-50 class=reference><a href=#cite_note-50><span class=cite-bracket>[</span>49<span class=cite-bracket>]</span></a></sup></p></blockquote>
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||
<div class="mw-heading mw-heading3"><h3 id=University_and_work_on_computability>University and work on computability</h3></div>
|
||
<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://en.wikipedia.org/wiki/File:Alan_Turing_az_1930-as_%C3%A9vekben.jpg class=mw-file-description><img 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 decoding=async width=250 height=322 class=mw-file-element srcset data-file-width=650 data-file-height=838 sizes></a><figcaption>Turing in the 1930s</figcaption></figure>
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<p>After graduating from Sherborne, Turing applied for several Cambridge colleges scholarships, including <a href=https://en.wikipedia.org/wiki/Trinity_College,_Cambridge title="Trinity College, Cambridge">Trinity</a> and <a href=https://en.wikipedia.org/wiki/King%27s_College,_Cambridge title="King's College, Cambridge">King's</a>, eventually earning an £80 per annum scholarship (equivalent to about £4,300 as of 2023) to study at the latter.<sup id=cite_ref-FOOTNOTEHodges198374–75_51-0 class=reference><a href=#cite_note-FOOTNOTEHodges198374%E2%80%9375-51><span class=cite-bracket>[</span>50<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-52 class=reference><a href=#cite_note-52><span class=cite-bracket>[</span>51<span class=cite-bracket>]</span></a></sup> There, Turing studied the undergraduate course in Schedule B <sup id=cite_ref-53 class=reference><a href=#cite_note-53><span class=cite-bracket>[</span>52<span class=cite-bracket>]</span></a></sup> from February 1931 to November 1934 at <a href=https://en.wikipedia.org/wiki/King%27s_College,_Cambridge title="King's College, Cambridge">King's College, Cambridge</a>, where he was awarded first-class honours in mathematics. His dissertation, <i>On the Gaussian error function</i>, written during his senior year and delivered in November 1934 proved a version of the <a href=https://en.wikipedia.org/wiki/Central_limit_theorem title="Central limit theorem">central limit theorem</a>. It was finally accepted on 16 March 1935. By spring of that same year, Turing started his master's course (<a href=https://en.wikipedia.org/wiki/Part_III_of_the_Mathematical_Tripos title="Part III of the Mathematical Tripos">Part III</a>)—which he completed in 1937—and, at the same time, he published his first paper, a one-page article called <i>Equivalence of left and right almost periodicity</i> (sent on 23 April), featured in the tenth volume of the <i><a href=https://en.wikipedia.org/wiki/London_Mathematical_Society title="London Mathematical Society">Journal of the London Mathematical Society</a></i>.<sup id=cite_ref-54 class=reference><a href=#cite_note-54><span class=cite-bracket>[</span>53<span class=cite-bracket>]</span></a></sup> Later that year, Turing was elected a <a href=https://en.wikipedia.org/wiki/Fellow title=Fellow>Fellow</a> of King's College on the strength of his dissertation<sup id=cite_ref-55 class=reference><a href=#cite_note-55><span class=cite-bracket>[</span>54<span class=cite-bracket>]</span></a></sup> where he served as a <a href=https://en.wikipedia.org/wiki/Lecturer title=Lecturer>lecturer</a>.<sup id=cite_ref-lecturer_56-0 class=reference><a href=#cite_note-lecturer-56><span class=cite-bracket>[</span>55<span class=cite-bracket>]</span></a></sup> However, unknown to Turing, the version of the theorem he proved in his paper had already been proven by <a href=https://en.wikipedia.org/wiki/Jarl_Waldemar_Lindeberg title="Jarl Waldemar Lindeberg">Jarl Waldemar Lindeberg</a> in 1922. Despite this, the committee found Turing's methods original and so regarded the work worthy of consideration for the fellowship. <a href=https://en.wikipedia.org/wiki/Abram_Besicovitch title="Abram Besicovitch">Abram Besicovitch</a>'s report for the committee went so far as to say that if Turing's work had been published before Lindeberg's, it would have been "an important event in the mathematical literature of that year".<sup id=cite_ref-57 class=reference><a href=#cite_note-57><span class=cite-bracket>[</span>56<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-FOOTNOTEHodges1983113_58-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983113-58><span class=cite-bracket>[</span>57<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-59 class=reference><a href=#cite_note-59><span class=cite-bracket>[</span>58<span class=cite-bracket>]</span></a></sup>
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<p>Between the springs of 1935 and 1936, at the same time as <a href=https://en.wikipedia.org/wiki/Alonzo_Church title="Alonzo Church">Alonzo Church</a>, Turing worked on the decidability of problems, starting from <a href=https://en.wikipedia.org/wiki/G%C3%B6del%27s_incompleteness_theorems title="Gödel's incompleteness theorems">Gödel's incompleteness theorems</a>. In mid-April 1936, Turing sent Max Newman the first draft typescript of his investigations. That same month, Church published his <i>An Unsolvable Problem of Elementary Number Theory</i>, with similar conclusions to Turing's then-yet unpublished work. Finally, on 28 May of that year, he finished and delivered his 36-page paper for publication called "<a href=https://en.wikipedia.org/wiki/On_Computable_Numbers,_with_an_Application_to_the_Entscheidungsproblem class=mw-redirect title="On Computable Numbers, with an Application to the Entscheidungsproblem">On Computable Numbers, with an Application to the Entscheidungsproblem</a>".<sup id=cite_ref-computable_60-0 class=reference><a href=#cite_note-computable-60><span class=cite-bracket>[</span>59<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-61 class=reference><a href=#cite_note-61><span class=cite-bracket>[</span>60<span class=cite-bracket>]</span></a></sup> It was published in the <i>Proceedings of the London Mathematical Society</i> journal in two parts, the first on 30 November and the second on 23 December.<sup id=cite_ref-62 class=reference><a href=#cite_note-62><span class=cite-bracket>[</span>61<span class=cite-bracket>]</span></a></sup> In this paper, Turing reformulated <a href=https://en.wikipedia.org/wiki/Kurt_G%C3%B6del title="Kurt Gödel">Kurt Gödel</a>'s 1931 results on the limits of proof and computation, replacing Gödel's universal arithmetic-based formal language with the formal and simple hypothetical devices that became known as <a href=https://en.wikipedia.org/wiki/Turing_machine title="Turing machine">Turing machines</a>. The <i><a href=https://en.wikipedia.org/wiki/Entscheidungsproblem title=Entscheidungsproblem>Entscheidungsproblem</a></i> (decision problem) was originally posed by German mathematician <a href=https://en.wikipedia.org/wiki/David_Hilbert title="David Hilbert">David Hilbert</a> in 1928. Turing proved that his "universal computing machine" would be capable of performing any conceivable mathematical computation if it were representable as an <a href=https://en.wikipedia.org/wiki/Algorithm title=Algorithm>algorithm</a>. He went on to prove that there was no solution to the <i>decision problem</i> by first showing that the <a href=https://en.wikipedia.org/wiki/Halting_problem title="Halting problem">halting problem</a> for Turing machines is <a href=https://en.wikipedia.org/wiki/Decision_problem title="Decision problem">undecidable</a>: it is not possible to decide algorithmically whether a Turing machine will ever halt. This paper has been called "easily the most influential math paper in history".<sup id=cite_ref-63 class=reference><a href=#cite_note-63><span class=cite-bracket>[</span>62<span class=cite-bracket>]</span></a></sup>
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 decoding=async width=250 height=167 class=mw-file-element srcset data-file-width=5023 data-file-height=3349 sizes></a><figcaption><a href=https://en.wikipedia.org/wiki/King%27s_College,_Cambridge title="King's College, Cambridge">King's College, Cambridge</a>, where Turing was an undergraduate in 1931 and became a Fellow in 1935. The computer room is named after him.</figcaption></figure>
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<p>Although <a href=https://en.wikipedia.org/wiki/Turing%27s_proof title="Turing's proof">Turing's proof</a> was published shortly after Church's equivalent proof using his <a href=https://en.wikipedia.org/wiki/Lambda_calculus title="Lambda calculus">lambda calculus</a>,<sup id=cite_ref-64 class=reference><a href=#cite_note-64><span class=cite-bracket>[</span>63<span class=cite-bracket>]</span></a></sup> Turing's approach is considerably more accessible and intuitive than Church's.<sup id=cite_ref-65 class=reference><a href=#cite_note-65><span class=cite-bracket>[</span>64<span class=cite-bracket>]</span></a></sup> It also included a notion of a 'Universal Machine' (now known as a <a href=https://en.wikipedia.org/wiki/Universal_Turing_machine title="Universal Turing machine">universal Turing machine</a>), with the idea that such a machine could perform the tasks of any other computation machine (as indeed could Church's lambda calculus). According to the <a href=https://en.wikipedia.org/wiki/Church%E2%80%93Turing_thesis title="Church–Turing thesis">Church–Turing thesis</a>, Turing machines and the lambda calculus are capable of computing anything that is computable. <a href=https://en.wikipedia.org/wiki/John_von_Neumann title="John von Neumann">John von Neumann</a> acknowledged that the central concept of the modern computer was due to Turing's paper.<sup id=cite_ref-66 class=reference><a href=#cite_note-66><span class=cite-bracket>[</span>65<span class=cite-bracket>]</span></a></sup> To this day, Turing machines are a central object of study in <a href=https://en.wikipedia.org/wiki/Theory_of_computation title="Theory of computation">theory of computation</a>.<sup id=cite_ref-67 class=reference><a href=#cite_note-67><span class=cite-bracket>[</span>66<span class=cite-bracket>]</span></a></sup>
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<p>From September 1936 to July 1938, Turing spent most of his time studying under Church at <a href=https://en.wikipedia.org/wiki/Princeton_University title="Princeton University">Princeton University</a>,<sup id=cite_ref-bowen19_4-1 class=reference><a href=#cite_note-bowen19-4><span class=cite-bracket>[</span>4<span class=cite-bracket>]</span></a></sup> in the second year as a <a href=https://en.wikipedia.org/wiki/Jane_Eliza_Procter_Fellowship title="Jane Eliza Procter Fellowship">Jane Eliza Procter Visiting Fellow</a>. In addition to his purely mathematical work, he studied cryptology and also built three of four stages of an electro-mechanical <a href=https://en.wikipedia.org/wiki/Binary_multiplier title="Binary multiplier">binary multiplier</a>.<sup id=cite_ref-FOOTNOTEHodges1983138_68-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983138-68><span class=cite-bracket>[</span>67<span class=cite-bracket>]</span></a></sup> In June 1938, he obtained his PhD from the <a href=https://en.wikipedia.org/wiki/Princeton_University_Department_of_Mathematics class=mw-redirect title="Princeton University Department of Mathematics">Department of Mathematics</a> at Princeton;<sup id=cite_ref-69 class=reference><a href=#cite_note-69><span class=cite-bracket>[</span>68<span class=cite-bracket>]</span></a></sup> his dissertation, <i><a href=https://en.wikipedia.org/wiki/Systems_of_Logic_Based_on_Ordinals title="Systems of Logic Based on Ordinals">Systems of Logic Based on Ordinals</a></i>,<sup id=cite_ref-turingphd_70-0 class=reference><a href=#cite_note-turingphd-70><span class=cite-bracket>[</span>69<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-71 class=reference><a href=#cite_note-71><span class=cite-bracket>[</span>70<span class=cite-bracket>]</span></a></sup> introduced the concept of <a href=https://en.wikipedia.org/wiki/Ordinal_logic title="Ordinal logic">ordinal logic</a> and the notion of <a href=https://en.wikipedia.org/wiki/Turing_reduction title="Turing reduction">relative computing</a>, in which Turing machines are augmented with so-called <a href=https://en.wikipedia.org/wiki/Oracle_machine title="Oracle machine">oracles</a>, allowing the study of problems that cannot be solved by Turing machines. John von Neumann wanted to hire him as his <a href=https://en.wikipedia.org/wiki/Postdoctoral_researcher title="Postdoctoral researcher">postdoctoral assistant</a>, but he went back to the United Kingdom.<sup id=cite_ref-72 class=reference><a href=#cite_note-72><span class=cite-bracket>[</span>71<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading2"><h2 id=Career_and_research>Career and research</h2></div>
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<p>When Turing returned to Cambridge, he attended lectures given in 1939 by <a href=https://en.wikipedia.org/wiki/Ludwig_Wittgenstein title="Ludwig Wittgenstein">Ludwig Wittgenstein</a> about the <a href=https://en.wikipedia.org/wiki/Foundations_of_mathematics title="Foundations of mathematics">foundations of mathematics</a>.<sup id=cite_ref-FOOTNOTEHodges1983152_73-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983152-73><span class=cite-bracket>[</span>72<span class=cite-bracket>]</span></a></sup> The lectures have been reconstructed verbatim, including interjections from Turing and other students, from students' notes.<sup id=cite_ref-74 class=reference><a href=#cite_note-74><span class=cite-bracket>[</span>73<span class=cite-bracket>]</span></a></sup> Turing and Wittgenstein argued and disagreed, with Turing defending <a href=https://en.wikipedia.org/wiki/Philosophy_of_mathematics#Formalism title="Philosophy of mathematics">formalism</a> and Wittgenstein propounding his view that mathematics does not discover any absolute truths, but rather invents them.<sup id=cite_ref-FOOTNOTEHodges1983153-154_75-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983153-154-75><span class=cite-bracket>[</span>74<span class=cite-bracket>]</span></a></sup>
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||
</p>
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<div class="mw-heading mw-heading3"><h3 id=Cryptanalysis>Cryptanalysis</h3></div>
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<p>During the Second World War, Turing was a leading participant in the breaking of German ciphers at <a href=https://en.wikipedia.org/wiki/Bletchley_Park title="Bletchley Park">Bletchley Park</a>. The historian and wartime codebreaker <a href=https://en.wikipedia.org/wiki/Asa_Briggs title="Asa Briggs">Asa Briggs</a> has said, "You needed exceptional talent, you needed genius at Bletchley and Turing's was that genius."<sup id=cite_ref-76 class=reference><a href=#cite_note-76><span class=cite-bracket>[</span>75<span class=cite-bracket>]</span></a></sup>
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<p>From September 1938, Turing worked part-time with the <a href=https://en.wikipedia.org/wiki/Government_Code_and_Cypher_School title="Government Code and Cypher School">Government Code and Cypher School</a> (GC&CS), the British codebreaking organisation. He concentrated on <a href=https://en.wikipedia.org/wiki/Cryptanalysis_of_the_Enigma title="Cryptanalysis of the Enigma">cryptanalysis of the Enigma cipher machine</a> used by <a href=https://en.wikipedia.org/wiki/Nazi_Germany title="Nazi Germany">Nazi Germany</a>, together with <a href=https://en.wikipedia.org/wiki/Dilly_Knox title="Dilly Knox">Dilly Knox</a>, a senior GC&CS codebreaker.<sup id=cite_ref-77 class=reference><a href=#cite_note-77><span class=cite-bracket>[</span>76<span class=cite-bracket>]</span></a></sup> Soon after the July 1939 meeting near <a href=https://en.wikipedia.org/wiki/Warsaw title=Warsaw>Warsaw</a> at which the <a href=https://en.wikipedia.org/wiki/Polish_Cipher_Bureau class=mw-redirect title="Polish Cipher Bureau">Polish Cipher Bureau</a> gave the British and French details of the wiring of <a href=https://en.wikipedia.org/wiki/Enigma_rotor_details title="Enigma rotor details">Enigma machine's rotors</a> and their method of decrypting <a href=https://en.wikipedia.org/wiki/Enigma_machine title="Enigma machine">Enigma machine</a>'s messages, Turing and Knox developed a broader solution.<sup id=cite_ref-78 class=reference><a href=#cite_note-78><span class=cite-bracket>[</span>77<span class=cite-bracket>]</span></a></sup> The Polish method relied on an insecure <a href=https://en.wikipedia.org/wiki/Cryptanalysis#Indicator title=Cryptanalysis>indicator</a> procedure that the Germans were likely to change, which they in fact did in May 1940. Turing's approach was more general, using <a href=https://en.wikipedia.org/wiki/Cryptanalysis_of_the_Enigma#Crib-based_decryption title="Cryptanalysis of the Enigma">crib-based decryption</a> for which he produced the functional specification of the <a href=https://en.wikipedia.org/wiki/Bombe title=Bombe>bombe</a> (an improvement on the Polish <a href=https://en.wikipedia.org/wiki/Bomba_(cryptography) title="Bomba (cryptography)">Bomba</a>).<sup id=cite_ref-79 class=reference><a href=#cite_note-79><span class=cite-bracket>[</span>78<span class=cite-bracket>]</span></a></sup>
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</p>
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" decoding=async width=250 height=176 class=mw-file-element srcset data-file-width=1786 data-file-height=1259 sizes></a><figcaption>Two cottages in the stable yard at <a href=https://en.wikipedia.org/wiki/Bletchley_Park title="Bletchley Park">Bletchley Park</a>. Turing worked here in 1939 and 1940, before moving to <a href=https://en.wikipedia.org/wiki/Hut_8 title="Hut 8">Hut 8</a>.</figcaption></figure>
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<p>On 4 September 1939, the day after the UK declared war on Germany, Turing reported to Bletchley Park, the wartime station of GC&CS.<sup id=cite_ref-Copeland2006p378_80-0 class=reference><a href=#cite_note-Copeland2006p378-80><span class=cite-bracket>[</span>79<span class=cite-bracket>]</span></a></sup> Like all others who came to Bletchley, he was required to sign the <a href=https://en.wikipedia.org/wiki/Official_Secrets_Act_1939 title="Official Secrets Act 1939">Official Secrets Act</a>, in which he agreed not to disclose anything about his work at Bletchley, with severe legal penalties for violating the Act.<sup id=cite_ref-Collins_81-0 class=reference><a href=#cite_note-Collins-81><span class=cite-bracket>[</span>80<span class=cite-bracket>]</span></a></sup>
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<p>Specifying the bombe was the first of five major cryptanalytical advances that Turing made during the war. The others were: deducing the indicator procedure used by the German navy; developing a statistical procedure dubbed <i><a href=https://en.wikipedia.org/wiki/Banburismus title=Banburismus>Banburismus</a></i> for making much more efficient use of the bombes; developing a procedure dubbed <i><a href=https://en.wikipedia.org/wiki/Turingery title=Turingery>Turingery</a></i> for working out the cam settings of the wheels of the <a href=https://en.wikipedia.org/wiki/Lorenz_SZ_40/42 class=mw-redirect title="Lorenz SZ 40/42">Lorenz SZ 40/42</a> (<i>Tunny</i>) cipher machine and, towards the end of the war, the development of a portable <a href=https://en.wikipedia.org/wiki/Secure_voice title="Secure voice">secure voice</a> scrambler at <a href=https://en.wikipedia.org/wiki/Her_Majesty%27s_Government_Communications_Centre class=mw-redirect title="Her Majesty's Government Communications Centre">Hanslope Park</a> that was codenamed Delilah.<sup id=cite_ref-82 class=reference><a href=#cite_note-82><span class=cite-bracket>[</span>81<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-83 class=reference><a href=#cite_note-83><span class=cite-bracket>[</span>82<span class=cite-bracket>]</span></a></sup>
|
||
<p>By using statistical techniques to optimise the trial of different possibilities in the code breaking process, Turing made an innovative contribution to the subject. He wrote two papers discussing mathematical approaches, titled <i>The Applications of Probability to Cryptography</i><sup id=cite_ref-84 class=reference><a href=#cite_note-84><span class=cite-bracket>[</span>83<span class=cite-bracket>]</span></a></sup> and <i>Paper on Statistics of Repetitions</i>,<sup id=cite_ref-85 class=reference><a href=#cite_note-85><span class=cite-bracket>[</span>84<span class=cite-bracket>]</span></a></sup> which were of such value to GC&CS and its successor <a href=https://en.wikipedia.org/wiki/GCHQ title=GCHQ>GCHQ</a> that they were not released to the <a href=https://en.wikipedia.org/wiki/The_National_Archives_(United_Kingdom) title="The National Archives (United Kingdom)">UK National Archives</a> until April 2012, shortly before the centenary of his birth. A GCHQ mathematician, "who identified himself only as Richard," said at the time that the fact that the contents had been restricted under the Official Secrets Act for some 70 years demonstrated their importance, and their relevance to post-war cryptanalysis:<sup id=cite_ref-bbcrichard_86-0 class=reference><a href=#cite_note-bbcrichard-86><span class=cite-bracket>[</span>85<span class=cite-bracket>]</span></a></sup>
|
||
</p>
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||
<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>[He] said the fact that the contents had been restricted "shows what a tremendous importance it has in the foundations of our subject". ... The papers detailed using "mathematical analysis to try and determine which are the more likely settings so that they can be tried as quickly as possible". ... Richard said that GCHQ had now "squeezed the juice" out of the two papers and was "happy for them to be released into the public domain".</p></blockquote>
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||
<p>Turing had a reputation for eccentricity at Bletchley Park. He was known to his colleagues as "Prof" and his treatise on Enigma was known as the "Prof's Book".<sup id=cite_ref-FOOTNOTEHodges1983208_87-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983208-87><span class=cite-bracket>[</span>86<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-88 class=reference><a href=#cite_note-88><span class=cite-bracket>[</span>87<span class=cite-bracket>]</span></a></sup> According to historian <a href=https://en.wikipedia.org/wiki/Ronald_Lewin title="Ronald Lewin">Ronald Lewin</a>, <a href=https://en.wikipedia.org/wiki/I.J._Good class=mw-redirect title="I.J. Good">Jack Good</a>, a cryptanalyst who worked with Turing, said of his colleague:
|
||
</p>
|
||
<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>In the first week of June each year he would get a bad attack of hay fever, and he would cycle to the office wearing a service gas mask to keep the pollen off. His bicycle had a fault: the chain would come off at regular intervals. Instead of having it mended he would count the number of times the pedals went round and would get off the bicycle in time to adjust the chain by hand. Another of his eccentricities is that he chained his mug to the radiator pipes to prevent it being stolen.<sup id=cite_ref-89 class=reference><a href=#cite_note-89><span class=cite-bracket>[</span>88<span class=cite-bracket>]</span></a></sup></p></blockquote>
|
||
<p><a href=https://en.wikipedia.org/wiki/Peter_Hilton title="Peter Hilton">Peter Hilton</a> recounted his experience working with Turing in <a href=https://en.wikipedia.org/wiki/Hut_8 title="Hut 8">Hut 8</a> in his "Reminiscences of Bletchley Park" from <i>A Century of Mathematics in America:</i><sup id=cite_ref-90 class=reference><a href=#cite_note-90><span class=cite-bracket>[</span>89<span class=cite-bracket>]</span></a></sup>
|
||
</p>
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||
<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p> It is a rare experience to meet an authentic genius. Those of us privileged to inhabit the world of scholarship are familiar with the intellectual stimulation furnished by talented colleagues. We can admire the ideas they share with us and are usually able to understand their source; we may even often believe that we ourselves could have created such concepts and originated such thoughts. However, the experience of sharing the intellectual life of a genius is entirely different; one realizes that one is in the presence of an intelligence, a sensibility of such profundity and originality that one is filled with wonder and excitement.
|
||
Alan Turing was such a genius, and those, like myself, who had the astonishing and unexpected opportunity, created by the strange exigencies of the Second World War, to be able to count Turing as colleague and friend will never forget that experience, nor can we ever lose its immense benefit to us.</p></blockquote>
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||
<p>Hilton echoed similar thoughts in the Nova <a href=https://en.wikipedia.org/wiki/PBS title=PBS>PBS</a> documentary <i>Decoding Nazi Secrets</i>.<sup id=cite_ref-91 class=reference><a href=#cite_note-91><span class=cite-bracket>[</span>90<span class=cite-bracket>]</span></a></sup>
|
||
<p>While working at Bletchley, Turing, who was a talented <a href=https://en.wikipedia.org/wiki/Long-distance_running title="Long-distance running">long-distance runner</a>, occasionally ran the 40 miles (64 km) to London when he was needed for meetings,<sup id=cite_ref-92 class=reference><a href=#cite_note-92><span class=cite-bracket>[</span>91<span class=cite-bracket>]</span></a></sup> and he was capable of world-class marathon standards.<sup id=cite_ref-93 class=reference><a href=#cite_note-93><span class=cite-bracket>[</span>92<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-94 class=reference><a href=#cite_note-94><span class=cite-bracket>[</span>93<span class=cite-bracket>]</span></a></sup> Turing tried out for the <a href=https://en.wikipedia.org/wiki/Great_Britain_at_the_1948_Summer_Olympics title="Great Britain at the 1948 Summer Olympics">1948 British Olympic team</a>, but he was hampered by an injury. His tryout time for the marathon was only 11 minutes slower than British silver medallist <a href=https://en.wikipedia.org/wiki/Tom_Richards_(athlete) title="Tom Richards (athlete)">Thomas Richards</a>' Olympic race time of 2 hours 35 minutes. He was Walton Athletic Club's best runner, a fact discovered when he passed the group while running alone.<sup id=cite_ref-95 class=reference><a href=#cite_note-95><span class=cite-bracket>[</span>94<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-96 class=reference><a href=#cite_note-96><span class=cite-bracket>[</span>95<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-97 class=reference><a href=#cite_note-97><span class=cite-bracket>[</span>96<span class=cite-bracket>]</span></a></sup> When asked why he ran so hard in training he replied:
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||
</p>
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||
<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>I have such a stressful job that the only way I can get it out of my mind is by running hard; it's the only way I can get some release.<sup id=cite_ref-98 class=reference><a href=#cite_note-98><span class=cite-bracket>[</span>97<span class=cite-bracket>]</span></a></sup></p></blockquote>
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<p>Due to the challenges answering questions concerning what an outcome would have been if a historical event did or did not occur (the realm of <a href=https://en.wikipedia.org/wiki/Counterfactual_history title="Counterfactual history">counterfactual history</a>), it is hard to estimate the precise effect Ultra intelligence had on the war.<sup id=cite_ref-99 class=reference><a href=#cite_note-99><span class=cite-bracket>[</span>98<span class=cite-bracket>]</span></a></sup> However, official war historian <a href=https://en.wikipedia.org/wiki/Harry_Hinsley title="Harry Hinsley">Harry Hinsley</a> estimated that this work shortened the war in Europe by more than two years. He added the caveat that this did not account for the use of the atomic bomb and other eventualities.<sup id=cite_ref-Hinsley_1996_100-0 class=reference><a href=#cite_note-Hinsley_1996-100><span class=cite-bracket>[</span>99<span class=cite-bracket>]</span></a></sup>
|
||
<p>At the end of the war, a memo was sent to all those who had worked at Bletchley Park, reminding them that the code of silence dictated by the Official Secrets Act did not end with the war but would continue indefinitely.<sup id=cite_ref-Collins_81-1 class=reference><a href=#cite_note-Collins-81><span class=cite-bracket>[</span>80<span class=cite-bracket>]</span></a></sup> Thus, even though Turing was appointed an <a href=https://en.wikipedia.org/wiki/Order_of_the_British_Empire title="Order of the British Empire">Officer of the Order of the British Empire</a> (OBE) in 1946 by King <a href=https://en.wikipedia.org/wiki/George_VI title="George VI">George VI</a> for his wartime services, his work remained secret for many years.<sup id=cite_ref-101 class=reference><a href=#cite_note-101><span class=cite-bracket>[</span>100<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-thegazette.co.uk_102-0 class=reference><a href=#cite_note-thegazette.co.uk-102><span class=cite-bracket>[</span>101<span class=cite-bracket>]</span></a></sup>
|
||
</p>
|
||
<div class="mw-heading mw-heading3"><h3 id=Bombe>Bombe</h3></div>
|
||
<p>Within weeks of arriving at Bletchley Park,<sup id=cite_ref-Copeland2006p378_80-1 class=reference><a href=#cite_note-Copeland2006p378-80><span class=cite-bracket>[</span>79<span class=cite-bracket>]</span></a></sup> Turing had specified an electromechanical machine called the <a href=https://en.wikipedia.org/wiki/Bombe title=Bombe>bombe</a>, which could break Enigma more effectively than the Polish <i><a href=https://en.wikipedia.org/wiki/Bomba_(cryptography) title="Bomba (cryptography)">bomba kryptologiczna</a></i>, from which its name was derived. The bombe, with an enhancement suggested by mathematician <a href=https://en.wikipedia.org/wiki/Gordon_Welchman title="Gordon Welchman">Gordon Welchman</a>, became one of the primary tools, and the major automated one, used to attack Enigma-enciphered messages.<sup id=cite_ref-103 class=reference><a href=#cite_note-103><span class=cite-bracket>[</span>102<span class=cite-bracket>]</span></a></sup>
|
||
</p>
|
||
<figure class="mw-default-size mw-halign-right" typeof=mw:File/Thumb><a href=https://en.wikipedia.org/wiki/File:Bombe-rebuild.jpg class=mw-file-description><img 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4wT5Pgjx8A9Y1KccitJicpYKoe0mvechSd6+/j+nWvKxxmAuV0mIog0iSBwuB4K7816rclhzeZgzl3C8nnlT8PPdjVLEU4AXtlSVQO4LoaOh8aPWNT9oTK8WxlCDDYLGVcpBclmiyUcpj/guArV2iVdSKWAfbMfyAHVdvQjTCY2xHy0YO1JuOy+cmkevafQPbGYoHKEff3PDAggg+OomfyUOGNWbD2MNdLM5nb991byuhA0EVY4pFP8ANvuHka/LrI2jhiSWtg966VXF/UKAFJ9SxAMW0ItqOC60w/7V9UWY4uScdmMWgs8tJlDRt8EhS2nH3/wnzrz89WHiv2ifTLJKjz8jkwzNrcWRxk8bJ/VlDRn/AOL8+vzmHM8k9p2/GUJYy5YiSMLrZ3rwPt8fJ/v0Xocvq2U1ayFSnOdAK8L9rH7/AFqSAB+o6cA1g39VgAqVzYNB7Q2fEgL9NsVzvgOZI/dnPuMzFv5UGRiV/wCnaWB/4dN8WKhlqNaiyVOWqo2ZUO1A/qDrr8nbPK6ToqtHHkO7e0gR2I/+NAP+PRPERDJRhsfhbsRceFSBVZjvQ0qt5O/I8dSWRMoRRxOfowzMf9N/SV+l9jNVqwkk28ldATuOJmdlH8xVBskgb8fP26i4zlI5A1Q8Vw2Ty9W1E0v4tokqxQkFh2SCRg6SHt/lKg+QTrfX5+1OS8gw6f6tl83j0Vu0D35QqsPOteR+vRPH+q3KsdlIMrT5BJ+OgcSRs6J2sdk/WAAHB7m8H8+lND5kOBCaWPo/9WkR2yPx6r9E8viPbpBLeRr0/wATItaNzGT/ABJPpVdb+dnqd+4skvaEmo9q6H+zf4/+LrijGftXc2jnpWMphuNZ2ampWGeSvNDIN6BbYkZe7wB3dvwP1O7GxH7bcjqEznBpFYfLUsoH3/RZI0/59aMpWQVGrpT9yZDfmSpr76Djr4YS+Njupga8aL9UxR/bP4FO6R5LGckxjkfUZKCSqv8AeKRj/wAOnPG/tL+lmScJHy+rWkIB7bkE1XX/AOsRR1UFHIKczhsj9vwZ/q7/APbrQ2Gy2yfboEfn77//AMPWzHepXDcu4TFcswN2QnQSHJwu2/y0G3vpkDiRO5SGUjwQd9UpISXaxGZQF46+N7vufxLA/wCfZ0uWqWZRbYmgoo6V2kgMUzuHkHwpBUa/r1Z851/P8EffpYy3ZFI2iAPbY/P9OhIlWEnYeq8NUe8pWdmJdSdkHfx020KUqUhOq7RvJYEHf26F4eul24InYqjyNsjwR56bcbh4qR9qCeb2Wk9xoyRpj/26VTG6s2WhKUyoFaGQ68nS/fr38LMDowy+fI+k9Mm+vunqktmvJ94ZfH/3tv8At1j7ThfKyD+sbf8Abpm6+6iiWdEA7VvA/wBxuoN9XsNHXMcvsHzKwibXb/u/H3+P7np06+6iiUxIDsjYX4H0Ef8ATrEyRj5bWj+R6buvuook33ohv+Mo+589ee/F2+JE1+ex056/PrBokb+dFb+oHUUSd70XkiVCT+TDr0EHyrKTv7kdNpp12/mgiP8AVB1gcdTPzUgP9Yl/7dRRJEhF2cwxsDBGQZHU/f8A3f8Az/XqZ2aACqQFA8AeP7dNH7pogELUgUH57YwN/wCXWP7npef9XXyNfJ/79RRLHbvRbY/69aifJP5dNZxFMjXs6/8AeP8A360thah3pHH/AOkPUUSyQfPgfr/x60sdDY8f06aGwNYjw8o/9/8A+nUSXAxAnUkv/wAQ/wC3UVQliSRYY2lldVUDZJ8a6Adz5ez7rr21Ub6FI/m6aM3xuOzRsSNasIK4VlRCFDbbWj46GQwrAqqg0oGgB0txiykLyOLSgAf2HUhFCeSfq69pmpNZ9mxa/DPrf1Rkqf7/AAP6dFEwM0i9/urGGOwsiHevtvXx1bQoh0Nlo7ELg6Ecqknfzph1qsJ7NiePWjHIyg/nonorJx+x2NqWE+P/ABDz/l17fwtp7U00ftESaf8AnIOyPP2/PfRoUE7idj56iTWWJMVfRkGtkjwg/M/9uis+EyXZqukQJOixlGwPzA+/UdcNchQqlYnzsnvUlj+Z89RSFCREjBBXvYnbMw2SevupP7tuL4Nab+2v+/X3UUhDefP7np7zFD57sFeH/wCwfr85eS5KziqlXI4irWw8kNSaB5EqIVmWWIxy9yydwYsrHz8gkEaIBH6N8gqvleNZ6jFLBA1rF24RLZmEUSFoXHc7n+VfI2euQ+P+jt7HZFbeY5JwKzPiEM+Nx7cnrOs9/wACJJQyke3/ADOQdlygXwCSKY2ZPD91ASM3C3utX43IftD1uC+nOFfL8ewvC+PVpchZkr/S88VMLM7rsMvYdRx78Hvbetg9S05kMtwr06wsyyyYnB8YqRzVtKhlmmbcpUsDorEvarfq32J6vX034zX9NvTvNZ29QxcefzMElrIrj5B+HkYhkihjbuKhGZu8hW7e6Q9vgACiq9Ovbws8NaxBjZUaCpSjZZXWeQKFUSBe5lP1MAwTR0Ax+/WTGVrZBvc9q9f/AMP4RtSq+s8SBHiZnwFlUHNEgNspTnmtQgpKkk1YQMVb+Xahm/3T5B0d+OnHG4tbf7JOcsMob8JzivKATr57EOv10+ulXl1gTARQr3QVZBFHKYipk0FUbYgE9saxjX23+vSvY5LnqvFoeN08tZiwVzIi5Nj/AKfZedJCFkPju2O1N6IB7R48dPYzNh2gcvIri/Vah/X1Sd49AVYlrCzQ0Eq16VjuswRSTJHJ7STIhDAuPAYAjuG96I30CD59laTDW85XhYkq1LKyHXbIVJKxyErplOu4edAjY6BZCnSm5Zkv3VFchoScbtzCC3Y95zIkLe4djxoyI7KANBSo+3Vl+nFKrBf5UEi26pB7caIPq8t4J8AaGuninM3XHLtSh+S9ZuV5fIYapbmbCNUkla7biknZshYcqDKVclYdquvaTUYaSVgF7tBZmilxdetlMblr1PJtfaE+zckUiLtOmOm38qT+vR/KcwmxORgx+SwFutFZneBpUsJpS57FYE7BHkEggf8AXpfyUdz8BtTEKtPJBW+k+4Xbv87/AN3S+P6/fqmsaA6yaMRVDWta4gdqtGrwC3zLjsFxchXtywR/x4srUN7uZIlKyBmYEMQzDeyfj+4v0Hi4twnmNPL88zGYsY3GRNLiYDWezBDZcMvvMikkFVZiO1T9Tb+3m6PRausvDLMgKyOzoCGG9gQr8/p8+P06qvnmGtwcw55HTFWvUxs9IVIxFvvWWsHfYBHgMPA/X+nVZAQQN0+vVqGoC4zDW91h7nVS/wBpLluG53jK+F9Prcc+MTd3JW0idFsFRtIAGAOgfqbY+Qo+3VHYKrn+Bcag5NxzMtVlvQxB6IQ/WshIC73/ALvkka8eP63Z6F4qhznBZ23yPHULFiDIikkOnjRk9nuPyfny3wfjfjpt9X+I4DI4Pi+Kr4Kji7L5B4VEMYi7Y4acrB2kTz8Ko7D892/Ouoyi1rMqQ2s+k+WE5uKoKr6to2Ouxck49Jaku1gkEqODCna4PuhXUnuHaVBB0O5v6dL+LyU3IuVZDKTRupmq6X3D3lQpRV8/l46c+EcNwfMOWWcJeoTwRVaNiSMx5hXYFQCAsZ+oD6id60DrofmeNUuI+o2Zw+INh6cFGu8ZsSh3+tUYgsAN+SdeOqZQp0nS0XXQxf1fFYyj0dZ8jXQcI2SBlsXl58plMjiKd9KX4po/dWYv9S6U7PjY38DXgED7b6n8RW+9i3FlEaIJ2yr3wLGztpl8sFBPht6O/uep/DslTg5Ll8ZkrBppcyrGKVlDKuyysdn4BHjY+/3/ACfr1Yfgp5E7mCyqpDJsBvy3ve/n7dMiSueyr0dzwI8QQk/1bk9jAcExcsTqhxljJho4RGXMs7RKWbX1gLC2ifI2fOvHVYSR0Ggj9sW45hGA5kRJEL7PkHY0NEeD+X69dI5xYrTenmDmkgF2/g4kpR2iR3CSzPoAn7Ft66LcW9FbjNyDPyWcbVMNeELAFZ2aNEeSRgFXXkqoP9PnXVNbwWjFVJqy46AeQC5ss08VWyFeQ3IvwViss6xVlEpjDKwCSFCexwyglfOu4dQqs8VSTdgSZKDsB7YGaFmP5dxBI15+x866uXHcaxmfX2KVKrYNrIyxxsBErbbsZfqJ32+d72B89bYPTbGWzKwpxFVQ+El/lA8b8H8+hcQJWVrgQlGxUmw+ZxdXEx5WtakqxSPFlMnWcRd6K4YiMFlXTbAZe4gjx+dl8c4lezU1JY+SceOYJkkrVxx7JssmoywU2UjRAT9WwxXWhve+lw+jFK3cWKKCwS677e4sSB8nfnwOsML6dW+GE56Crcq2I4bf4K0CUh7pIpIo2VtEMR3d3j57dfG+s4aHnqny/KJpLTM/O5MeW4rjaVZsfX9csfj5TElp6GTwV2hHG7ooISQpIrAL2ja7+/gdLWaxN6hXFrkHqBx/O1rE5ed8by6vI7HWg/tdiyga+3afjyB46m8m43k+YNFJFft1vw9ZKVxXtNKlt18+64AVdnu+NfboZR49ybDY23Rgnx1+tNVaCCO5XLmmS4PuQk/yt4P6EM2x8dKLQbEgHuXQpY/E0jIfI4En8hDP3HgWByi1csqIp75J6s08PgkbEifAA8fV9wfv00cfwN7kMop8Z43ksrNFEHeNQKh8ghQPddSx35H3OvA10ovxjllq4I7H7vZ7iyM9iSJEDAeWDlUBOyR872eh+eF3IVMamPw8GNuYhDjp5qln+Ha9th7cgjI/m+pu5jsN3KQBo7vo3ObId5/wt9P6uGuIfRaAeAE98yrS5N6XeonHaElzMcDy9CKu38SxJkIZkVSN6Kp3H8zvyP6a6XIq2ZgWOy+b47UJUPJRmFk24Y/zIEYRtA9xCMfH+XSvxzL3I8rRi5Zf5PVwold7Jx8v4pl7lYF1ikIQ/UQSNg63rzroNc5PlLYgr2cZFJb0UjlmiknmPj4HuMdD76A8dWG1hYO+d5U6fAVhNZkHkAPRvurIOATN1FuSZHA35pIZJni2fcCoSGJVlOvsQCdnehvrRNVv8OskQ3BhZl2CamW/CkMACRpXU9w7hsefPVVS2bOPWDIJkIfxMsjJPW9hBLE6je+wqR2HYAPzsMCBrzKwmS/eFxYpTI3uFizl28HXg9qKN/l89MaKw/unuSalb6ZUECiR/uP5VwYv1/59jHRcVzvlhPkRrMz3FbW9ge6j71r8+n6j+016yQgCTMDJA/4LODhLEEA6+hV+xB/oeqMs20yOJM9DnVL3VjiZYpbcldvcDaYfUe5SoKsjKNHtfu89oJ7jcPqZe4/eOC5HSy8NqQGatFlllt2vdGtDuILsVX+TYbQ+PHVvqOAl0D52LGxuBBMudH+30JVuN+096hU3i/ePcqRyydy13er3h/5lG0bWhsqfsfPT3P8AtzmiyC1xk4ip2rF3y3WtGP8AN2k7O5j4IH0+SfJ65QxuVyWA5WMNzXBy1v39aq1coMrVsw2Ej/FRszwyNKGRtjyV8EeCCD1tjwvJH9bM16ecAyNmpascjs4VN2Dowx2mAMzaYsiLGGJ7Sfp3onqNYwCW270upWfUGWbbWGn5+BdbUP2ucnlYVyXF8lisuiKYp8TciWm6hU3+I9yV4/B1/IO7ZbQPg6trCftN4KG3JR9QYq3GrixJMvs347yuki98X0xbcFk+r+Ujww348/n9bhzOJ49mcrkaHGM/UkztrDnIXav4uyJqaLIxhLkdsZR1AOjsaBA8b0TTcpwOPtZk8fw+MqU5o6nvQ4GoS879oEaDTEsQSfsD2PokqR0FNjmu++RzKdWrOfSb/SaJ0IEehg+C/Shf2lfSw6DcvrRk/wD5StOn/NB1Nr/tBel9n/Z86wS//nbix/8A72uvz9wGA9TszCj28xxficEsYkU5t8ZSk+O7xAIXm2B/4B8eN9Tbqx4eGJs16841bRcpLFjeOmSKPz4IkZYu4fclV8DyAendNSixnsk+gKSMDj3f+3Hav0Ir+snp3bH+rc84tJ+i5qv/APx9FavPeK3TqlybC2T9hFkYX/5N1whNieTernpzw7PemXIstlf3HGOM5WClQdS1lO+Y2yR8qUeMHx4LDZ2eqrpYfK52fkuIqZ/P3eUcdM013GpEwijrQuI5neVmBjdHPlWXWv8AFvx0bnNifnoqGFrxPV1jUa+Pnov1cr36tsbq2IZwfgxyK3/I9b9/of8ALr8hYcFbyNr2K1/I3lEUMzPHdQAI6gqw3KF1ttb39un/ABHpLLyK5Xw3+n0/70mrdy4upkrOTkSPt7tl4SK6L2FSe6UAef6dIOIogwT5Ld/hONDcxAjtHtK/TvZ14HWDzxx/7R1Qb19TAeevzC9Y+NcZxN3j2TyvLXlfKwx0bNj8NPLXL04a9d5Y2DEyBl7ZCRtSWPazAbMKp6HwT8IyPMZ4JZsHj6cWQmmEcQL1X9wB1DN39xMZ8a+/+bBUY7SfBLH06uRdzB2uE8F+ntjP4qozLayVOBl+RJZRSP8AM9DZvUDidff4jk+Eh/V8lCv/ADbr80eGek2C9TqAu+nUEBiqQqmS/fVuCo0Vk92kVOwlkYBSGBPyQfI10p+n3GqfqNy3GcW4ni67Ze5K6MbYSGKELsklh/NpVY6AJPwAerL2jYoG4J7myajB2n9l+pcnqzwGIEy844xGB92zVcf/AD9RpPWn05iB7+f8VGvn/wBd1z/8/X51eq/pbkfROXEpyzFUbUl2B5//AFO0llQizIhMpKL7ezLGgI2CW+d+OoN7jAoNHUpNUyOcnljhjwlKtYa6tlwP4DIyKveuyW0x0Bv89CagbYgp7fpj3gkVWW5n8L9FZfX70wgID+oHGjvwO3JxNv8AyPQ5/wBpX0oStNP/AKcYtkhUuyJ7jSMN6+mML3P/AEUH8+uMsl6I8hr8ZyufescDVxHHv3nbr5WB4J3nUSmWrCva2yntrpmJ7g6nej4DepGAoce5bY49j6lHG2sBhMfXzJs3NQzX5Y4Wkn72fS6MrqV7l/kHaD56sVARMJbfp73ENbUaZn/NaOMgLsub9rv0grydtjlU0UKyCJ53w9xY0Y/ALGPx/X4/Xo/H+0R6T24FZPUbi4Vyyj3MnHGdr87DEEDz4J+ftvrgXhXEuNc8u5fAtlblPIWILU1KxkgkVQTwszMrshLhdBgrE60NkE6XpuvfszVuE4S3lMkV5DjLHsrPFh8i9335CzmLUMMAlZNAN8j4PnxvqGo0GErC4N+JaXB7RBi8/hdjT+s3p3keP5+7Q5vgLVLHRQPdsQ3BLHXV5exC5UHXcxCj9T0mw/tC+k1awHm9RMEyp/uyyN/yTqgPTGjxu9wjk4x9Pj+FxmYeHGvXt4xo5O+vYSYTSRyykOo0QF2G3r41rqt+G5LA845VieK0uKcdpzZeSHtylykntxEuyuFRGDH6mVQAd7XzoEkIFWYcGnyWv/D6YLg6uOrH9rt+7u7l2of2pvReFwZufYpgp39Nedv+UfXkn7YHolFstz2Fjv8AwY222/8AKLz1TPqV6MZH0m43icrxaLj+SyF7JVMbBja2BjrJPKwcmRppWcgERnY+Pnz0rcF5PcpckmxHIszjqlrkd7/R+STHRixDSklJbtjeOI902yg7e1QA2u9T0ZqPBALdeaE4KgKXSCvPY0x4khdHS/tcekMdJb55JfOPZwgtDj1/2ixLADvMWjvsf4/3W/LqNxj9qfjXKuTVMJDgs5U/FPYjr2pFhZWESPJtkDd67RD4I2D4P3PVOZrj/IcByrC8Xl5Tbe1lZKVWzJFXse1XexaZikSTARydqONPpfLDwCD0g8Mhy9rI8uPG+M5Tmd6rHb7a9OYQhi0pT/WO1gzQv2kNHGQWHcPgk9Na515C55pAkBrtTw2iQdvBdFJ+2r6SSMVN/OKSpZf/AFNI3cNbGtE/I/8ArrqMv7a/pZLPDDXTks7zMqKVwxAJJ0P5nH3PXE93B1OOvkmryZJL9eorwsJNRSbRVkAdUX6e53Xt+QPB38mFjMb7djCy3RRDytWtBaV5bARSxIWTtP8ADca+pD5A1seejlpnLKmKw9bBuDamp7PPgV+rmLylXNYqjk6DM1O/Xjs12dO1jG69ykj7HR+OvugnBlMXBOKxoR2rhqgGj417Sn/r191G3EpLbiSlnkoWbinIY30wbE3QQfuPYfrixP3PxT03xsy4iIZiSjNyGO1HKnYskpWvViki7D3D207xpgVMn32R12fm2J4/mgvycZb/AP8AQ/XDWfxt/wD9GuMyUMUf7qv1cVCrLbrlx7cB7gY1cyAGRT8qN6B6VTu6CeHukuBJMcvddNV8jUh9F/TDGWxO0VjBU7Mi15FRu2CuD52D4LMB4Hzrz9uqletC3GJMnibQIjmmqxxPOsdn8V3k94j39QWASspQnbKPjRHTG2QyOQ4Jxaniqk91MRw/HCZa0XuOpkj3vQBcD53rx4G/t0h3YaScQ4nSTLXK894WblqvJSDqjMWj0HRwSGMbKBoNqQD8yePXmpiHDnC+q/TaXQYFsG7iSd9Z1G1kD9Qsob/DeMQSrZe1Hcv2pJ7DktN734fXjf8AKhjZF/ML8DqrmiWSvSbyV9+Q+P8A226v/wBf8VUx/FfTxaStXlqUJsVdrvoyQWqoiWVZCpK94ZjvXjRB2RrqhIWIqw+fInk3oaH+0Pkdd2mD0XivmuOf0mMqOAi/zx1RRSRyAP3MT/otmAhB7fhLOh/w6tX0ujabP8m++4ITotsDbH/v1WleDs5FTLHvWxxrPFQPOv4d7Q8/qvVrek8Ljk/IopNL2Va/eCNb0R/361iJjkue4jKez3KgZ6JIrtt53WLRYI0mgN9hA1v9fGuqryaM2XRU7h9TsfqIHgn7D/r1fvqXx6xBiSuUqT1hOUswe4hUSoSO1x+YJXqiMtJ/65JGz/tdD9f+nSs05grY2IBXXn7PyxScMlRmPv8Ato2uz6de1oed73+mv79VJl5OZYXIcopXuL47NS0Worlp6uZyURtF4S0PduRiSqhh+nVr/s9dv+iLN3gStHGAp39oyd/Gvv8AG99QeSQ5BuUeqz4qUQyl8MzE+CV/CyA/38f8eqZd0LdigBB16jfUBVBwDnuSqY62eE8PmwtSbJFbUdflZjVrAhUlys8Eh8IR5H+XTVlLXK+bRxQpjeQPkcdP317WP5XRniJZdSRhfw6Kz+2/b+XlQ2j1X/FMRcs4Pk9AcTnzZt5UQe/Bb2YZhEjJI0TjtI0pGwwYbOt9XBx7F2MXxvhFbN4LFcat4S5baaC/E1mtko3ZpVKmN102m0wILAp5BU9Lq5gIWWm1rruHD0VKcczXGcPzXK2sRjue1eSQ1bMN2KaHHWjFGNLJuMiPtI0o+djoNPlYc7zfK5KB700VipF9V6olaUsvYp2iO6jyD8N5HnQ+OjnJOVrzf115nnsbhGNSejZ9yvRjSIz1UjiQylGP1OxAcrsE7H3+VmnDSh5NkIsVBbrUxXJhhtq4mVC66DBiSG/qT/Xom633QHTu5c1F5Li+OWZHbN8/ysWdqRFocTb41I6R7+tIVm9z6kIK6Yr2kEHyOj2EsRT42/HJy+vkGhIjgoTUG92ZV7fqSZRoaDHYbewh8711N5pk6GW5t6Y42jUjyuTxeL9q+8MfvvKrtI6VyGYKWiiLEfcFgv8AhAGjjeF4xZyuZPF2yuYkOFaXHLHVciGb3YjMZFK9yKsfujZ38g9x3vqNJiUzLIgc9p9AnHOgYrLekmUPLMTh4qfHqVmxQv35q0lqMWpz2pqJ07D2keT8g7H3LDNzetkcdkKWMyvHY7mSpzU608fMKkATvjKbLSdpA2fgDz8a6UvUOzQqWPQySOsx5PSirKYChkaSqso7EMYBJJcylQ2v8X5jrH07x3E73O1SzydbWKu423NCsdESiS2sXckRRgrF1YMQjaLHt/r0GbqzwlOqjPVIPyISfwv07zGAlsWrq8esxUSJvwh5HVU3BGSHjVBICSw7tfH9d+Or/wANxTDychtX+LZTHcv4tCWMtOY+zejT2ifaFdwGkdfp0y/zaHnu31UPqXgeP/vXg2Qz1SKDJ5H34b8LUlqB6whUxzMgdz9Dsfr/AMSjyRrXX3CvTfCnPZebJ5HDWhh8I+Roly+rLiaPsPdD3k/TL57e4d36DoJdGefwg/uufL90+8T9E+a5abL3+O8ehuYy3X1RmizK9z/xk2hgmlXsGkO9oD+R89Z+ovp96rV+DU8db4fLhcbjJgzXK1mtqOE920YmZh2Evrx8dq+fk9I3OOE4GH1DMFC7+52z+Ckm/C2J54FpWkthAv8AEKPtkRlCsB9W9fOhN9OeHWsVRy+ZzPIXSrUnipWaYzbVlKy+4pChyVb+UnTKBon+vTTU6thf5zQNY2YPqrP9P8XyHKYdOL5fi+Q4tzalC8kItVZKUXI68eu9o2P0NYj2u1B0yt3DQ3pS5vxnk9Sjay7Y7kFeoqn3x/ozLOYANgk67Pv/ALxHz56r+9g75TkVeTnGevTYXK+3WinyJ7BXlgRkZY/JEnazoSugANb8jdki16ixcIjy8vOMvBnBjp72E/G3I5pIyjvC8ey3ehfs0Nhh50dBTvM4sF4mUQuDfz/ZBLPI8djJ8i92nFNHDASsM1VYgiLGH/MN3E/I2T+p6rX02dufXv3JW/BJl7pL1K0172RZkIX6F2QC+lPapI7vgHfVoUPVT1tkGLho8zy16DMGstQW8fXl/ErMFAATt7wCzfJ0NaO/I6+55yb1IuSy468uFuTZmtcFiC5iGltLYiYBvaDr3QOSxdPbICsjsNa30TnAHI23zsVtgDN7/wAJHtYmalParxwCFqk5gsLac1GjkA8xsJdEMCCDs9FsHxvEDM4p8/knx4kxItRyGeJu2eZD4VhsFAAw79/fpr4/zPm/O4chiM7g+M5rITtChyNnFwveWb/7ik00kZQkqhQB/q02tgkDpTz3qdUrR0ByX0h4a0n4KMLDTt3arwxAuvsnUgCspVgRvxsfn1THNM2uNb/PVQtdx9PykGjDX5TYeGOwsDvIxjFiNh3OSv0j7Anydnx4/Uda8vxyrir0EV2OG0GiMpMcLOvYCQfgfPg9P2co4TCGrmMZ6f5CjBPWeVIKGVb2aTR9qt3ySs/vDuZdqwXYJHnfgf8AicRy7GZKWxT5Rj81Shkkjs426BWEXd3BTEqmQP2hiPJHx9vkTUDutFu0flMgiwCUp+EQY7Dcoyr1KlpMbCsQjIYhXYkFx8b1tfP2304egfEsHyT9pTi+FyuKjuYyelcWzTsDuRmSpKVOgdjRAYfcHRHwD0Hju8Pzl+xTz2e5djjal9uaGpiEmZ2JG0ZS42T48+fP2PRZOPV4r+PxnEsxk7XOqeTj/d12nAxuV6zAfUyIu3iCsGKkkqO4fy9WXAECCo0uJk+6v31V9GJ6eZ4RBgOSZvE8asXrVKfH2br5GGCVF/ERiGOwxI7+x1YFjrtDfGx1G9SMfJiP3vSgvX+WZzlnInk9uCc4uvQj9sWUiRoD3SPuSJWkkJ12jSDyTdvrlF+7qnDLl/IVI/weYleeaVlgWRzUcMwDNob+s62dBtb6oP1cwy3hydbvty0cHlq1t454XtRRo9RF71gSRCzfSSCpB8knx1z6vUrtbFpE2HNdjCUG4hjxuGOPadvZUrBx98x6J0C10V+zmOTjEJR55bNiShj+1ECqSX+l970PnZHjp3ixUUPJb+XfM+5ax9QiWlh/blnETwruJ5pHSJTuR9KG9we44XZ6E+n+bg/0Rw/HLiY1MdlsvlpbNy5IIlhB/CwlS2+5A6REKyaZZOzZK9wYLNyLCUMDyaHjPHrOPgx8/wC8JjDlJXalI79kTmYkOygxwBd7+ST/ADk9bKrSXkbGLW81MLj2UaTGhkuEwbGAdwONkl8g5z+9Xhg4xQTjcEKRHdYe/YsCVe4BpiNiXzrx8j+nkD/o69UOucimrZO3QM9Km8ZBaN0jeF2Y/wD5RC3b9/5T9x1ft3N+nfMshZzc3pXNfgnlQVb9XNWK0MsyyMHkcLpVkEQib7b2fvrrVc5U9Hif+k8fp7i3wwW1i8ZdyUcuWME8UEBii1K5CsD7vb3rs9p7SQAOqDz9rGR3j90LqlbETVr53D+0xYHxjjorr/ZX5VX47xHG5eCjYw/CbGFyFwVIBJaCXBmplWIMB3Sy+w1ePZHcwVfyPVX8czU9Dk3rXyD932eQYvJUL1K1BjIYorWKo3b00pmsRHUssqCV+4aYroKzBVBV/wDTr1Vg5ZmeOZa3jjdwud4Dl6sfH4ikML5CndaZ1CAhFZ4+0hgNr3Ak/cJvF8bU5hn+WzcmyL4/2McjV7T5LQwzRlBYCsqu8quhjMZfvKqzBvrOzodIYJXIbBVQem0UljO8krcYu2KuJsw0qiWDWBm/DsWAYqoLBvbLfSpAJOt/BCVXq5Sryahhs3BmExMlx7VWpNVaJ5opGVO9FYeS0cegNsoI19j1dvEcPwzFcF9RrXHbiZCTFcix9aDI1LUktlsfKEjjKQMEEw0ZWCjtYup39OtV7w+e3BFia9fn+SopZ5AmOv4O6ZKzw1GPdXsr5buiPfKGCgdjkeGDAnNcFxA+QvStfQdSoNkggmYiNfUiw005pk9Rq2OwXAca3Ao87hKtDP2a7rftK0skGQphXAKEj2nWiw/+LXjrofC5XFYX0EyVbIxT2uPHiGIaa8Kaz90Jlse7N7MhUOqyMqBCQSujrweqS9SuL4z0xoc8w3p9llsxjj+Py89ineM2yb71Zoi+gdNFdXuXXx4P5dXfegXgno1zWeuI8vjeIYzE0bWJyCq8F2wixTFZANkIPxII7GU93z4AHTmudAaLkrmdEwVXuggCInUyRrAHPgqN4R6e8at4c2vT31NW0Y78ajG3z+63uMRsxSRuwRyF2R2Ofn46G+gdO9Q/aI4Zg+SY+HC5HEWo4RXemI5ZVPvSq0jID7khEnd7jHyqgb8Drof089POM+tPpFJyE8Ar4uvkzNahrU80xMdlJ5UklHenaFd4tlSCQvgbHgUJ6W5HK1/V7Fj9+4PNVeI0JsliFozJJViaRQvstJpGkI712uyV140NjqmBzXQTPzsRYl2HqYQPZ9wIGgBNuRMxor5/afz8mH5dif3pZgxGblx88OCyVdJ7EEMT2VDNOikdr7EAUkOne3x4HQH0Sr8c496ncWSTj8g5NJx6eWfMNaeZpZVjZJo2ViWSTuRgQQCAvjwd9D/2lvUgcgz2Br8Nsy08/Jjjj7DzBoYLQNqPaQjye8ThGUn47QR5Hmp/Uelg8bhMnFiHuW+TUDBJlcxUyrtC1k7SzGEAHb2khe4MVIJA2D0h5zP6p1+eC6BouOGyOZ1om1o/+19fYju7pyGfqfu/JVs9BQnqmq8vlvNohXLROhUaPaqJ47gdnz9uuIuOZyDLci5pyXlnEpc9f5TnPpxFqQQfhpz3ShFkBJkC98UYBAJPb4346N+iiLkvRH1uv3ruVnymOqwSLJNdJ9xJIplMW3JYF/IOtHXZ2kHexXAcNgjXOG5dhr+TmbIvbatFcezZrSu5jE8aoB75X249qZAdHY2w11RDqZ6zpn270jAUmuw9SoBeCN7baxG/Ed9lMxHpznYuI5K9FhP3W3GoLNbkVyS6A72Vk75Po0CPpkjUquwdb3s+egfS70yxUXAIYvUKvZhy2W91xTq5kxTZStH/ABYJkVJAfdG/a0CPpJ7vB6529PcDyGvwH1Ym51QzqY1IqFW2I5DD2OuTjMqsRvUoQDZKswG99PGWwNpPS/03wzYfkON5/dnTU0ZtSzTU47Mks6Rf4YkLiAhPoK7B8jZOoUw6HG5v7LmjEVKQLWyNeN4E9ihQ+k3Kstm+W9uLpwU8DI342N8is4qoimZY2kKj3XVCASF+fuPnqNW9PeQY/AcW5FUpx46nkbsNfBPFYSOb3Zj7ilABuPZGydjX38+emOPE1LHqJ6xZTF1uSR8bm49k4b8M0VrUN51Bl7z5Yn40PqA8lTrpAyPDcrJ6S+n2Os/v1bV3kliVLSVZX1G2PiPZDF/JoyFkBA2e0kE66PogSe/0S3Yqo4kkHz4T5J5n9NfUfOcmTh0+Ys5DJQRpkmr2c3JLBXD93a/1bHfpj4A3onz52VnH+nOXq8TyXNMZJBUw2HnIe5DZ7HMyTdgMaquyfcA0Tr7HqyavGhb/AGluM36lDNJPjsXQPI6hrTMzzfg5x7sshOiAqwIVUkOW87IPVXcL4fNW9B+QHIjMR1b78fQ3Jasvt0Z/3jJ77Iuhv2owNto7L62fgW2g0m54ehShinQBl4cdxfwThyT0s9U+QCpPmsgL2R5FY1WeHJKtjugXvMvdpFTSxkeG8eNa8dPH7Jcq3fUTns8GIXBxJjqMaVIw/toPdk+pC7MxVtdwJO/J6UMJxKM3/R6h6gYXN2cLDRy734ZK1qUTt7zvF3IgJfSBSAANByTobHRj9g12OZ5+MiXjyMi1XMczfXr3Zy39QNqNjx5GvnqFmUajQeqEvdUYCRF+fP8ACrv9o3NyRZX1JxrScfhinvGaGGvj5IrGopFj70kZQrkkES9pI7o/z3ujsVhb+HgxxzFCxjWuol+sLEZX3q0iExzD81YAkH9Or5/aXhp04PUaKxScW35ClijcdT2+w/iaJdyHQ90dx+kAlifA0OudONxNWpRLJFJD3GSVA6lNqYiQwDfYjyD8H9erade38Lf9UjqRwHPYfx3L9VOLJ7XE+OxoAAmJpgAH/wC8J191Mw0ftYTFRnwUoVl/yiXr7qm/aFiYBlCRMqe7C5dfzx9of/sX6/PkXRZ4hTNiVJJYbMVaJtKT7amYqPj4HcfPzo6/Lrv3OHeBzHkr/wCrrI2D/wDem64ysi7Vw34nA4W5mpYhCGjgx06xRh1HcGcRn+IB9X0hlaMFg2x29BRNyez3WdwJct9LPva4xFWKxe/WhirK8YPcwSPtiB8kAqp1sa39+rD4pi8FyP1N4/DB308bgljntG9ZjEMqVVUqsbFVJ75ypKsfgHRPwNOJ9Leb5fH/AL9xPF8rc49GpeUtGkFqdFVu4wJI4LbYIY9x6dGJJRh2dL+KwGfNS/d5bwrkP7qo2JZDZr02giakAvsTD3wO8yMSpUMpUMG0AD1n/SBtQ1Cea9Y7/iGoMMKDaUENiZPK8R7ol+03DFY5GuQxdgZCrdrx2rcleeOaCOyo9liSu9OyRx72fOl656sRrHgYbIlB771mIp3fUO0o2z+QPf8A5g9XDyOtjjxDkLRSSU4o5JHoxPXMrTEsoWJ2XQU9m27yCNrrQ2OqmyDhPTbt23fHyGy3lBoAxxj53+Y+Nf363huRgC8swmu507AeUD0TJXgaXO8cZGKO/Hc4sgDeSCL4b/gR/l1cHoXwO76kQnlv7yqVa0GVWpyStLAw9irHUExnSTv8lyFXWvpLEnx46qbAWZWscWr1LLILOJyiPGF0WAGQLDevj/Z7G/y6vb9nv1Dhx/pTl8Lk83VsU6mQ1FWVoo7VajLWDTXHjk+meOOTWgw+A4JP0gFWkAwlU4BJO3/6KH+qfKZc/WymWyliJJLMyiCNZV7IIV8RRKR48KN+Plix6o+/jYpatq+xImgvooBmX/Zt3A7Q/Vvfb5+Orq9TLFrDZqIPz9DGMY1JqTw0Ik9mRnkkRUCdpBckBguwCO0/HVQXu7935CIMSGuQaG/v3fHnz4Ov8vv0FJpDTOkDefZLLhIAXS/7P6s+DMjFPaWFez6gD3EaBA+da2N/HQfkFy5Lzzl2MwuPyNzIZL8AGr1Krz6VIpAhDaGyV7idj6e351560+lmRs4n04tZCvEWCxrGWduxEP1kDu0dnxvXXSXAsDUx2OObSOOLM8hrQ2rdmFj3NAi9sEa7H8oH1kDe2YhgVYdW12WTzXTxAzOaJtkA8yYPgqX9IOC8j4bW5ieQ4PJY+vbylaxVmswdodBXYMx0T26b6fP5j8+t/qmHKcURaFi5J+92/DpDE0rTytWmAiVVBPdolt619JH36ubmvqRxnhLRV+R5KDFfwyS0aPMIVX6dSdqkJ+QB3+vgde+l9fj/ACGOzybAZKhnoGuSx461WZSlZWG3RdH5Abs7tB+0+f1Hpg50HVZBSggjT4Fy/wAP/Zt9QOOcxs8hu4hZaN3C3ITGliITxMyoUBjL7JYqRofGjvqpebwyxervJIp45YZVo1xLHIhR0YCPYYHRB8a8jr9AuTesPHsJyqTiVeDJ5fOxVVsWYcdVEoqK/wDIZHLKqsQe8LvevJ0CN8S+tuUr5j1xzd+pFchgbCUkVLUQRh2qo2APka15Pyd/bWoDL1T2w0QPl0icQw8Nf1a4dejyeOuNNmhC1KGRjPGWjk2WUjWh43r7kfn0x3MfDWwKWIu1ZQiRDs+ltldn4+2h/wAeseL4qDBeo/C58rQv1L+TyEUuOlnh3FYViy7RtEedn7g9TrqZOHjlkTvRTHTTVY66h1E0iiKRnYqfJ7XIHjZAPnx042HeioU+kc6dA1x8AVAv4ns9QfRvJhqaJK2FjeL8QhlZvfaIN2b357PJ+2+rBsYSnBjMu1WrBDOK7fxAoUkhdhi32I/PfjpamOGx+W9H7V9Wiytg0Y6bT1vcif8A12UbRwmlcbXx3bG9/l0SF7kMlvkVS9jYYsQlCRaVqEL7skoP8hH+IfUfkbPjz4A6Q5tvFaK0itA5egVdVauQuequJyuTSs1GWxZhiZLaStpqtgqpAYkDwf0B/r0e4Fx7D4zNUbNyKKjTjgd2lVmiCK0Tb8rrwWKggfO/IPUbjxor6j4p7uOq1Mpas2UWNqMiFWaKQMEbQAKn+v8Ay6nYPKZSvkPdbALdFSJPwEZPebqFSpOgCfHkgAb+npxaMqxtLhogMNM5rmPMrWaSTIRZHjOhLO3eHCXae9E/7u/trW+pGJxNvjNazk+NSyw245K+iu5VbXeV2p8EqPj9Pv0V47fwtluQJSxeMhzk2CkksSRyWBYiRbkH0FGbs7WGjsLvQGj0ByeWazx+L994FMXMLCw+2rSAp27bYJ2QWVgPHghRr8+rc1psltcZhTeDcag5FwrKzctilfMR8psSNZl/hznvqQsRv50fntP0/p1P5li63F+DWo8BYBmnxMysrsJZoj78uipO2Qldnxrw5+3UfjeZiwXpNk8lgaAykw5J7ZiFlpC5atHssfJAVV1ofb+nWPOc5gbFM1b2AkpW5MV7rXzaWv7m/ck9vvKk9wVva35O1+B8AcgMAo5cAYUPj/Di3LcTjsTkchTozXKIEcM38pYR/Und/L5O/wAvA63Z3Dz0uQW8TPPJXfH4W1dr2qxMM0llpkX3GZTpmCO6/kQx3vfRKLNY7GczrQ2MJkZqi+1O7Q2NoayxRE19gDbsncAdrvuB6147KcZyd/KycYxeRpvBxyy6RS2IzGupIe/6PqYkqAAd6Gvg9UxoMzqo9x20UTB5jMYZWls5a5brxzLOayzNAgaGGUq/8Mg/4m/MbO9eNdLuabNx1sNKuXe1+Ow0eQlhtRK6LPY9wyFfGyN+BvZH59Eqt+hlJKCWTk8fDYUivErRO/usCu2B7R/OF8H4AO+vMzYo46zxKvTa2xsYCrJXa1HG/jtlJ9zyRvu1pRsa6rIIJCsE6EeS8x3NMp6ptcorkLUM0VGTKWhdMVmCaYSQxBUQAFV7ZGb53sL48HcVuQ3fTj3KT2o4Hnre/HLjaSCSwUR0KSs48dw7dkfl156bRx0Zcnbv2mNmtgrHfHXxscaoolrlj3q22Ya8KV8/mN9buQJQ5PXx2TFn8NSONaZ5WxT25PaLsvcAGXWvjRJ866UabSMp0TWuAMwonGcXfg5/diNHFtZwsV7KTzyCRQ6VI2mk0iny7KCAD9O/uPtN4D6v0cL+0Hwrlk9qO5RopDjrt81PwgeGYNEz9m/AjWUefk9p+fHU3G5LG4fnfMDkslHHI+DzdfTQsNtYpSJB8b0XYqO37bHVPVOAZ63iIrMWPlkqNj7Fz3k1IPYgjPvE9uypUBj9Wt9vVOYwOzHVNYC5tl3t+3HGG4NxqtJF7v8A6zt+TrXilIPv+pB/t1XdqaxVzGelo1hPjf8ARjHz3GndYQ9lcfBKY1l+7lHY6B7gW8D43L9Vuc1vUz9nD0qzGTtM+TsTS170Zi9+Sa1BA0EulBGmZlDA70O9d+D1VvP+bUWy9exWtVcXcm49TixkV2N7bvAYEX3Sqr7UbajA0TISQSDrtJzV2FxsJXq/pdUUqLZMTPZqI1gbcU8cFwtjgtXkGTvQ8N5bRwFi7RqYS3MMhdxjz20AM+owyfSjjz52TsAno1h2XDc8sy4WljLtacfu5Y6CJdjv0ovc3DLNMpEwkWT2m7e0HsJ2O3xRGX9S87QxOUo0OPY+eLlK+7+8BWkjc7uvYCJIdF9NIoLOWdVIXu11JyPqvkMdJKuHqQ1560CY6WvR76cMphAX8SsaHs7y4Zx41sklfqILnklpLNTz5hc+hRHSEVXfYI7bGRqZPYrD4PJDxfH0UhwN5nmsw2Ldl53EHay1oPZJUSBz3ShipQJ/DYK3jw+8/wCBYC96Z87Xj/MVw8cV1P3pjKcLhKc1aIys0kZdf4jtCp7iukZu3f0kjmfhvqDnK+So14K9mG62UglgsCZg8nc8aukh2AfpQMCR2/z7Gm11YWY9espk+Z5blGWjgmkyFOzioa+NxsZjvUCzqWm9w6RX7vv3sxX4VQAQjrEnXkr6Mvph1JxLSb5u3f56qx+J8dx3HvwGRwV+rTyHFbb3cXRMxMwydu4kVkyxnbfhTA0EQHcpJRyPqPha4rxejycZ3F52avJLmwbViWrdWNoIpmNmSFGLdvtgSsXQKr7Vi36g19Z8nkcFWwbYSgmFMX7kxtnKxSrGsfehKgwMHmZdr9TnwWJ2Cx3KPrDnGF6/xlqmRyXtyVcjTvwNNJkowhjR5XIAdhFEO2PbDwdg6BImo4Ag937o/wDC7ZmHTgdTynx9JT/xytNwPiWewWL/AA0eMpZhqVUWYnYPHLd9kyznQ7+6NiyHQIXX9eqf4Zx/nuOscdxXJJsmsmboTCpFkCXalXYar6dld4F/gKV/l+CNEAjpfp+rU+TtAZ3COtFr8F2QIJGiLqx33RxsmgVdxtRvz5B+epfIPW7kWRpQUMniaeYlrIYoshFC6yoC7EKpQrtuxgm2BI0O3RGzYaCYIG0/J7SstLPQY+o1x4DUESeFuQ0I11VnXPSCxh+Z2+NcOqzS08rSy+IyFoWfrIU13AZm+N2FCjar4ZN72N2hlshYznCfUvD8mp49a+Zz9SqYllL7j/Eyxgs8TbdvbqJ9S60Qd/yt1z5j/U3LYfOjH4vDjJUI4prWRd6887wyM3dK8x7+/wBsAoJD8jzogqOo1DnORs5H9zcyxMWNstIJaGXauWELFtge4Adwvtu11AIJAYkMdRj3sMkCLb35rficNRcTTa4zOpmJg6mbAzrBut/phNzrB8fw1TMWpsdx2WDKrShnqq8sfswTzt2K4GkaQse7Z8knfjXQv0rOG43L6aZp4/w1bkFi3jcpZk/2oX3YlLq4bt1uQgbXwo8+fIPT+ovJsty6hibuMV7GFpfhTajqyFooo4SjLGO4b8u3tpsKWde7fnoTifVWfE5nI2LnA6EsjzE1Uy9AySUlmc+66H6UUMh0wCAa12/GybX5gQ7U++ixHCdDiWltmgiZ4iZ2jSO06SbKzM/jshjecY7j92JWr1clLg0gquIalaGTJxPHM8Ybumdi7ON67G8g9yggBHwrj2dwWLf8LF+8LmRxMU7XMsZ5cwhmWMwCCNNoFLI3a770PJB+A8HqFRy+MWrE9nG5E5CC5ZyN5LLS2GRiSslh5Hft7iNMO36dbC6PQjL8lyGFzCX8z6cUqWRr33kW6MdOHsGJwrRiRJFEqBgu2XZ3rZGztYJLhFtPAQtldjaVN1RxzF03B/uJdcxJ0gQYtodVbHFcBxfkvpv6gpR5hJnMrbWs+aymZhaKtQu/x1CvNKdq4UiNJQH7OwEa7iOgXF/TW0q2Mnz6rnrmKWBLdHO42X8aFvpuVpXMDGQ/xHP8UjtDeSQPPSrj8vjs96f87cYPLzQWJKuVv3DbUJRurI1dYHaVRt2SVmRe4fT2/JBBY+KetPI+D+lHPMxiIkr5ibk9GzHau907NNaFnYGiqjs9hfGivaW8EtsX0NR7uqbTvHssrcXQo0DSLbmRvYGDa28X4RokPinKuX28th+Kcmz9+rx/kmerQZ6noLI5lnUSO6zjaSfyMXYf+Lz1fHJ7M/F3bm+f5nyfG8VqZiXB8Vv2J0kuMSHM0zOIiBWdomVSQx0AWGtdL2P5bwT1IxvJrfKFXjvI87+Bu2sqsE1itJLB3ustZ5f5JduYioKqUX6R8dN3q7HwfmHpxheN4zlnG548fdryw1Zb8ke1jrvGyI/kIdsH7mRQTsE9WagJyAEBIw9JmWSQS4xcWHPvsPFU9yb1D5VSsh+Pcpit8Z5NJOuVj/eFaZ55CFDtIEUIe4dgLAbOmA11h6UeoWf9RPUrgnDs/mcrSp0LLRCaKZWeCcGTtasQu4U9pY103f5DHYB8bpeEinxm9RlrY/HZGB1t0XtzCKX2TXBKKjb7mkDRsoUbBGt+dkX+z/HVxPqTxXOcqwdvHQ4qvbvZO5LM6NZUVzBFCkZ7QHD/AFeG24c7H066lJxIMlbfqmFoYZs0ozC5jSIjnrbmujPWnE5b02RORcM5TnFzmWm/DWp7l2EvbEMSlYlj9tRJIUaXt8jXbv7eazxP76/0ds4fkmbyQws14NjsbReCdUT2zPHMVAPj3HVSYz/MT40OrJ9euXcZniwc/GWkyUFEyypLVuvLJVvGEdiuwlLRgp9JYIyksVLKfIrbGcY4nzf01o8l5dnrXHeRYOpdsYzCpZjpxs0BPsn2XQnvPaB2A7KMO0E7PUcHOqCHQnYdmFp4QOrMBceGupHl+Es8T5p6p8qu16vPs3NgMTjLM6yXrsa0pq6GIghZDp2Tu0GXej3BR5Ydb/RT1CyHAMXyP1Bnopnb+NWrWiisXWgG7LsgQAKzEKF3oDwB07YbieK5XnuNYfMWadLiH4FTZcTamWWOJ5Vg9wsAiBVGvDAnuLHfgVrwi3JivSXl8tiOL8TbyeCq11tMIYVnlech2kI2oVdnfxr56dT6zHOtssVTD0KFekJsZnsMi3nbkp/7QB41yPCZvklSsK/JbvIJ45Jfw9gfiaBZjFKHdACpI0BsaAA7fnqnsRduZeCo2Qu2sjLHXetG1iw0pWJI2VI1ZidKo8BfgD46u3194NgsbwN8zhctfvyLyGxgbKTZETRsK4ZfdVAdIzBUJAAGiPzG6lxdy3yLOU5sjJE9iyqwEwVo4F7QFiX+HGqr8Bftsnydk9Ma1waMyxfVC3OA3Tnrr7/Cv1KhhaOvXj7R9EES/H5IB/06+6mTcUuSSFlzUij7D8JEdf8ADr7pYYI0WIARqqkyo7sPk0P+KjYHx+cT9cn1OT8rx+NxywZ7OUcbPFuAx3JIhJ7SCLtVwQxVFIXtB7Rv466zuL30bqnz3VZho/8A5tuua8Pdzc3BMVEYOMy1ql+n7KW5K7biZEMJkQN2qGkab3xJpu1UZh26PSqcCe73Wd4v84q0MF6tYmh+znlKua5ZXyPNL/4yvUqz3xJkEaWTsRtElwFXT9x+wB3vqh3yNgN7KZC4IJEAkU2XIkCn6QdnyP06f613lIyfHakDcB9yKCo1ZDBTZa6+6Y0Jcr3bLsZNRlvpIZfA6iUJuQQY7kkVe5xatAa91Lk0fsiV4/xCGVE7AWIkbtEff9Pb3dhHnp5qB0ugfO5U4g3+WSFyEe5wvJFx5Enj8/5ekivhYMx6MZ6V70FGbG8rhJmssREI54mXz2qzb7ohojQ0Tv7dPOc2eH5gAg6cE/ca7G+P8ulDi5jtelHqtj5Yw7Cst1C0hHttFZhIYD435I8/memVerTkcR6hPwEGs8ETY+QniOClVMPLh8r6ctYkrW69irlFjtUrIsQShlsHQkU/zAOu0OmUEbA30U9HcSmYyXY83sGLBRTIe3vDHUYZe37ggkEHx589BOJXilPitWURrA0k59xnb+FMZu1ZO0HXdqR0+r7N+g6Mej1nMUbUzcawqZ/KnAL7eOayK4K90RYd7Hx2rv5OzrXWlsyZSKrWiXNsD+SsvWl69DGVaCxVu7H1IaleaNT3vAku0Db2T2DShvntCg77d9B8heWpkpqEsEnu2bUc0Tqw7VKMGPdvz5X4/Xpg9WKFnIYVrufxow2UjiQ2qYsCZq7Bz9AcHtbwAd/r0ncjOuQxSIAp/EORv6h/ToA0MaQElji6M2sq7uL3vw/pbcriuZnuzQ1owJFj9t3E52O4ju8L/KNnzsA666f9DuYDPej/AAe3VKe5BhoKU0LsCRZqAxyodMfO49/yDtDAlvIHVBeiURucXq17AWaH3q0xifyAweUB9H76JG/n511Xno76mZv015JzbHYo1beKGRaWfC2riVlsObTp71eRvCyr2x7BVkdQAw8AhABOi6lZwaWz/lB8CR7+ivn1Tx3Lb3I48vxzP4unBHZldIZ8QrmsjHz3+6hUsqgHat5bZ2F89Wl6F37i4nM4vL3xkb8GSNjvFZa5MMiKoHtoqjw6MDv7EfURrrnXkH7UfDslTMNSvkKdrfcBdmhCRttiNvHJIX1uP7DZQ/Hd4w4J6x4SDN01wHJ8dDmJUkhQ2Im/CMexmEcp8BYiVA+Rrxo7A6SKbg+YWFrw2VanLPTz1EwHrNnOT8Gr4/P8f5RVSG7WlupVmpye2kbPt0YOmo0caO/LLr4J579daX7q9cslUZkn9nj1BWaOIon8gGh4HcPGww38jzsEDpqp+0bgJsar5aGpWyTRbdKufqSQqW0CUkaRX+dn+TY3sjrkX1N5k/NfWDK5Yy05o2xUMMQpTe9Gka+e0MCQSCzb1oDfgAeOtDQZuhcWR1df5THyF4Y+behoe3XSvIuPBgbX4h3WwfbdAV+B3kN9Q+d68dQMtXtScZx/7zoivNDYkaGaCRmhkQArohl8vpkOgR5PweseQGnkuT+idvHSzZO/jLNCvN+DkSaKp/rALpYA+uN9Hag62Afy635YWJ8bc/8Ata1cfFDDKrU/biM8n1AiTu/iHtU/Ya8j8t04xAPFdPBdSnXf/odx3IHuuk/TP0txfqn6J8Lg5BJcrz4S7HkMTaj7Q8EsUhYAKy6aMt8j5YeNjQ1TdnD57H8nyVPLUaorJYuUbFiraPZH2E+3IA/+/rR1rWtfPV1fs689w2E4fgMRyLk2Gx800Lmnj5rCxzMGkCqfLaO2R9DQYb+/SLzaSvefldxA1mpNatzRmBlBkUyydhVmBHk9v9ugddLxEMreGnYFTNi5Vk9VOI0aDwpShykhkpvIzTJOFn+qNHXaxkSfVpjsqG/TopwWCza5Fi479dSi13CLHZIBIU7X6tHRUk/To7IAHyegq4+S76o4OxDiL8l2llPctPJYiNZYjHIJCBvvLDuBAG/g9MnGxZhyuHerEskzMiwd7BR3FDon58aBP2+OtDpi65tMgQAUrQW3ucj5H+HnqSRJxGytKNnY2oUNmmoin8dwUMG7N7IU68kbOV69D+Glyz0JsTViu0VMdO6ZJI3RBuVC/wBW+5Sw7gVHwT9ut1HAzQZvkWVr4yxFXbAWKtmebIQyKC1qBkMcQPeNlXB2NaYfHUXNUbMGLeT8P7qTyxMWWZSe0swGiNgfUp2CQR+XwerP3TCBpEATspXA8pZr8TyNjIYyDkiyctUZKDF5IBZlFBA8izp3HbtonXwzHeusueSWb3ppRaZTUtti5FsV7tpErvAZHZ1DvpUkDOCvlWYrojz1t9LaDUeEZ9kgNWBs+06+/ajdu0VF7ixDaHkEgHR0fvrqVzqjksrw2WAijLjkhl7FFgQzB/cfu7mYhAO78/t+vVAFE5watPGsnYxPJcXAlZ/9Xv4qRTE2mJWGD9B2kdv+T/proflaUtb1B5KA8d2JONZE1XaZUtSIZISqSpoMPq7u1yv1Bvk68E8HUtxcmpWYo6qSxZGiqxR3Y27JVjg7R5JLIGKbfRBAbz8kY5nj2Uoc0z2SzEtO9dbAWo7U620Ua7ou1Y4SQ/z4J0VA18dCyYcreRmF+KV8zXFzGXZDTSa7Zdo69eURtHIO0MUd2A7D2K+m2ujo/c6+x/sy4TjeOs17ZuWeMYpKlhJEEUR96fvDofqfaMO3tI+RvozDBZmt1YaJqs5nLyyNfjEf/wBmk0Ad6+BIDs/JXx87D5HHvDBx+OZKYSDj9JXhhvxS7B95tRnuPuePkqCAf6dSIpow6HylH02UVLt65UomWL/RmZIzA8fu2O2SsDuMMSrA9w7mA7ho9a/UZBapV4YKgF78A6GL3Fi9tEZ9uD3AeSV+nR7h9up3pjQqxZO7cpVpKiy4d0drORgZyvfCV1Gum1+bEaGvt563+oOPoZW5C9tDZK0+6KSPJV68C/WSCzyH6gT5JU+B+vSz9ya2NJTHj6q3uYcnq2oFeN+P5xVaSJGPuR0XmU/clQY9b/U6I+eof7KWbHJfXPhOGv0q9fFS1MgtyGJm7bo/d0yfxhvTaVnA8eO9vJ30VwNcrzPlKKyvKOOckjA71L7/AHfKB43vR+x+/wCfS9+x9Wkq/tGcHE8TxFq98akQr5FGbf8Ay6qwJTWSWjl+Fogx2X4LfzvA7EsjpxfkM8UBRPbbulCxvLve+2SGtCQNfMjHxvp65jg4st6d+mL5Orav/vKS44FAJLb9sRY2MCIH+eQAEBNjySD07ftO3MP6fetkWePHo8pkM9go7FieTIGPTR91Zh7TxyRP9Cxkdw3tftryu567Hm+E4KGpBNA2LweXt1GqSJA9RjlWQuqRKqg96x/Uo3oBteD1kf1Xyd16bCVOmwooxGWZPaHH52KjaHHK97N57HPW5G0dGKy0Udap3W4BE+gZod6TtA/iaP0Ff06lc2EMuZxmT/dWQxjZ2FbduKSoteu8jP2u1Mgt3xEgnuP+Mka0OugeFccw3pdw7lOTyWC/9ImUytpXhv5ClLE9SJ45GmimsHfyY2IZSfc70Zgu9LTXKeL5FYMHLSrW7lV60NSFFsvaNMx2pQXjU7Kh1XuIHgEHzog9PdTAElcykx9d+Vp2k8NNVvv8XxPH4OZ2sfT5pD+6Jq0UAyGKEL9krAOLOvEBA32H/H3L8b8ScRw3EZXBcV/HT5uSG1kv3Y1ihV7qkkBY9syS9vicBmDRsPAQ7I8b0ZC/an4tyOjkMugeGjUy+SyE8U8l2zC80DQieQSanU/igAGXaCFfj56E1xyHjnB6nJamTzsvDYJYZHhgD1QFneWN7EG/EcoeEhZPOyBs+SvQOpkGyujXmllc8R5+nEeC3piMXk+dZGjZm5BVxdA2RVOPxhnt10h2It1h4B2q931AAkkt9+jfKeMti72FjoUsvBlBebK5wzUyKUAQRF2SYfSyIC/f9kMnbskgdWV6H/8Ao6xfqtzh+X5Ofk9PIS0oOP5b2J4rEomgeSdmRO2Re8NGGJXTMD8Dqo83yTLUOLjjGYt5aXGZCKrekhhzQkjWpYaKb2ljfwHPtyN2sQGJBYHQIWQA2dVtpHEOrEAWMagiey2/opWL4lxa5bxqSXeYw15sSLc7xYB2etKdEJGnb/Fg27D3fp14+egfBlw4Gdt5aW9HPUx7Njmr457ka2nPYHk7QBGFB2rsdBtHtYqB1El9T+Xy5nIX8Bms3Rixbfu/DRiyjmpjyuxUDgE/yKg2G19JPn56G+nea5Jj86YcRkbUnH8pX1m4MfLFXmkoptpIpHcp2qFDAnuC/V8+ddWWsi+gWUjEwDBl1xHI321RrkdLGYRaBwcmZllsUVktxZGm1Zo5WG2RGKgyxn57yujseD092Mfx6ehb41FyPkEmApVWvVWtYCVPw9tlHchVk7kjfxtgyqxAOiR5ROQ5k8151hMRSbM/6P18T7FarlHWaeFEikZgPJCR7Xu7d61/Xq7slcysuYzYscht0bxxeLr1Zbk0jy2cbPQimsQyNHtYYIyLD7Cks8qLsKCeoGAnRUaVbos5214+EHs9t0jYm1gc3Rzc3JclNgDJRhqY+xHjJrhuRoyq4sdgOgSi/wAQ+fBA7ivUXNw4qvRqUcdkL2WZcd+IaK5RkgalKAD7UbyIpkidT3AhQBtfvvZajyC3gcHnR6c/vRJ87i7Vb8PqKeJqNVGKg9gclirMdLofWe4jo5w3jPJ+aWfT2v613LuVxeSxM8UsNOukc2LqIrCtW3ArOWlYRMdr3AdqnyT0oM6ukLZUqvFXMTLQNp4XtHHS+glB6nH+BWbOMrNze4aTYdnuyrx+wTjbACsInQR90qEyP/EGgNeT5HWnF1uO8ngwTcz5LLxamla3UOQkjewjPCYhGgjGztu47I1sKN+ddWRznkfIsb6nph/SLlUeOlwGIixjTZtY5iIA7xzwRIIy8p9yKuqqFLFgx8DZ6RsZzizxiTjMfpJkTFmYe7F2PxuN71EU7e5K5VxoM0ir5AOh43r5NzBIEbpWGLzTqEXsO6+ptbQ6oJxTkcvG+H+qVGlOkuOuySq07Rx+370ftiCZ+7bFAvewVVJ7ygOh5BTiXDMFl/RC3jOScmSvVXndT3cj7rzBxFRdmKKoPcB7zkRrons+dnpk5FxrmfE+EZ7HYh4sdFlY0vyZBrcQRnndD3W422sUZhScomiQO3uLM2gN4nhrD+jctLOcox8988+EtjJJYk/COk2OdO6SUoA0aorMNBh51ofHVSWuIBjX0TxSY7DgxIO401i9zf2UfHf6O2+Gzz5vm0tnI4iGPH4nHmKMk043KxnzoKnazN2j4B18np2k9LOEty3jnHF9QK8kXIsaLMN8Vk9uUvKIooY9N/O579BvjtI1vx1U3F/TKpgOJ5PkMd3H2qquMSEnf2pu6Rygmj0uv8Pds+Qp346vzC8dyGL5n6W8NsHiWROKxdC215bhLwCG4fcWNtaLMG+n7sWb7DpjRmnf+QuEXFgseOkbaJau4fjObw3L+QScvrSjj00hiqRU1D2xEY6qSDbfSrHsj0NgFV3o6HW+5x7j9LIcGrrz7EZR7Asit71cfhsdFG7Fifq2f4pPhgAG/m0PkFfxXJsjwP1q5Dm83WtBwlCqqWlV4favo+4kVAFT2wh2oUsy72Ttg61sZn+MZH09o5zG0OTcjyeDzFeC7YzwV0ksMDLLKDH27K/zEb3ph5OyXGm2TI4+ylSq9z5Dp58OqD5Gyg0/TrCT8n5XAOZ42aLAQyS2ppqgU3REhklCqJBtVPhmB8EggdL8vCalXgeL5TJyXFyQ3sglGOoEHckpUttyG8MqgsQAfB38dW/yjLZDn17k1OPi8L0eA4TNYu7LLlYhHYnnqqEVNaKIY1Pcx7Svd8bHmrsZxbJ4v0l4vJd4tVWHK8jhbFpjrEMZCtUKVQok7mcdznySWYbLHROzNOmNOfkFVOo8gZjEn1F/BEeVenUPG8RiqkPIeLmRo3z0084QCeRTG0ES9/eJCwH0xfyue4nYOuqy/wBIUydelBfoULWU5LzmnHXlq2d1K8sMGlsKyhFZUNruEZCqvnZGh1blvhmb4jzvA3bvGoYUwvpw1S21aeJnmnaIxNLIDIF7I3cqCoLsJG0G+BSnGXiipcGwb4jAY7MvyX8PSVq0ku7CCD65GMjKkTEoJD9QZSB2EKeh6NrWOI+W/K0YNz6lSmS4NIG9xp378kb/AGk+HXsVweLO3OR2srNkuSXak8PsrFAJ4HkiknRQoYszR6JJb9Drqs+HWlz3N8DNDjqGKW1drIKdCN468X8eJNKruzDZ+o7J8k/bx07+vfG8hi+DYK9byOLsxZzLXLTU6MMKmrOsrrMvvReJFMhcK3wO066X/S0Usr6t8XfFY390Y+znKbQUfxL2RXjNyHSe6+mfQHyRvpkdXRB9UOarY8ezU6RaOC/Vgffr7r0Dr7oFkVBSKXimHzuGRfn81PXJ3HsbXn4g0rcKy9wJkq7PegnbtcusKPIn8PSrKFSBQA+pI2O9ns660jG2187BHx+h65DwtvGDjFuKxyfNRXa9+kIqkcDCOs5BJiVu8llVA1hSvYPccjW/q6z0pk9yS8wT2e6KNj8Yk+N/EcAzVepMoIjazKZbLC12u5+gb0o9nQ9v6js9vgHxaGPibLrPwXKxWYRa9uIWJPbx/ay9ob6Adwgt3Ek72uwPnrYL2O/F13pc+y7MlZknsy1ZQR/rIZISgY6DKPeYyFwGA7tnXWVW/Uiiyv4Xn+Sr0ne57EciSd10ME7XYk9gac/Q3b9WkO/p0OnwfkoCde9KmfYf6HZrzrY/lYf/AHt+gvDMfYPoz6t3YxE6SRUoZIWnKH25LCSgnRH2hY68+D8dFs5H7/GMpX3syukfk/mrDf8Ax6FcInsZL089S6FbHz5Dc63H9hVZogIXgj8d3cwAmHgA6Pn7dHiD/RtxHqFr+mBrsS4HgfT8Jr4LleO1fSnGZa7gqlaOlk56suUeNpVDv/EiiPds+AO7vDH50fjp15LnOJcW5HA8uBr8Zu3KMOSp1Y67TSrVkGg/uBe7RKsSG8qD5+N9VXjrl+16M5x7GXEMFqsnt4COFokqyVr1RGmjU7DdwbbnYOz8EHxavrRZ41zrlHHHz3MqxwNyHONWz1MI/uIt0+1UEjhV7EVhs+VbtIUne+s7nOJceBRNpte4BxP7ATpElWLivUb0d45wDGPy3FY3JRinObCrgRbDrJN3xnuK6cFe4+Cdb8665r9as7xbkXqCuR9Osa2IwbVokFYURU1MFbvbsB+4KefuR0kR2jD6a52uZUeLtIhIXXdtm3ofYEKG19t9FMjjDOtuys0aCkI+6NvllcBe4N+hK/59baRzUyTwSMUw0a5ZNgfZdP8A7Njfi6a04/bNeSKs3ayLv/bOu9nzodp+PH1dch8z4/MnOuWqIBarw53IRyEAOoItSgBR+Wtf5nrp/wDZ7ylfF4uOeaO0bEkEcSmvGZQifiHJZlALaB0SwPgfb79Ul6u4uXjvMeX05IXpNctNkVV1PiOzKZAw++u4No/9us76gY0kcV06GGZi8Qxj7SwntIJQfinpjneSQ13x/G561SwsjR3bdFoa5Ef85LaLAA7XfbrfjfRG76K8pSCpJWxVW7+OIEcVMsXZd6LFSg+gH5b4HXXdP9oDhmLiOMzKDEXYFbF2EkilIhaF3Huo6RsrRv8AzDyCrfzD7j7A/tG8Msz9zV7Xu1kjpjVV9yqgZe+Px/Idg+dEE/B+emF7m7Ljy0utouQY/wBm/wBVJWl/C8CyKtHEZHHu11YL5Ou3v8sdbC/JH26A8Zoz4q7Yo5TG2KGQh95Z2mLIy7Ef8FomUdjqQST8/UBrxvr9A29T8bOuVoi/k8amdR7FHMRVS7wBpHX+Tw6lQpX+w0euNfUd2f1kybnL5HO+7jl7buTjCTyqAAAwHgAa0Pg61sb30TM2a/zzVOeMsBQMPxCKSWCSUNkaWYy0X4yjLLZiNfc3tmxFIK4VHC+QVm0QwBDAa6EQ8PzuA5NaZ85LJga8kpqVreTeSSxA4YKQmtEqwHcSFG18bI6tujRXF8ZxGSht229v2ZfaNlzH3NYAP0k6HhiNDx4Hj52vZzHy2Yhaa9PKa9qdlWRFI9tgVWMa/lVSA3j+Y/P59XDp701lWm0ZaokQR37eeoUjNzyUcFwKWGLFZDclOyz++fxFOI3hEPo1r/aHz8HwCD89N2WwX7s5Jm88J7xr5GlYpe2ZGFcN87AJALD518jXVdcxvV0T0vqzx2rM0KVDXkEqRpAZrje4Gj9tmlU9ifLLojx5GzbGTwUla5dvfvbIz1qty1Yeq04ZHLhk7dNtQFA2vjx5H5ELsNOabiXmpXl3IeAA9FXGawV7hnqVgcdasV7ktfNQwyxTxvFYiRyRHMFY/UGAP8u9eN/PU2jwmShcpW5lyFeHlS6imKaVjGdN7R8b0e351ru6m+q2Zp5H144u2KRrUKZCCOObTd0S+0DLH2bKt9S93cfII2Pjr3iijGZzCP79mSAF0SH8U/YnuEMx7SSPJAJA1vQ8+OtDtIWFjiYkJZ9mfA56elLPStLDx+8H76rRW6574JCko7jsEOCrDwR5HjRO3KendnA05MG8OQpzm1Ut/Qizs8VnQ7gFP1HRJA33ErrW+hsVh7XLc9E1OGWQcYs/iLu5C9ge/Eie4C5TSjSr2qpG/Ox1OiUY/AZWCurw+7LUlWVJSCrI3aAF+NaHj7jzrW+qIEwULXHKDv8Ayo3HsbRyHp3yfG3LUdyl+/oJY7Eaey80a1fcDFST9elIK+fII89SeV4aDF4D9/V5fw81ii1OvJagWaBm9pkjRh/OrMANPrRYjqLwyrX5FxLPrLVqUFTkymFaUfYiOKhG+ws3lgx2d+dkj46mc5sR43glavVjhkaOpOghsRrYi7QyxglHBG9Dw3jX211IREnissZgcbmORYi7k3AyVpqlORYXC6hlrQe6deQug/gn9fnXQqxiqnEecZ3BVBLWSrg8gJq9h0kkjBEZVhKv0vGRob8HYbYGgejOESD/AEmpGcVp43mpxuyN3xkCOFe4HxsAE6P/AE6LeqKNS5lcrLYjkr/6N2gnugPM7O6d5Euu8jQ32lu0D4HVMEhxUe4ggcVX0mBq4mrLNWmjWlg5S0M8UySxjQDFzoH3ApZSwBB1v56xeBczW4vesvBNlIuP0krosiq8hdp0JVNab4X+n9+p1K1JjrImqOsYh7zC40rI7QyKNnyCAfOiCAd/n1EszlanG560laeVMBT7HEYMcjbk39LDRBJOwRre/t1MsMRhxzEILwmzVOWvw2razRtxyT8ekjR/QXauSQ6f4CG++mBBBG+ofMjFg+PLFRt/hqr0vwlRQEkD9ryMVYMO7WgNN40SPGj176fXbElu/St2nlr1cPLHFWcdyqGsQmTX5edb+d/2695Y1pchHDRkyMT/AIFYi9FZHbtaY+4CFI7gUX+U+DrXSoGZNaXER2JmrYPFZ/mfIzZCzWXxGYseJWVhPUqmeI7+B4VtfP5keOjv7K3Ja2b9dPS/H0Y76fu2rku4Tzd8ZL0H2I12Sn1Ak+dHfgL8dLfFrgqc/wCWG/NHWiXj3JFUyn2wZWoSoijf+I7IA+dnXX37GaPF+0fw6J1aKSOHILIjDtZWFKUEEfIIPVEXJRsnIArd/bowNmxz/C5MFfw1PjcQnUyorhDamV2VGYFj9anx+XnXVL8s9UrIXivH54aQjx2BQC7VVYJ5o7XbaQyrGug0asq9v1bPcxYlj1c/7YtiHKerIpyjvSvgKVFlKne5JJpHI/MgMv8Aw/LqnqbReo2Oq1s1WuJJSmxmLP7qqfjbEccdVajOiBe5yzVUcoNeZNAj5KpBkQu06m+jTpVJgEGfP1Bj+FGsepdqfB1aF7GS2MctiSxEP397LSq/uh/o0QT3TN5GyoBTzsnqFR9VMhhsbHHja0caLO6CFRC59py7SD+QhdlyAQAw8+fJ3Dx3DaOUtSQ/vHNTV4qLtQjr4ySzILnulDTkjA1AzP8ALfALA6Y9Ycp4CcBl6FWN8nIJa8DZFbOOEE1CdmKvCY+7cnYO0940G2QNEdB0ktgwowRUJYDMcyAItaI0KZ6/qZxCWlSsZDgz36dVI4cjTlv9r24QIAiNKI/qj7q6FQNFdka156kZT1g47PUOIj41laPGIadatVxkV5HWNY53soGkdNuPdlJ0w2QNb6T8nxrjtGlmp8bzGDJz0rYShEcTND+84iwDSxFv9mE23cr6J0Nb63YXjOHyNXDT2+c4XHWMnPJBPXsq3fjwuwss7b0IjpdEbYdw+nppqONiFmDaQbIcRccYkTsVaHpl69YPifJqkuC4zyjLWI8qb9PFRzxyBGkrGGVI40TYUgIVCr4CkHY10t1vVLhBpUKV7C5VsNDRSpbqlVZZ2UHtdpC4YlflQx8eQNA6CvgMPJnrEmFj5TiMVVxsduzWvXrP4Ws52O7slA7tyBV7QfnwPp89RMxxoYbB4TIpl8Tk4MpE7/hqNoyT1ChGxPF8xt9X0j/EASOlGp1Yy2UZSIcYfc8h80RfjmW9Mat7kX77PJbWNyExnpVKMNeu8LjYRHkaR/o7WOyv1eB8+elXjON41j85jpsxmXyWIgsCSxCaDRyunw6rqT7j9R8fbp1b0nyYsT10t8emeDCjKS6yRAWPtJ/mZQDMAVPtb3ojwegHH+DZPkuGzmYw1OtYpYKCOa+0k6RvEkhIBWMjb7KsNLs71seRug+BGUonB1RjQakhunKUz0MhwDDc9p5TjuXt4vjkUUcM0Ix0hmkUwMs4Ke4QQ7nwCzAbDHetG4pvUvFcg4VQxvF6qQXfYrVbklqZ1mnjhpSxQVyqghkb3XA12lt/GyF6qKP00ucR5XQwfMcJi2GWopZaTS2eyj3+41iJlI7GIiZNsCQHYduyD0Vv+nXOqUvI8dkOPT16VGFcllsZHNEnbAQ/ZO5Ri3aNMdqdAKAR4HQ9IB9out+GcBTLq7pboAIE853jnbSyNYHkGKSph+CLHjatCnJbStFJWnrvuyAJ453ZQ4VlHb36BUBfOhvqRVymG9O+Rx4zH5+3x+lgTZrUksjduvHJc/EiQAlB3a0pIGmUjyfJ6RuPcVyHIcJybIWKdrL0cdjYfxlpWLmCAuHZO9j9BYQ9pJ8ABvyPWGeblHFHx9bM45sSkVaOfH1sjTjtqYW2FZWnDl0OjryV8eANa6oVi0Rt8+e6ZVp0Ko6SwN4gerQ4XvrPcduk+f5H00znM+KctwPJVrTACwDLCyxX5PckllKSxfxIJQ0jFz2lSCPH076rLBYHjHFeQ8PzWPz8fJcjZy8dvI2HspF2iKJiGrRP59ppPp9xh3OYz9AU7KLJheYGKzishxq3BCIUvW4H4ylVovsZgsajSbIHuADfjfUOxx+PK08QmLpZKV62JT8W0bySgss8n1/SNxoQVGiTs+d+R1ZxDbZptdZ30R0buhMy2DI3k8DzJG8p3ucko8I9Ls3BwWLH3ZIrVSKzZsZGKbusvGhWZoO3umiLBxGdAKyjYIXZG4mxl8p6O3Y+V5WXIZa56hY+NmE7TLM01WwnaXH06VSZNA6GvgeOg8OGuV+AcvzuQX3cXRlpYjG2ZZI4m/EpbciESgq6AI5Yuf8ACSN9b8Lbab9nytPQsUkyGB5wczkqH42E2BWFSKKOVYidyx97MutEHuO/BPTWMaXTPHVLqYvEVGRkEAf2zA8d7QiHpBhMfwXm+EyklWvnbGNytqCWT3OyFTVdfZkisaZS0myfOgV2Pn4snmXCaXqib+fhp1cDgf39KZ4IMjGWjtPDGthU0GRwJNSSSj4Vu1V7lIMbjef5x+KrQZDNScsnqmDKxZBLMMMGNg0JpduiBAAzRjsPcqNEEVW2ATOWv8aHFsVyHFm3yOzcyU6Z78aTHZeYwKsSvP7SsXjVFYEDXdIT530hzszjf55LRgn0GDM0XvznV3Z3oGeI8W4vUpY6DF2cnlydUJ7WOsWZrSyxK/8ABq15g8w7WL+4VA0FGgdnrzDcCvixluPyYdI6c0CWa0l2jDQsyzSWoWmVaPfLZESRLoBtMdSFiQddSH5bi+RT+7mMNPDk72Rha/kKlpoJDTCe1LWMiBXSF02Sqsg2vj+bwWxXLqOMyNDM2xjpsVksNbqzcWw9QQIluFjDG1oLIHdTGVKvIzkrsBNgMCBYDZBXrjENIee7iZ+cN03eqfpnx+TktnM4mO/icTa9y1HLSuxx0rMnaiEFI3DuhKg9naVGpHJCeGQ14YmWkS5gK2SNDGWI1SmsmkyEwBHajglYWB7n+PMcK+VJOivN/UHi3I1wP7qpWK1LE414K9ixT7LEEzureTGQrqFQkBQAWcfHadrOY5Hcv8Es14bkUuVZkiSpeqNMMiACypPP5BWN5C3ZIva4XXj46qoZfqn0X0nUjmIkDh3d/fEck34WpUMXJOP5yEZu7gOK5fJY21kbLZGdItJ7Fvvl/wBhvx7cSg/DybAMe6Q41iMfmKXAOPZN7Dfis28ONr+3DNDLam/DRuZozpvbWPtJJ2CWA1/Memj0Qgkxg5vFmGu3eR8g4pkagcoLPv37TqGWEQBn9rshiYlwO0hvGgD15xjgvIMdzz08yXGnp5ebHI1tbFCSX2vdk7tVpJNKwZlibSaU6f7r562HKMOYM39llwzX1MSH0wBYm8RtxtxKCeq3Dp+OYXjRzVPHVKWRtSlVxkiz2IoqziGWEyklD2HuEaDSJvt0AD1G9F69Cf1t4zHgkvfuxM1Wap+OEf4j2VsBk93s+jv7V89vjfx0Z9csllfwnCIOUpksTh781m/XsWba5CZa9mZZJZhGscXnbswjLMddq9/jrR+zrSgm9ceNR0Z5bVSK+rQTyRey0sarMyuU2e0sFBK7Ot630cANgLnfVH5sQZ8u06dmi/TYdfdeD46+6Usyoqsv8eMfcuNf59crYW3ci4ZloaWVwlZBLCbFWR6ryWIVsP2RyKEDiQuO4e6zd0SHs7VDA9Y1YybUHyQHXz/frkyliLR4/wApsLwhLEC2mf8AfMtiUd4ikkVrEase3+D3iAiMefd2/kDrLRuTPL1SXzPzki08XIC2PBPDco3s3WihgirGOtGLSmRgw7U2X17ft9xCFgoPnrfHV5J+8+Ru+N4rNObF1LltzAURzCGkWNu7ZjCeUHaFDt/MG8dA8vjatRK0lr07yGHgkNxUBtSmaWVWBQOXQsRCCAQVQt3fKjR6zOOw0ObyNOxwzPVbayTtDjK1ke5BD7W1Vl7e4lX1IxLFewa0T9XWi0fx+UBMT3pTzdqVePX5O0MkBSTa+dEK/nt/XX2P5eOkHDk0+C+osdSzEp7K+y7MkkkLyRtpPHnYCsfI8D7+erDtxmXjWaVSdmJT8+D/ADf59Jnp/OJ8LyzDyB3kydR4K8hkYmP26ruFCfDb0Pn4A8fPT6tqWb5qtf0xrquKNNupB/8AEp54PhrnJv2enhtXCBZzyRRWZvZYQxoEM0Q2GlHeI1cMF0GXWxvpi9RPTTJckPEsHjP3TxyriMEsctP2z7UdmVvfeaH2+7ujkUhvqPcD47R1WvDbORx3pXis7ictcxwgyUqvBWVQkqlgWU7BIBA8Afn0U4L6i5GXLYyTL5C9cxsqzyyRCtAJHb+J7ZGteQQv+L7f26V0eYloSxXqUqnSNPWG/d+6daP7NHJeWcFajxVsRL+Jil7XmyTIWmjZRI5HZrRDJr8vI+PJUfUPgmd9PbuUw3KI61fIHHV7LLVtiRDGZEXz4Gz3ITrW/APRnK+vHOeIxx4rhuUkx9eSOWeNpq1T34gSA571RvDaU+Rvajz1HzeC576k2LEvI62V5Pl5KMcdCR5qvfHICHT4YaX6pPH37v6dOa5lNhBcB5IMlfGOL2NLjMmAT6Ky/wBn7F4/LYQV79KKzZiYWKzywh1HY0jEhydq/wBx4+5/vQXrzJluT8wzee/FoZorIxkVb8WrWFjVyIlEO/cKHTfUFK78b310f6cYjKemOF7fUCA8caRUKm1YjAOpZFKEqx7SQy6B+QD+XXGvPDJe9SOWWKay3qr5m49WWMM49lpWK9p/3dH7eOljK4SDaR6J9R1SlXYdw3w62yuXma1os9nbOSyuPxuns21WW2u59S+Uj7e7uclvCnWwp8+PIehyXEwypMMnRdU13dthS7Df2Xez8/HVZY7Fxzfwq+GDlteGpEA6/MkaHz530cX0/wCQw4pOQ0+KXYMcpKrfrwoi9yuU8aO9h1I2Bv8AXpwAKxMBaI+eq614q8fIOEcayuOgneo2MlYSGMgqkdudCSD5A2Pn9R1RnqNA9b1eKupVjh12p0dHbfOv7dVUcPlrVmKv+5rFqad+yOOSsZHd286UfJJP5efPRbjeIbC5eOLKVbGGyRMvZjp8fJAWhMe/e7nPx3L29uv1B8HqNiZCEg3J5q8rrV6/ppTle5U7vw6SGH8ZEZSYpFkdRH3dxYqPC62x8DZ6fc96fR8O9PLfIMtFXu5j8OJBQyNP360JkkUdrDuUmRVb7n6WBGj1yT+F5Hf5VyWzxXI06RwIGQdrEsELR+2qsrRM6kl9jY0R5/Lqxprnr0IFT1AyOat8VsDdz8TZgkjkiP8AK419RHeF+ofl0qpmcQAYEpgEtlMfqVWpXPTzgfMcysmDr4mevGiYrGRPDOTalZljX3VMSr7an6yQTK+vjXQ+z+0dgJxY9vDZqQzSF2A/D60X2dbZgfH5qR+YI6sbh+Ux+K4DWyeQrV8lWxtSUZCjZj9wWEkkkUaGtBVZ43AOyNSN8DXRDB+g1KTK2ZpbX7ktQVhDXjKIG9t37+3vZifGgNkbIGz89LpmXFscV1/qWFbRp06wNiGz2kbeF1z/AMm5jh7WfwXJ6lXI5FUIvpDQuQNJWlRijRWVVCY9lSQPBZGBHUer6vSRWaktbjd1pazoV75+9SFHwUWLe/138Dpr4TyfhvLlzytatUbLzQ+wkcMS+8CpQu7SeAAd+V8+ft8dPeU9LcdXgnFC/NNYKhYHaYdqMzBV9ztTfjZJ19utJk2C4gyjVUXkeU1cfkjfxfHpMtkb+O9trH4izAkBl8yQtC8Q7nXtH1KxU7BBPwM8d6iZgh5ZuKSHDh+y+sUkzmRUbuZN7UjX077dfH9enuHisFfkNnHcjeC5LFTtTQRVnnQ96D6H7+3WgQfp356L+o74PiHAI7WBovcyktpKi2HEqK/uGV5To714APn7+B1AHE3VSwC11UKctz3EZclU4/hqljHXbhtRXLleWOWyoTtSQxe8fb2jAldnW/k9azyrNZyGdeQ4+Nl/CyJXjr143iMnd3qkivKCELfzEbIHkA/HVsYR8byzEwWslxarVrV6kIWaN5JgWCBG7xJIQhLLvShQQf010pc1xOOxt6OQo1Ss1dAYKxjiHgle7uIbyR866qC6cpCMFgNwkqjyfm04i/AQYepEp91ZoqsamJIvbHaCxPbrSAAj7/r0e5pmOaz+xZttBUyMMAo2pLUVFjJHtCnt9kSt5D6feyfj7Hq9uDRU6ME0VSnQk/hRTpYdIQCsUZP8vb5ZgBs/B+deOqz9PMjyTl/Grq5LPV4mbUksUlRIvfV1Hgvra6KD6lP36sNLGmUGYOdYCyr/ABGU5a2YiuX71VwnaHjrwx1Np9wCkRAOifPafn79e2KnPc/bf3czasLLAwk7YASIEH0AKqLtTvXjQJ2erNxWHrNcy0fIMLHGaSlkqzGdoY3IJDqzN9RbSed/YdMWCTkWMv42XD8ayorx46Cox/cFlhFHG5b203oAbH8pOjv589BaA4uEI81yMlwqXv8AHeXVMdUqLft1lx+kFmp+IQmM9hVW0fbAVtkfB2fuNdLc0uc4taezkMpPYtWFbva3PIxkUbAbuWRTsEeDvwR1a3GuBZ+m0n+kuNzePkp/x547YT3a6MCxLwuxOiArduidL46+yfCuT5GXKWOPRU7ntwvVkt1rtddt9tIv1KoI87UBT8n79Kc9ub7rJwHUOZqqO9wvK4zF5C3mprolrTtWMRnDETrr3e47IOi8fxvYc76Z/S7JZ3jPrlibPD5YrvIqcVn8OHrJMJ2/CSn2isRPcXAK7H1bP59NmR49lMjTsYtchx81nt/imROQJP7SFlM0rJGrdqDtDM29ADZ189BM/grYzGHlw1s43kyZirThnqypLKhaRO2UCNj3ptwR36O/HjfmEtIsUVN7mvEhNHOue5L1K5HPynNYlMNeEaVblRGYe2YNIwZX0R57j2nyN6P59LnEbNZ+X0BgjmKtr93Vpck0TiEjI++YVeFl12Ke+swJKkMH+Ori/aVNKH1H5ccnlLX7wo1YO0rjEZbDLSi7mMgdQp+rZGtfYa11RfF81BxPmt2vH+Hti7jquQqR2ptvKz+xZEZ0yAMyMxC92ye1d76zhjiTC9s6rhnUqTHCCbgQdY0uNLotxT38ZxHJ0cRAf9KnyWUOVzEViYy3KEUZMtVghCMje1I58nZK/YnYDOYrkE2WqW5LZzP7rqt+7GkB1jaleayqRltBQi+yzjR0u/z315S5zhauNsUYruSWWe1faaN8PCsUSWImXUZjb3e762BViV1rWvJ6lW+T8ducMtVpSZbkdatRiIqSVw5FixO5l8O0gPfECd930geQetOUAGdf3XnKNWa7QB1Wi8jSAZ27EytB6hcnp8u41MZOQZa9eqzW4MaFd7MisewyKq/zDtG+0rpU22/J6+r3+T4Xi+HxmBUvlON5Va9apdes8XvzqGmf2mQSzxj3gGXbpH3DuXRBIzH+qj4rO8kzPFs+2Ny+TsxPUngZ43iADAxqjROoUlnB/m/mB8EeSVPIcUalisZdz82Rz8HIo7EdKXJ+3QiJiijEjSqnus8ZVj9PaCNeT8COawfbMoKbzXZBAAkCTYkkcp9CfVEPQniVbN3OV8n9R7tLD4bDXJMfmmfHi6JXse52itGYnjEiSxgk6btR/HboErfHJcdzCpxOn6g4LIUMSlaxXiv8QxMb3JmMkSxPY7ld5gRpVJ0fI13bI6aI+WY2fNY/K4rKU3gqXby1cZHl1hkkWeCdTYZH3H3lzGWYL3lvtod3QbF463Z4nw3jOFvbt0WvRl6mWhiEollRxI4VySiCNm878AnSnqiG5CSPkqBs4kUqTwdpJgaH8eYQf/SBruTyjY/00wwpTYyanRWXF+0xjiBZrxQeFtqiFmZSFHkFTrqLwA4G6b2F55iKuNq2jLHJyOzTsW58I0Q/nNVNFizSRp9Q0u+478gu1+KWfPYV4a11sXjuF2MdCjMHNh2FttuAzIrOZge1fA7wB5HU6pjbdmmuJ5O+XyFObDut25+Ce1cgWW3XPYHdlWVlijcKQVP8RvpIA3bhTkXVszZXANsNTO8kDfSBwFvNb5jyzBca5TUu+lVGPFYkVdDIwUZI48mkTxTPMsNnuMYaRQnaD2/R+p6J2+TcYsce5nyTHcA5DjsQyw0qlNc5akkx1iSMus8xZtSxyBkYRMCCEOiBs9HM76aVuR8Tv3OFw0kp8bxEbh8vUs18mIwWlYGBWML7UIxJbxp9hd9oP8M4txO3y3jNvKZIzw5WCtUzNKvLNYUpBWrxxFgmpFlZzMg0dIN/meo2kwguV1s+cACwF4vpl75JteL2hV/6YZei2H5PiMpHyOvksxRari68Fr8OjSaMgEkRYd7kqnZ8f7RgfDE9EuV8Ln53RwGY9Kos3yzEZGr+DEd7Im9drWY3IlheEAyQxIGU6IZQGDbIZdyrcNnBcx5Nj8flMVyq7gxC9WvHdkmWxLHk6vs01UIGYqiFSzFwFPkgDXR65xfLc95RleQYJ5+KzQ4ecyTLyw1jj7NieR21JGNzwJH2qe3XcqKAPHVGi3Jc/JR9K/pBTYy8nebEC9gO3vW7lWRfjnOM3juVct9QIMq+Ngxlcpfr35XnnQyrUknWFQYGHkgdpHkn52RHGsz/AOjHK3n5HzZuAvawNWOrLRrRZH8aO0MYNBX7V3v6h9yetnH4+T2c5xGlLGkfGsZg5Z45LCg12zcuNZ9TTlT3M+lXtJZgoJAU+eoVfFV8nlsVkr+KwdPicOMyq11hWVFVYqsjvG6t5SINI2grM4BYbZ/PVuw4LmiUui//AJaq9zSBA4G4k+ECb8UC5zlnj9M8/wATx1GCSOryGrN7DwSSNcnEAEgD+FAiKsWXZYmUfAXyj8HwN7N8eytqvj4If3Uv4i+8UAb2YnWRF3vYjUHtP27ideddWR6p5qY+glLFN38kxo5nbX94wwtDFanhZhru7mZ0ZG7Y+76gkfydaEb0zwlnhv7PPqdynORz4r971q+NxNdWMZsOS5ZSD5IC7340QpPWWpId1RfMPafKV1cM5rqLpBDSDz3idPe3Bfemvpw/q1neG0Mbj8Tx+pCIYsn25K4rWlSL3WYqZSS0nb2ntIC+NffTbPz/AI7iL0PGsh6bQXJM3Zmo444/kdyKuJDOIDKBKdKGaOOQN89hQk/YH+K8RxPDOCVMhLa43yaPlN+viKFtclNEkWk+sGTsXSePrVgpGvGx56J5X0iu5XluM402Vxd/L8IMeRzFyR5IoJKv0yQVCgBeIJFEihgx8dvnZPTalMVnSQY7SOWx9VxaBY2g45iHxbgTeLzbbwjdV/kfUngePozVZuA5ailMiPJWRyCW08Jd/bPae7uVlMbtoEN4I8Bum7BcL4jn7kOa4ZkbeW44+He6Ut54wZCSQM3bAIZ4171f22iSUHwwcn7dKc3pZft+l/JMstum+O5peqUcL2yt7kbCaQhGTR9wafXexDAL+R10z4j0SujIYnhWSxa5HkGKwuLsRRVb5Sujw3WleefuYDueBpEVSr9pbwFBJ6oYWnESR3njCBuLrUyAWgj9hPnIRuxxLGcL4Zg8rzPjfJMStm4avdHehufh4QwAkue2W1tiA3YO5NMNA9T8NxLifJeT5LiiDnmJrcdjCXctYr1plEzyt3L3orBy5SP2iEYFe8aBKdC+Q3+Q3+NVuRcany3FcdxnDVMH+9q2RikZ5o7g737ND3FkCjyF2W/8Pkws7lfV/AUuNUcxYvTZXLmKV7Vq5ALkSxT93fVddeyZYGMcgkGtKB+e6/TtZEm3aVrbiKZYMzYP+3YT+0/5tkAoZTA43NQ2uM8r5Vh8vh5R++r1/ivecahOo5Wgj7SY5QwXsPnT+R8r0N9NYMlN608fzHCcTDat0vxl9ofZcQOXhMEQ9tn2h+osAW2N9vd46deTZHJtP6gYL1JyU2bsxY+snEKt+ixt1S798/uskQ1IEVHLsWUKx7W13DpS9KuQ3OPeomMtVpWtY2mZsjZhek9mOFlg9iJgqFWLbZz3bIHcPpJ101zG0qRjitOBaa9UlrSeoTBESZEC21+Wnehf7QkmVy7+nHH+Q14+PNVqtAlzJUoqUPsu6/xnEJftQEEH6FO1JCDfmf8Aso1Vk9ccGO4SiIyadf5W7a1j6h4B0dAjevnqD6+XbHK+W8Rw1WOGtlGrWYpZLtKTCQiSSxLMT/rMh1Ht205bTb8fIHRr9kCITetdGQ63FDO/g7+K7L8/++OtL/t1lcn6i7NieXAdq/RgfHX3Xw+Ovus6WqcrvEJ4SSP51/wn8+uPLGLxCRc1klr521ely847a4X8LHJH3+0WC7Yx9gdnLhQHEfbvZ11esEa2K+lTyx0Ozrmq7buU09QKj8sOKxkd+1HHjo4ZGZneV/ciJCgD3+2EKe5iPYbYUHzloTJj5dZ3mfA+yESW8P70cmK5lyNJ2W7FNZs05AfbKgqgCSE/xG2r7dhrTN42vRWjlEGTy8eK9RZqeKlsyyGzbjfusO9dkaftQdg/xRbBD6YaX8vsjZzFmGhC2c4nmm9y4YaEcdYQRf6uvfMSQkQIUALrREik/U3nopBT5Dc5bk3TA8YzN4SxLJYXX4Wu7V37E2W7QWVSzArstH8r562a6/L8wh3Kr5NDEZkEgkV1+PgeSP8Ar0icD/eWIms57GzGWLGwR5qeOhkK/uisoNdlkBcPExMhAXXcQwbtKnfTzIXTAZpoD2E1lAKjXnvHnps4d6e8T536B8D5HzLI5PHulObFLDj6dd1QRWpFBUmMyBm7yzElvLHWh1pfBpXQUHOpvNRhuIhUpjspDQ4SnFEhmMcd1rHuSEdvYW2U7VbydDXdsfPx1jhbuOxl+vLZiDU4pGCwRQMQsZDaX6pCSfq2fP26ujE+mXpljcdMtyTL8iy8bSNXgF1sas0OyUO+wgN2+N70T+XRrIeknpJLx7KWKGVyEeYhpO9eqmYZz+I7foUq0f1fUQDo+eszXNmQmOMSVReayWAy0sLfhmrD25I5JIq5R+0kdo8HR7dNr/2j0D5DjK80FK1LXrSKzxx+UVmJCLvx86/X+v5dPdL0hyuZz+NxWGq3UN1inv2tLDHpSx7pNdo8KdbPkkDpd5JGkbLWrq8lanZPbK2mf2wQgLMv0n+UeR4JPj56eybwliLJrw6ww+nVavDFFF7swYpGAA3bM+idfPz/AG6a8Pgo+RZvADNJJdopxqeJazSsil1Pcr96kHa+dDon6G+n9z1R45cwNDKx4iOApYmeSqZhIFlbtAUEHwXJ+ejHPfQ6XgnJ+PR0bz5MCnJJbnmy92mjOxMYjSGNiVQsN+HXXcR+W1jquJduZ8gt1Z2ZjLaNI13l1/NU9kMJSq8xlqhlpVDXYoPcdwWDr92J/wDI10xZDmc9XhDcRnnxMeIsK/0yJ2SRd0/vaQl9L52R4J10CzOWuYTLfhY+CcQnDQzSpamhv5JiUYB1AlnPn5b+g6e/Ts8s5vjMtNZrca4bx2IQRyWoOFxe5K7gsi720g0Bst50NADz0ys4Nkiyw0QSBmvF7qk8XfpVPWnAz1pl/CjPRvL2AuAhc+fAJA/p08+qOaS/6nY6Gk1n8I+KEjiWJ1BmX3l717wG7dMR9Pj+46N8h556scY5dguOUueyRY3IPXWnRpQwVLM0Jbs12he5G2rAsW14JBPx0i8vn5LN6l0l5rlL2TvJTdYWu3WsSJCQ7BT3AFPknt+2+ga7NB+eyjhIAO0olguActt5W3yDiPAeQZ3G2VaPJz15EMVuJSvcsXwQwQOO36iW14IJHXSuVzdrPejvNaF3kVXPnB1kWKtkMd+GsRVWWMx2EYeWYN3L8AbRlJ2N9c7Zj0l5JyPF8CucTuZeWTkN6amuKr5HtScxlpXdFZlSJhHHKXDkDwrAnZHV1+sz+nXEKMHGqeExeVS5Df8A3Rdktn8fh78PaHgZztniYt3Be7RO/DAhgDWkvzT8lbWNYMO8mSdBHzw9VZ37OfJeO8d9LqEGbylDHW78s7CGzKpaXUjrvt+dAKBr9N789aKbcZy1HIVGu4CbKj35HuVZneEIs7LZhVT/ACPGjAkMD293najfVT8a9NbPOeMelGb47hpcjkcHn4o70tedIWgoyXZTNI5b+de1SO1TvTeQR1c7VZHuUMzlYCIbOQ1YpLUgRhbSKSJ0dHT6TLXcqT3DzEvnTjpVUuFxzXZoMbUaZ1tbuEEa8/HvXL78T4f6c8wsX856wGploWavXpWsA9t1MZ+lO1GHYgOl9rs8bYAdPGI9VeC8ltSV5hnKaxmLtTEUfxKyOR3MyLIA6ANoBO068/HnS/63jF5LiPFszi8Pejyr8shpQWLkcPtCuN6ZHiGopDqIlTthpjo662cbni4hz2XLrwhIYQtoTSTygsZXQpsuh/lO9dwG1JJ15PRNaS0P3j5pC4L2ObVyP1BjbVRc9yH07ocxjGWr83yGelqWii1Xio1ZIQrd51MneG7VJ1vwTodbcdy3g/qDRfD1/TrO8jigb34/xXIBMteXYVH7V7Fc7cgLsjZ1/QVz7k02W5nwcUqmOOTq1shZyEcfvyVbEoiHtg959wOvYxJDa3r51rqXT9R+UcQiyH+r0aGMtRV67/ha0E7wBZS5VRJH2sCWJBZTo63v56M5i2+vafyksa0QNu78JZf1PjxEWQp8D9PP9Gp6C/h4rYys00solU6cwsHjZCdNoHS+B99dO5zPJsjwdr8/pfxSZlVzC09dwbDoBG6zI6sJUVxsrsAEE+ACekjG8nv+o3MOd8lpWUxll5sbW9tK0YjljSCRO5412A7FC21I7e7x+XU+fn/NeLURUqZvI5G1BDMa6V7lhQrSMSWaKNwsjfI+tSCPOt+ehdSJgj8+quQCQieH5hz/AC+OxD4mhhKkFitBIBR45SijjjJCN7bEnuAb6VI2pAJ3odEvVW16sYTIUI8tmqfHqucaanfnirJAslgLJqOQuXTt9uJj9HaD3+Ax8BE43xKDJ8c4y1GzfrRyY+pI0dew2mZEBJ7SdBjpideD58dRp1xVnkdSti3W7jrGPvAe/UjhaRvadwXXtBc6Zh3sCfgb0AAfQiQYEdgVZgAQdU5cOh5VFjcjDnvUOpWx84SWSlZycIhLTmUdohnHaSGRNjR0GBC9V/aTJ2Ld2pyz1KsrYorarze5fnlE0sRIVgVkKqjk9ildghQRryAU4VhIojau4XGZC1eRSIpcfZINUCMqe5Qf5Sra0PPg66hrgZlr0auapy15IKzR2ElruWiHfJ9RQgEbBDAHW99ToyyTsrDg4wpvqlgsXcpcfp0+XZvkVCoZwndDbKtH4HuxrOApIKqrEFgAzE78DofxOlwitWuxW48tdurQX8Us9WGFRCyP7zF2ljYjuI7e0Ekb8bAPS3wSkDkEkS61qBcRai9uWxF3RjcRXtj9wsBsaJIA0B5638ipY+eSKe9lYK0wx5Pd7Uk6OC5UaMKP40QT+o6DI4jL+UwOEyPngFlwfGNTzF+StiMlNLVoWbVuetmUpf6jEhNvuGtsrxj+QbPb402jth9FquN5n+1PwqLHLBHXS0lqb8IwkgaWvBJMO09iAjcaAsFHkDX59SsPk8XibfLVt34ls2uMZfHJAkMrss9mq0cIbSeO9+3X5Bvq11h+yPxm/wAe9fOB3snHCK1mnkLNZ4J1mMiLTkUjQ8qdt8HR/wCfVQJJKe2WgOCNeviz5H1d53Ui77EtrIirHIJthS6qnaVA8AAef6D56tv9svjOFn5Tw+G9apcbqNSkR8m2OSXsCsq/V2ASlQAo0uwO4ePPSLznAZLkfrPyCDD425LLaz5eOaKrI3ZGLCBnYgdoXtJOz9teeugP2k4r+UgxGe4vNbxeU43HkZoripH3Rn2QyuO4+V741Gtednx46VEF0r1WK64oU2kTkP8A4iFwTTr/AL+oSpkeSUqCYak4owX2KGeMyFvZgIHmRmdmCsR8n6hrXXl/i4p52ljKWcw2We9FBItihYaSGJpPAjlYDaOp/nXR7djz0d4WtnjUuIm5hKz4HneJyMb2IIF745I7E8AVWO9H34oSzr2t2THRGvM+1jsryPmVCa9TpD8BPUx7RxU4YUnZIDI3eijtcmQSBmILFdb2R1ZpWXCol9Z5ZT4EpXy3ALmKxmQyE8mHtVsfdFKZ61xJCZG/lMY1/EQ+frTa/nrrOD0uzt+phbeOw0diPNtYGLsRWoj+KaI6fsXYIK/k2ifsPHUmzdu5KlZxKen0Rytm5HbuWsNgyGxxde5akRAHYhDgmI70dDY8jotbSpxPDYe5yX08tucXJLBmv3gbGPa6rS/wQ792tjvOhD9RCt3Ajz0OQZolHNYMLo018O1BG4ymdFuHAcce5k4Yp5rxrRs/4euSC0rju0GCntLIAir87Zt9A7fF7mAgVbONmxy5Sr/CcxGM2oCRvtb/ABKTrfafPwenr03rVOSY2zlLM8cbzC9jo46+Vlryu6xG0kzpEpY11XujOx2kiMM6fPS7y29FerYaKPHcmgWDGIJf3t3TwSsTtjVChlSHfntHd5J8nXUc0xroqo1CCS0WvdALfAZq4lWzispURYwXZ6Uqa2CQDtfAOm8nx46lYfAXczdkq4jC2s7YkHutWqQ2Hdgo13/wdEBR8n4G99WXe9TsBm7nJrOK53zef8fg3oQy3qkEs18rGfcrTERgLX2w0Qe4bb6d9AuI8wjw3BeS4tuYJgocvPXYYw1QwySqTsmx3qYOzWzr+YgAkb6pzXyBPzxV06jejc4NG09/d85JXEzGXIXLdq3jbCGM04tySrruAaMPJJuMKuiG7XJ3o6+ejWH5rcqccq1I58p++6mQa7DlVzpEaqx37Qre3ph3AE9zn/FoDfTR6pPkP/SPRv38xHlkElKvHl1wT42uHH+D2Wbz2kHuPce8Bvn46ZM3dluUPURo7fp/mVkeILNRpMk0gUhScZGN9vbsLIT2j+Y+d76kPMjYIxWFjGvhfloe9VliuV52rTyJvZrOWLymNahW+qwqoJJEncDKfIB3EykfB+et2O5hymGxCLuWSKsFWCSKnQhKiLtKk9hAVmAOx3HydbYfPTBxaASenGceTC8dsynJQxrcvzPFkYCe3aQQmJvcjOvqP1aBf8hr31EqQ4r1AWtbwWEwUJkrbx2KyS2K0ndrarMSoBf+oC7H5eRJqBsnRSn0bXENEEXtGyi4PmGZrZsfu62sq1hNJUnfHwV7CBIJD36QFVY62dE71oHXU296k83SXHLkY8VbNKpK+MAEFgV0tL3sNr47nBIZX2QSQw+3VgXuM1cHnOa26/pZk6C4WpDMsK5uGycQGjk75ZmErCZHjLHtAbXbrYJ2Fbh/FcXYxnL/AN74nkWUs4mNTRtYSIPWi+l2ElltELGyhG7gQdd3RZ6rTG6LJRfh4aIAPqBz05JZr5Cw/HrmSggj5HVpTwVsdQnPbVx8j1XkkmSsgCvKGUjZ39JPg62Ee5y7l/LuU4VM3kZMrcpRGHF07IjMEWkIjT2nHt62VBMgIKgAnQ67m/Z09POM5f0fr3K0f4iW5lr8k9qpD3iaWOeWFJA32X2u0AfGt/meqv8A2rvTetgosPmqlD/b0b9S57i7kZvw7GLyNeAQ2tg/OgR1opsl2YASsNasXh1HOct45xx01UHj3Cc56Y8Mw9HLcfGat5vN5GvRq1LUEqyzSQKBKE20flFcdw2QoHx40WmwPJH9TeTrksJOuT47hpqjWaCRyrFSlqFmaY+4rWJTsCNWYDtj7SPv0i8A43WGDlsZBjRWllYElsXrz1oayhY9Rxt3d6mVfeRioGtJpvPh49c+GXafM6rei3J8dRxdrHKt5IOSIJrUjSTBu9pXPuKI2VNsfCkjWhvotCbpNLAioA7MBnzXJ5gnXTlPNBpYq8HptjbVjGW8pgZsjKcStrEz1IbdxaSpE4rV5tR969yghu3YJ0T4JzGZLNVvWLJ/j4cjRzFfEVIhJXoWJLUUMVB9tKC5R+5SpJZWLEdo7GG+qx5b6mrhfTalxPERu3LOM3Ksn72N9mrwzdzqTFEw9rSoY4zIPpGtjwdm1P2TU5T6qcp5flOS8oMl/FWq9PNWqUiSDKVxFNEkKyx/R2goW91PLAjRHz1YnLwH7ygrscxz255JzC0bnUW5WRLHW/TpcHBTTIyz+m8a0YZ7smLtrUtZRIXZGVAyyRsQR3bfW1057iG6A5+U8rTC3OUc9p8ZykHG8dJj5bVKadnjaWVnSXtY+2QpCh+0sQG7vI31j6sY3nXDMhd9MfT7JYe/hMWa+TxuFyFlI7UsbSSyJ2SMymQqysGRt/SoOzvXQT1T9VeQ4K3h+S8lWnlMxRxNSL8NHB20lX3fceJ3jeRGYjtJ7GPcjjYHx0brHL8+HdbGYLEDNUBlsE7RcAQPWNQVtGSyVmr6n53lXJq9zl1f93R8bv4zJebcUxKWVATt90CJVVgV+kD8/PWXpJyWPh/KsRbyckmSw7VcqxqxSlvwu0hj7xGFJd+xXBTWj3AjZ8dfVbOV5Fi/UXmnJcbg8XmBcgoNj7ns2qyLbiWcvFPsiOUJ29hBJ7mCkbPgXw/LWePGXKZHG8XuYyKKzZjHIPEaQr2hpEZFaQSFpCO0efpDa2FPQVZawW/u8f4ha/prWuLyTLQwyd9W6elzEJa9X8o/qTyHg+O4xBHyDIV+L16UoxsE4WaSv7hkZYpY43UKFJ/lA0OrG/YugWX1buS72Ex1hkOvn/YDf+TdVR6xWf8ASXl2EsYuWHNmTj1P25cak8qvFFGVeT6gZANISxfz8lj5PV0/sQrHJ6k5xlUH28XZOx+stUf/ACnoy7M2SuZjwRiiDy9Au8R46+6+6+6QgXMi8ws9yv8AuQEqdjuub+3/ALHVQH96WrPP5K+JxENWe5cd7F949d2gzxd5f3C0aEyR6jC97+X2QvV8pg6fb/I3/wAXXP2c49WPqF6iMvEstnnjV4FsV7PZAikpMsZAXu9xXX3ie4j20Ydh33BVLJJjgsz48ihNjHOcXRlv+n01egbJBavLMli05qgovc6O+t6mH0kEEhdDz18KvHU5GqZbj2bxSssHsY3H9pkeMwkyv3ElwzntdQu10zd3gdQ6VnCfg8fNSy/JKGQS2BLkyrtFVU1wJBGsT7Z+4BRpgxQeQB46N4PKuuZVsLz4Yyt20Pft5FdyGRQR2xr2aYQlmPgqNefqPjrXB+SgET84JWpmi1bJQ5q7YxmLlgAmsR1vxMkWnGiIwy952QNAj5J/TqwPSzF53D/s98ZwHIqMuFnTIXZBDejKMAzrKgkj2rqpBLDRBJB8a+RXpNRXI87r9yi4asEtqDaEBpUZRG+j5GmYN5+CB+XR/i+SX1H43Y5FYxFe+wz9nHr+MAmQBXRfd2O3wQ/hB9Xk/Uw6upL25AgaQwG2oHr+Vt/0ZuRPWnkixVj2Y/bTV2zX2nnwNxSAeSP666iy8cs+67PQ7maN076uVruNnWiVlSPf8o+4/p0xPwbE4l7EcPE8bPeRwdxZS1TiZfjehIxU63oDx+fUZeJ1Y457kv8ApNhJRJoVMdlvxySDW9hrMQVQPuCdnzr8usnROCYKrCofDMJLhOVU77VcnHj/AMOYLiTLU7DGI37nLLO5PnX0gEnf6dc/RSQfgM6I51igmxspjVidOF2U3+o8EddPYPC5LETY/kWJz9u4sOYr1r9C/SrrJUgkVtTPIgCnfgaTYG/JJBHXKVnJGhS77sT2RNC6OqP2qJHWRO/50QC+/wDPrbh2kAyk1CC6x2XRn7JWnbOVjBJNHPi5SY0mMbO6yRsEDAggts6Ox1Y/rKzvy/jH74/d8c0lX36uPkqpLNPHHYjlkj9/YaM9qkME2rD5I0CaJ9EsrcxXHuSDC5M4TJGKGOK6N/wR+IgDk6DEL2udntOh56Z7PNs5Xv8AFpM1yqOY3Vuxx5a+kNmB4lDfVH7yA9rdnaRpT50fPjpZgmAV13081Nj4tBvzBd2Kp+TvexHPLGWxP4WC1kKkxMc9cTxxJ76v2qGIKgMRo739I6y4ZzfI4evm8XlbN792TvDan/dl960qtF/MoIYHsbQ8d21IBBPno5y6zx7O5Pjeeh/DCaf8dXvVcVBIlSQokLgx/UREdOFZB43phokjpajyNKt+84cWILOVexIzKoWSOujICisrj6vO9EgEFemVQDMW/Zc6gMhAdf8Amd/FBfUHlCc/9WsG+RgWSpWu0MZVEjCV/YExJ75B4Z2aRiT+RAHx1O9ROPQ8d9TcJVoyTvC+NZtTStJ2gGVSoJJIGgPHU4yciyOQr2cnF+OwFbJVZEjS5DW9mVHDBuxEJfXk68D7bHXnq9kI7fq7iq8MMi/u+GWvJI3gSks7eP0G/wBeraAAAFJMAdvotVbi3NufX8Rh8DisnYo4ypekwbY72q3dkHTu9ySRnUttkCFtjtUADXnfTHrfxfHZPh9XPxcTi4xka9SQfg4qkST9q9o75VRvoRO1+0juGnXZG9dcvYAUON84xfMcplL9SviJvceLG3lqzzfwXHsrKXBjEh+gkaJUsB50erp53yfMnF4yIZ+XJT3MPZW1DYjNiWCjIqvEY7HksrLpZO/T98QJ1rbC4DZbqRc7DkDnx4Hhxtr3K+/2ThFJ6PVkCDf7wtCQEfzHv8HX9ND+3Qr1MyGU/fkBqNJUxcWVmnnkroFknKwxFFR2Rl2WC6B0pIGyPHWv9lM219JnTH12M1nJ2iZnOkj12qPP3+Pt/wAevsDyG7yj1Yno5XLYwcOr42aSrE9KNS7JIB7okk7vLKx7h/iUg/4ekVGGo4gWW7DYhmGq5yAZaBfmBwVX805XU45BRS9jMZyLhnJcjDOuNvyLVWG7FKiyyQzAq0cp8OoGxpteAT1u5C0cCZmOaZUnhgkaQrJpoyd9shHk62N+fH2PW31vr4Lg+KztDC0YbMWSyWNztWv3yGtCjFa8xVu4BXIbuVUJ8EbHaoHSxm+H1K/MeVZr2ZJJMlVsV2m90N3AMCydoOxoefjXkHz0+kS1sFcrGAOfmGhk37b+aS54MbPnsFar5eW9biW85UU5XUkwMDGZgexdg93kE7AH36j8jzGIyPGp245eiykaX0jkkegyPHIvftQZR/L2/JHydD/D1NzfZheU8bx+MsS1lFeeaxD7iywSq1aVWcMVDB0dE7k+wdT8HqBDPjq1KzLjrURr0blG1KyV+1996t3qj/O9EEfHx9mB6YTcLEwDLKh8RyyYDC8tzuQo27Sr+FVVgmRmmCiZY9ARqqdpfydnY+/XuftNkLgsirDDQTGRzSWchE0sNRGVmjEnaQAe4dmwQCW621DYx1vm1u1hzj7l16TWIabxle5vxGpyiu6xBl7GZD5U7BHwSRnz9jGYRHa7HhJLePieWxchsOqBZO50MUIcye5oppl8E7+nQJm8KHTN80WWEvXpY+P18ZhsaMTPjvea3X71SJ2T+HFGjOQqbGxvZ+o+eg9S3yCHJ42PklyaWG9i7T1hCkbV3KxM5DMo13KfIG/8+jXFKtlMXxhY5Kv7vq066jZcNLuIqe4rs6XS9oAPlm30Ly1RDymqqx3Ib8mNsy2ChUV1AieJH9sJsOQwDOW0SqDRIB6tgJlUYzALXh6eYyUNmfN5lmNb67jKDBFOu9CN2jUCJPqYdzDQ7tbPQnH0bOQp4zKwULNGDHQGOerDK0qRO08sagnY7zsHR873/TpgxV+JqOShzFiC7LO7GdLp2t76fKP2lXYE62oYfbXknYPH1WifFT04aq3Y4wIkgkIjV2ldu0MW2pDMQfq2pGidjfSXfYnMMvKEYi1i/wB5CnXnrSo/H5EyMUjKnsM6RNsSIx+jTEEEBlKkEb8dQ8tWQYRqeGx9y7OaAEUlHu74IUMnc7BVKlA4Tu7gp8gg/frbx6W6LEdLK22mpx46z+Eq6SSNHLI0jEg7B/l0T3d3keO3rLL43955Ou9lq7xwVgxgkux1GZFlYkKzkAFjvRO9bBG9dT+8BEJy3KaOP18Vfn5Ql6o1pBxrMTykIImkkgp+9GRJ5/3Nd2vHx56Zv2U+W4Dk/rRw2hV41ext+jRvJFZOWiljMZrHvLqK6yO5PbrufSjYA+NC+NzwVsXy2W48NQWeK5ytXMsyj3ZpabJHEvnyxbYH+8fjfQ/9jPEX8d+0LxiTJUbNSOfHX2rySJpZQIACVPwR5+3S2bjt91ogkAp85llMuvqhk8RHlcvZx0fJJVanJclEET/i5GUJGW7PI0R4+erf/afx1mjyTit+F1ejfW1jbdezKI0YPIpDffYKzSKfuNAjWieqU9VOQ/ujmnKb2ExmHOcx/IbZr2Z4pXkLpI3tu3fJ7e1Y+SQBr8+h/q9xL1j43Yvcm9V4rGWxcViu9DIzZaG1DQuP2b9moCoVS4K/SinQ3vpJaHgydwvXVappPolrcstcLwJJbHukeDjGXv4julzeNyPGOPz56TC4mpmoJbeJlX8RJ3PDoSCN3rJJvbL2gv2/V15fyHNcPh8XkMJlKlrHyVlyd2e1XhKTyLPYi99B29wUpF272pYfGvsOw7XLVbKCMcOoxrBZyli09OdZ517WhdPdqmSVA4dgY5e1PPd/iB6nYv1QrLiclRy0dmxHbjImDStIk3lXVfackEB+9tEgHvYEFTrpz6zMtrlcTCYCt0wFUQOOYDtv6wjfKFzcfKsxnLWYuS5TFZShZhjWM18ZMJJoh7pig7WlZ29wEJ3NpR5JYdtZ0/THP5fE47MST243yGSapXszyOYZm7PCxSSa7pFYNEVXuIbwSD821xXn+Kt8p/fdy/kxbrob1COClWtT25YtmKsglXULqzMyl0bt1pNns6G4j1Cp8vHHBNLmruaxN2zdlGVqGftdBBLHJG4kULI7xWGZdEOWII3omCo08kb/AKc9xAGpgN0O15ItY3tPdZKVv0y5xxbkORp4a/noq9SIImVozO1WFZ4BMYnljAO2jJVo9DZ1vY+Y+B4HyCmajVK+YXH5dbEOOen3TNVmq6cySJ/IYz5Zh/hUlhsoQbJxXMsfaNfkI5ParrbymRhhWzTlki+ui8TT7BYiRGsR9zMAirrTA7HWXBffx/8AoTi1tUJDx+vkpd1a9qU2ZmmSRmeONI2UR+39exoJ4Iby3RueyDKunhKtGoBTvpJ0gQZm0wbQeXYVSGE4nyrF5eD8HTq1bjYOXK9y0UkdKphkYuQ4ADaVvO+4aJGyOt3pvelpcloXc/i6WT4zj7Na1nP9SjtGCn7qRtIFf4J7gAR522+rUpL3clglmzERjj4rJhDKLcPvFHRkNlo5XBEREuwg8AsQdffOpjK0OIzGGxPGpK2OtRLAbdawLUjd9qBgzvFsOiiHuCuvcoRgpOwOrmnZc9lCs4OBcGyQI4zyEm3Zabwmf1t9SuFcm4tjKWPlyM5DvmoRkMa0Zs/S3shS+gY2JYd43rWtdLfoT6mPw7lVr9+8USrFVw80tqxE34QRw6SY9yuQA+wFBHmTYABJHTBmuL4bIcJz55DgpM9yuhx/D1MLdkl9lIljiJldAVQq3195Vlf5AI8MSTR+KWcy13MY/jtKKPsF+3elkspl66zUlRZYxsoEjEyov0qxRSfPRO6OoZcdVfR1xSbQY3SdONp3jeyYPXD9o/0/s+muexPEJbuR5Hlo5sU0P4fxQHcqyTM/8rKVJCMhIY/BGiRzn6V+ruN4Tymrm3rNkbt6cVczRv0omqW6xKjuj8fw5h2hu7Wt/OwT0+4fjVPL4fnmI4jkcX+7OQSVTiXqwuJIzHO8nY8cpQxrpNbUa/iHWyAvTNh/SziHN8dNPk25TjbuI47j++niUrRQzSfhVkkYPOS8jdzMrBdldAknYHQhlINzDRWWYii40X0/u5HhqD3+V1U3qr6l4rJ8zlzPGGvYbH5h1u3cSLLJBH9KoYxHpVP1RyFtjz3+Pjr6Ll02FeWjxTl13M4+zA62qTP+6ZLSdrBIHCA94XferAkNtk0N76e+L8K47nvVy/j+QUIp8DV49XsLCZVUeIK6yElUQoPclbUncnwfud9LmM9HHp3bdXI1nsSDjf7zxE0uPesjzmVViUgv3ICSCHb6NMSda6I02m5N0XS1nPLejIHVBHbEQeO/HRT6XrvlPTj034Tx/g3LVjWGO3Lnq2OcLPHM8zlfrkiK6CMjDs3tgyk/HQrm3JeVZOrHkuV5ObOf6rFapxWp47EUrxyISzQr/hfu/lPyGI+/idl/2duUQwYRshiKtVMpamX8DYaWF6EnsmVjM3b2hGVD2sGI2NaB30qWcLJw2/ZjtYuvLbxcNeyas8jSwTL78YRH8juQlQGGwSAw2N9JDAdDMpra/RsfR6MaETF9Tcmbc+wLoTjfrFSatwqXLcHwat+4s3etR1qkIUOJGWL2omA+W2DGT4D+CfgtXEauA5X6ftyO3xLB42TFYSejbx9vExO7ZJojMJjIutxqAo0U7ge4fqUzjVzH8+nkkwvpFBTWnx7J1qbVM17UdnuY/iEBYBQymUOEJ2FHhvgdCqnqngsNjzwDjvHuQY3G8ix6VMfHWRLr2MlKojEn4gsQB7bIWQBjv8t+M9XpMmSnAPz8pWAYQ41cTJpjcbSZHkjc3LvTVKWU9/iaU0x/Aa+TgWVx2SX5PhPobRcho+w60QH329NVGnx6thrWc9Pq93FUpq9PF0fwmet0Z7eZZh3LJGGACqH+SSpIbXg76q3kmX9KI8Ll2/f+fwtK9hKGHr+zO1lPchZC0kqAMVI7R9Px/D+29dPfErEXLOO2f/RDXyvMMJhOQ1crDbELrJdnPtmeqwdEVOwSOwYnyFA15B6XiTXbSBw7QXT5KYLo3VsuKJa3v5R7rZznjfC5OW8iXNSZe5zvE18dDixPlPfsz2p27VWOaQa2rFv4fcCAhI2GJEjl/FOPc5fnHHDm+R8vvYR6Ey4f3IJ57NvtMPuKBGrSJErMrBWGvbfuG9HpX9Uq9KDnHKOTXuUUcdeiz2MDYKzEYJ5BHET/ADuQAU/Ee58fyrv7jo36e5ZOJ8tXkGc5XxnK4DAX56dNMTIstuZ7h8yKQw9yNZJSCfGlBOyB11aLG/oDWqOPSggZb3Ea92mqTWe6nWy0jLLX42E6xzWrkHCKHoxUyvCeL8qajjJvbybo+PeGa1bkRozWjsRjQAhBZlYkaYjQBYiXx/BQ4f0yxfK+f5daOBNf2EpxYKMzV/dmPY8hZgZkdYg3kd2tdu9+S/rvnMnySTOcQnzeAjwOEWnehhjsL+MtSSLJ/swyn3AjbLBNaUjZPkdKqevue5Jwqvx3Pen3FuV8axtJ2kgfPpVklipLEC7Qu3dsFl7V0S58qPp6QKZrUw2T+O9Np4k4SqHjQ66GfEH0VGerN9sN6m0GwmQ/BCbF1Yy+OP4VGSZSJEURkaR1P1Jsj6iDvz1eP7G8z0uUZ+1UqyWH/d869sI8qDYhA35/8HVCcmzqzctnz/GIJuJU8xUjoR4iq8U8SU2YK0BkBLKCY9kFVb9ACOun/wBhEA3+XsVYuK1f69+PM9jY/r4/4dE9hZTyk8FkxNZuIxJeywMfNl1AM5kSPOKyX9lP/wDF1906dfdZ+/0/CK65f9MucSc84qMxZoxYyX8VNXeCKZpVHZrR7mAPkMD8dVny5qUHPuetlM7lMRWE1SRhQjZyvfCFMut9vklIjodxWRvIAPRT9m2wZeDZKNtkxZiX/IxxnrzPWLlH1Y5S1Lk2N44JMfVl7rcAkaRxEupF8E+3GiyFwDrbxkhiAOhpiKhA4fhZ6wAIj5ZI9fI35sPi60vKMNkpTaomDB2K8bVyFhMa/iGdUUdigKwbY+rZcnolXXN3OQ0Glx2B5jcSjjmUAEQ04VYKqSFSEJfuVGLB/Djt141CpUMm/Fazz8bxM2H/ABFGSQwye3eyKM8iKUbudwZCGUlFBHauo/uddmhQpZTDLyDjF3ARvWg/D16DAy3JRN2u7kkOraDr9ID9yLseT1ry3/j+UvQ3+WRX0yzEPFua8gv5UVsZNUxF8pD3EIJldSIk2TvypAG96HVS+k3qnf4tx/D8HiwUeSmm5GLS2muOuvxLpCyGEL9RX2+4N3jR+3g9N6xwrkMhHWgnp12jsrHBOxaSJNN2oxI8sABs/n1T/Epc9V59ijwZEm5D+MdaMThWDMZZFdSH+nXts/z/AM9dPDRlzIaUueG8h6r9BchhszWkmirZKS3Ag2p90sGXegxALD58deWH5EDHFbhrXCT2kSVYj/MpOvKqfgH7/PQpsTQS6keLyNUV5NpGZB2aVYS/1Nob+saH6fqOiNSpmoJa6U77yGdoEBW2WAaRC3nZYeCCPHnzv8+kAE7eBQm1p8kq2sxPxTB0Mg6JUo/iqVe1fuxoVetLKsftTqzFSjd2u4AFCNgjzvj/AJG1WzQknxjKakjtJAV0R2GZtAdoA158ePjXXZXJss1L0/z8/K6ORs4uti4rDVXqpPI25kCqykAuBptj8tHf36465BaxmShvWeP1xUxM80zVIRX9n24/dbSe3v6PIPj7dNpi5QtF5Pl85KwfS2hJm+N8tx9JkGRs46f8C0svtxicGBk7zryv0nY8fffT9leHSZnDentGa7AKePr2Icjce2SsUvc/eVBG+92jUrCAza2B8bFfejuOnycOZpQywQe7TsB5pZEQRqYlUsO8gN8/yjZP5dXDgOG0eOcIppRFTJ8arCC7i8jhLxupctCRo7D2FJAjlX3mB9vYIJHgqV6wkONUx/p816xjWOwLMx2ef+2SO6/jfiqU5nl9chwuFwUt6TB4ynb/AAwv12hmZpIhKZwjb7VmbuI+drGPy6yu8dlpVGtVKqwz2qDW5nrESFgEYkkKCU7SRsn4PWPKT+7cvxeCB0ZzWnheYQ9rSqI2ZQfzXYJ+P6a+4HAzVkzVdxQWSOrSlqqqiWRli7STsKdsdjfnY/PfWqqwMloGi83h3l5Djx+dyx5NLEsuFo+7Z/eLXoJQYrEscYX3I31MpHZpkYhT3fKnYHjZH1cu4/I+pmHbFO8ksFm7WtFoyoEqyE6G/nXd5+3xrfQXnUmahjFqs+SGAjtUntEySRRE+5GmnQkd35fB6evX9FXmHCZwgLPYvqSFAJPurok/no9ELkIT7lVtlLtSpi81HlKkNynNWJlSTLxUx3mNlRuxkLzMpCsFTXwR4J2Lux+au1+F8xx3uCtSNSq0ccTrHNeaRFDOSB9Uab+pXPjyQD1Q3MsTQu4K5Pcy4p2I6snsVlpyStM4/lBcHtUE6G9+Pv10PiYUbiOXiyavVqT4qGaWb2jKVdIx4OiPkyAf33rx0mtMghasKRlI5e1kpj1yzfBvRHNcbxH/AKvSZbAiv1ovcsblbbqO51VBrY7wGYA7UAjfVq8Q43Fcyt1MzYsW60mMrrhoa/0PQYRxdxUn6CpCksz6+gEfPzSt/jFbL+lGLt28dduRTWL1TJWKUEtlqQLx+1N7Ueu4jubXcdHWuuhcxk+P8SlxHHoOYY3K3svUWWE16wd7RT2+wS+WCoy7btJ0SPKnY6Y/Q5RuipMyuzPMAAHxFoSV6qWMDX4nnpcpSqTZG1RxNbjYEzhTqdY3kVwR2so2/bIBsaBGiQcL3HsRjM5k8ulYiw09mZ3ZmbsMmu9gAfP8oIB3rX5HXVY8oyv78xFuvDRiLyqiXHs3iiyKjAsO2NSQPoGh4A0PgdPfIOTTzco5DgBiZVihpNYjvSHuV30T2hPgqdjzvYIAHyerY0NpgJFes+vULzz8Eq5zLm3nOM1kvTjEpLeK1u5gklh4ZCp9st8lQ31keNa+/WvkCwxYC8teSGOItAhh2wLkv4YBVIIGtaJH8w1vqblLWagvcfXk9nJ46S880MePjrha00ftF+5nCn6tg+O4a7f6joNlZM3k6NuHO5CK4zXYzXijiBWKAsdLpFBJ8gnf3H9uifBcFnYLFafS/BvRtcmjoVWY2Grzgoqp8LMWXt347QpYsdbDfHjzly6vVsW3p5Kd4qb12SaNIWkdiWJcD2wXOwARrZ8E9aq/C/x0/MuMQR1ZxZFRoLdICOS0DJMpVwwBV1MbqVY7H6dE3p4fB0FtZmxk6f4alXgpzVX1Mn1+0JUjKkSgBmLKSBpTr4PRjWFUjWUTwOTo1aeKhu5fHXMjJW9yvXkpSw/jURRtli7V7FK78MVO118kbTMfNj7dyJ6NS2zw0rLm3JkFPbuBx2mPsYsD4/xqFI3ono7w9aIxHHmtPE+XSnDB7kkLbVHWTyXAKgMU/l8/mPA31F5FEJMjiJ1gxnbVoWYa7JJFHc1+HkWVWhUgtGG9vskKjfkbOvIibwpYEBaOOZFraxS43GSfhlZnn/H1/wAYtbyFed41AABUqda39Pkn7BLd8XEqvjnxVyhZhcyTxY9YI3PuSAe3H3AR9xGyRvz9vJ6b8JYWd7k1FrmBln0izV51sT0lVFb3Yj3IzPseO7SkbBPyOlWCwsU9VJ5GmxRkFidZaaCRx70zDa92x/Psqr6P+8fDdLd/0wmNgvICDYKjcx9mtXhnllS9jXarJDbMqxv/AAyFMQb6ZF718FQfI6E8gtImKutmrcVjIfh/wlaW8v4kSSfUzaLHvRiY+0HRA3o63vqXibC3LcwmpwRzR492lvC3K1ifysaL2vIyqqIO0dijQ1snx1tmu2q82qMlutDXqPDLLUhMpEDuWcdp8A68aXXd9z5J6kddMvlkIrF+4qA5LevwPZsNiZjGIn+mO2kX+rb0yNoNssBvQYNrqD6VetY4HzDjXIKvHK9h+PU7VYRzZaSIWRPGB3FirLH26+FQd2/Pnz1jPchix+f2pG6FxQgjXbMY9KCD99lSdefHg9Gv2NMPRznrzjaGfx9e/WFC8ZK1yuJEDqigbRx8jZ+RseektkAra5sUmHjPt+Sj/K8gvMEnzFtTViz00+UaGGVZ0heYRl0BIBYAyEA7H36a7/7QvJPXCePivKcLw27iY70U8lf8TZqxylC2llsdziNd/V3aXyvz9jA9b4qeP5NyelViSKvWlvRLDXiRRGBKGQLrwgVFC/HwNddE/tLzDK8M4dxOSt22czlKyyRlBFEsYTtlHueAulkPld6AJ8AdJYbleqxtNtWlQERIN+FuFlxn6Y1sbJV5hdnx0tnI46RJUaplI6gqQe3N3SSCQj3odkAov1MACTrr7kfEcSOWYajXxHIsEZ4KD36TLHalmSbwbVNIu7uQkfTF5P8ALojZAuLifLrWQ9GeM8Ox+PFqe9VsiDFQ2I1hnjZ27BCXUTRyrJIo0X0w7iG0dirK2Jq4qvHkJwle9Sr1Z45bmRjE72PwxmMSpLuQL3+2V7dnub5GgOqNCWkx8lc9j35+hdtmtc7SDy46b73gHk+K43E0czdxNvkMOUqXIlpwZLDGsZVFqNRK0mh7cobwYfqPyQfGujNzi2Gs8nkx9fmuBxVyzcsSfx45IGxlxJexBPKAQe9lbt13aHyF35dsNw7JjCR4/J8iyZyWRzYZI7aLFjLJSaRobNuTuLyP3UZixQd3lQ5XZ3iRyPF0KWSxebqPkMOjw4/ilyIW7k8s9tmmDGUe1EAroSZPcCmMsgAZd07DAEyICuliKn6ZgY4El3lDuXpcJRmwmbzvCMfZwVmrhZYMRkbNmBbn4JmptIwlChfMqSMWYwttu10UBl7dDeaYfNccvPi5JPwGIyeLrw06sORjkjnoqR2B+0/SGkTvZG0S3lgfHVi0uPR5fjvL8jyCpjzZqYLkVuFLePWaIS1hVlX8G7qCrdkrIG2QscSFUILHqtJLrc9r1+Q8O4gUoY4JRySY2Tc8zxbY2HjZg22h7SWXQXWv8PSujOWQfNNr4kdM9loAG0THhN9oWuxwbkvGq+aqWOP5SvQoCJr9S5TWzHVDDatJ3BhCG+xHbsa876HYjhlTJ3sVVgr3ooLF2KJIAWkrglwPkAefsSdkb+emGx6g8OzWF5PYwVTlOOgyLItWt++nnVe3bN+LLEmceO9VB0vcPnWxJ4h6k8ewvFlx8nM7dCeTMU78mPrpHJTkiDRFZJWKlhKv+4p8FB3a0dUadSYa4pTK9RtNrqjeqSI103jXysl6265CzNcyN3J1JI7cZix9N/w8BiDMJU7we6NgoRFIV9jez9I3MGXyUNCrHiMryCnZSw73bEnIGspZQvuNVQoCnao0T3Ns+dAnXVg80t3JfXcNYy4yF6TI0447uQqKoZvZiGngUkFRojsHcSo+DvyR5HDkhw3OS3IOLWTlcn3UZ0xc1W/fVCnc+OjKf/Z9D69HxptgbG40VgCA7TkgxBAxBNVsuPH0uNO5VuvK+U37ciT5FKss59qtcRR7ldifo7i6sGQEjY8HyTvx5aeTchyU1q81rDYzjRaOH8bFZRnZ7giCv7PaVmca0NMexNkbOx0c4vwyDMcPptW4/hc5E2Th9/OPkzWb8O5UGua7srEFi0fuDR3/ACk9D+bY1bXrAKmbw92nFatwQSYqpbFq3FGAqmKN1LCSUAb8d22Ojs9A0vyhy1Ua7ctWo5t/CbwbD17pQfB8lNanm8tforWSkIobdeMSRPPM8iey5iawU8CFu7eiPbHzvRl53ml3IyW61rimUqZJKlbH24rlkRTWh7iCF7jujBgCYhs9napH+Ek9H8xx3GUeKcumqYPlldJsjElQ5KmS0SQsvcbT9uo3JkfQ2d+PA86A8ZxeFlw+bt3s0K+QalarwYySv7n4qL2wxkMvd9IUqNhh50NHo21aocQblR7mhjQwZcwi090XMCAOSncp5h6s8JtpBi+TpPbsXZ7qQY2MXkrGNj2IkwZwo0zs6OxXT9nn46Vcvj+fZTJzchz/ABy5kl5LjY8miviZZKbGYxNI8YAC7jDNIo2Sp0fPnpeynPIfU+b084nx3jWXu5PjXH5MWKVacmS86J3yNH7X1KCsbHRBOvsepOL5zmG4xSx2UmsZvDYTMVLcGPlykxhZPKLEyK3aqxnQ0pTYIO9730qJa1xbF1xK9KvVw/SufI34idJ8Pkrp30JrZGLhyLElR58ZFkGSpZIhmiMpk7+8aZgrgjt327Ib6W0D1QnMcxlvSH1n4LzOLCw5DE4TH0e6GKKWrUM1itMAg7gSspRWYEgk9g2NDXXuFj5TamxcOMymRgsZlI/wcKZadJJ1eQqgKhvHcRtQd7C93wCemfNen3P8jl3j5FVOZytBvw6xZCzWt2Y0VvAj94M3ZttggkDu39+sbnAVC5wvddJhz4T9M0SCG9pgz5yqgy9oY/jN/kuEWbH52flFfKVpKxJ/DsXlcFVI0CpKD48/SNddn/sGVDU9Jc2tj8T+OfkM7XUs1vaaOb2ogy+Ts/AJJC6LEa8bPNt7iPIKcDQZPidiBLEKOV/cxj7ozuQENEAQR7ZYEeR2n410wcQ9ReWcBSQYdnirWLctm2LtKxMJ7UgHuSyvI/ez6G+5jsfceSeoK5c05tUH1GiyvVbUoMLBFwR26eKYucZvDSeoHP7vqHUMeDwfNVmxGRU7WTIfguwwvCqlpFjCJIXU7XSA7BA6Q/2lstXtQVsXBg8BhEitRxs1GmteZgUEuyiEdobuXXcofQ+x2Op1zP2Z3xOSvy2svZsUnmM7ZaQiNpZXd1QL40xCO6nuJbWyAFULPKUHIc3Xz8bWOPZeG2t57dAxbawpBSUfSvawKg7+N7P36Z0zXOzEJ9Qso0yBd8Eb6EeGlu9bOP5S7P6X8bxgx8qUlzt7Jtknl7/xU7qisvxtSoI3snu7x+XSRw+Ot/pBiJMhXjmqrfiknjesLAZBJsgodd/gka+++rFp4uW1xVspC+UuTUZrH73yF61E8dm1NuVCsYfvRioYs2mDN8keB0n+nZWry3j88lavbhiv1+6tYYLHL9YAR2bwE3ruP5db2uDmEjafdeXcC3qv4j3/ACofLwMR6k8jxtKhUipSPGi1pYFmFQlUkJib/wC5urbXuH2JGtdWJ6R+rHJvSTj+Qv8ADMbj8k1+sslw3JivYI5ZOzsC+TsynfVdZ1ziud8xxt6hQyNo20gW/KZDLWaD+cwdrhPr/lJZW+keNHpv4fwR+YcKylhPxkUmG43NkIJK6+HaOSEtGwIII7ZWJPyNDpbwS2CmVx/zToEXVmxftpepDoGlxnGIGYb7HM5Yf10PHX3VU4PCy7yUX4WeZYb0kaFYydLoED+wPX3WGw+FZzimtMGFbfoJyGhxvhHMcjnJZa+Px+QhmnkjrvOY1aIDuKoC2tgbPwPkkDz0bvTw5/1Qv3MTgY8wHxNYRvkUEKV3IaPskVnA7Jm7YidMw3sAfUw544v6u53iOLzGO42K1SvnJK8NyeaP3ZhET7bKnntTuVyN6J/LXXXXrvRq2vXbAi5jLeWeTjxWCGs5XR9ywsndob00cjRrorp5FJOutDKWUdId5HgAnVGmx+aKjKuMpribs445kIrdaeB7WZhm7oKR991d4gvb3DXaq7YnuU/WvU6jepVL0UnGeR5LGmSgVt3srF2idFsAqkIAfewqPot2ghh3/O4rS1a2MuUbOUzNC5VfVfDSQu1emVtMRFISWXQBLkhVHdsEMT0cuz5PJZCgyZTFc4tw1Luq0MLLBSVZmdp1K+2pHzIulA7dfQRoHR88vBZgI0QC5Is/Jck6ZR853vZIyDjtNoFW/iEedd299U5xWml71DxlM2moNZyUkMNpLLVvalMp7GMqkMi7Plgd6J6u7LQ2q/NL8WRip1rQsTLKlBg0KEodhNfI8j+++uf71TH3M+tTkNlsdh7F5or9pU7mggM0ZeQDR2QpJ0AfjpovShBROWsDr/K73hiqS2a7xzZCCkZKfepVXX21icWPG9gM5Rt+TsAjwSOtGNp2TNRiN+lKznHrM80BiYO5cTsPsCAEIG9AkgnyOh+IucatPibFH93S146uLEBguPGZK1azKqv2k6IdmaPyNMwKHfgCXSxTV6AWG5k45I44Y1J7LSsRcd3JJ0STXIQk/ZRr6l2cduXomGZOuq9vZLJV+F8guxUI73Zg5ZUjiyXYnvR2jEi7fwNdvcC3j6iOuVeQLe5Zncn+8qk2GvXpJ3arbCs0bjZVSUAXyAPIGtN11RbbIV8VnDSsY27ZkxWY9tLtJ4xtJgtbvA39PtMST5JKhgANgc02hmY+bPJzOOKrmln92dakjzJ5VOwqzEtooykhtEeRodOpDreO8pLtJ3/lGfQqlfyF5a+JrS2bNjv7YowCQph3v9PgeerNTkOFyHpLzWtxHj2UwWJp4eWriYoPc7JPYsqELk7AkEyuGKF1YEknZI6qT0NH4q9NXm9skwt2s/8A9zIjbTDfwRrX9Cerip5uHkXofns1Fjv9H61+xjsdXpDKkRQV1tRRL2wdq+2jqvcNgk+4Ts9c50txJg7N9XL2tEZ/prXRMZ+4nKBvz4ce6g8vPXuZbEilQngr1ppj7sqRREM8TrrW+9xoa0ANfP59RqTRUsn7FGS7Fk9BrD+UiSKRCpXuX6mJJOxvRUgHzvrfm56MWcwlTDykWUts9qvWmE0MsfY6FiQAxdXPlSuwpVtnegyz0a0dHByyPFHavAxp+JjesfeRWYxdzDTHXx9mJ0OulWkmXaryNAtsRYJTyeFgFG1nMlyqtjJMesSJHNXikFh9Hwokc+fp8/ST9W+jfrpYvNzzi0FuBIaEM8hqvvuL97J37/LRAGulvmk7LwiKkZaCVfwUT2mtWYUeINEhAhRtP7oaMbCnWiw0Cd9NXrnfs3OS8aSziTThrZILWuF9m2jxxs2l+AAx1r52D+fVAmQobk8igX7ro3MJkLIxdTNWKKNIas7J7siCN3JjVzpu1UYnSnxrZ3rb9jEd6UmSBs+1JxJqawroRCSSGJwxI8EhVbQ199gffqq8xmosTiLv4w5Jq5AmiiozQxd88RJT3Gljf6R3HYUfUGIPjqxsJjHyGNxE1rOXMRjreOp9wrQCZaoWHbssex3ht9pGwe3ej0FYDRHh3ZbuR/gXKsPh+AUaXIss+ExOTyN+pesEM8aM6RtWk7F+rvV4yAyq3hyr6DA9Fq5wk8vHc7afGUcokNNDTnZlaITp/CC9xJ0dldM3d4+TrfSJZTFp6NX14Q2YyXI5ctNDWnmwafxa5iQOghLzLGQShD+HO9eB56feP06cmO49dSvFJY/d+Pk972wS7Rwp2Md/JXzrfxvo3MBJI1Vuc9rA1wtA9Pnikz1LxElr08mghgp2KfsF7aytDGacnzFMjbUyfVHooO5iG2N6102ZO0clyS/Vhw1yu7pYjlvPKgjdBEHWQBiB27+kH5JB8fG4fqbCLXpfEteGS2faE3ahAMjGRthSPA+48ffo5l5TFRtW3jaWsIyigDuDNogIG+CSw0P1HTHNloKyNdDnA8UkcserPn8MxszwyPkHjjoRV1SsPbil7Zy3uAiQhmXQTyCNnY6iZrJX7mEsjPW0mswUK1SpJHTiXtRCxbbDt87YaJBJAAOiNmNnc/Vk5DjbeSyxxTU5LDGEVl7JAYmDRvIWAj2G/mI+QB9+hl3mPHpLtSljeU0Zms6itTR13ZYUcAMNOAraDNvyvlTo+Qehf90hEwdWCo3Glq8itclry42nj6taxUlEVWWZvdk3MzPIZZHZmZjskaG/gA9EuS27mDxYPHLd7F2K9GSCCalblSUa/wDEH7hsMQe3XgfG9kpUfMF9PuT5/FX+L2ZcqZIkmrLE0MroAzKXYSOACJEdexfIPyeiGO5Rl+Z3LqjF2uMSLBPLXZEksIjaLJGf4scigkBe76yO7ZB0epmaCjyPIEaJ547k0r4rH2ak9mFPw0UsM049mbWv5jo+D8/f/n0Gz6x2chRnqmk8QxttV9xmWYKUJWSNQNMPHaT5AVj/AFChj4PVnO0ZqsPIZKUMqK9ipB3FpddgUyMw2/cwUbZjsrv7dHc/6drm8LQXM5ubI3YHMH42J3VJQYw34dw08i9quJe0ogO3+oAfEY4AFCWAOElTsLkqWBuWq2ReK3tP4poWI7DxgBgABGW87H+WifnpEyXPOKxROKuXzNmyldFre5UWST3AzeJX7lACjtA7AfAHwQR0WbgEXBLsDwwz08tssO2xJFJAo0UcOj72SGBGgR2/r038P4rhr0c80yNYt3Yt97qWWWdpf47mQaIBj2pBJJJ3489S7mhpCvqsJdMqrJcpNBQrZXF40ZoWleGyXBjmSYyLI3ce3axMvtj+bZZm0w8dQ6mbyn42zatQTYON1GziLxheMjXbrvZtj7nyNknz1YNXL5PneFhmSjWQwSnuhgmkZZK7KApRD3FnHYF8fmCutHquuQZKxXzxr4VZDZig7BTgWSVq8hJHYAdsCT5/qelmzolNZBbosLuN5XXoy2sjlJ19ido5K2xGqSkr3gp487lT+vdv7dMvp76jZL0z9V/9JeO4yDJ5SGtYrSRSwsiSSyjXcQjHbEqD4O2La+T0UTjPMrixY6zx6TG4+awntTZu7HjYR5Dsf4xViCyg/wAp2Rr7dEZao4Rzrh/IuQ0MJbtV8nvIUbsbW56FPSd1uxFEe5Yws4ljfewyqdfYqcWlsArTSdkqguEjhx5I16kcuqcqrZTNW62RpZfKq05oxJEsInJPcrrIwk7e4N8rv5+/W7P+o/rLRq5WPlONzM/EMhflkhsZytKNXJa/hIZXCssIYP2pGQAC4BI8Fi5j6m27kLT2eEcBkyFjbWbU/D0M3cqdzn+NK5ZixP8AMCfP3+ThL6tcm9YZP9GuYcVxd2pi7fv15Tlp8bBMyQupDs8oiRlDhvp8bHaFG/CWOiQCJ716jHseynRrubAG02vfTu4qtRzzllOrSGa45jpOyoblJkzEqPYSZ4yNuGdz5h2qMylNtoLvr3knqLWmxNDB1cPmkwFKSK7XEViGwonESoWlieMHuTXaAHACqoHjXWXFMRXzPH8vc/dOUvvVaAmzRkjjgg75O3unDKTpvhO3z3HyCAepmWwWGpc1kxUlnMcfxqGP3LOdx3bahBjDM7wL2/Ts7UDyVKnR6HpKkaWXHa5rMwkzx4ceOtp7Amrh/qNByOtmb9P8dZfG25cvbxebrpbjarKr/ivbi7x9CyyIyxxlGT3O769EhUxHqZUfC/hhyfGXe6dbGTGTittLIFnaRCjCMmJe4ojjuYFewHeiSLzGMw1enFNSz9TLWWmdGomq6TQxqT2THZK9raGvPcN60NdEB6e27H1wvhLpfHNfZVuwIyQEEOr+526bXzGfqIO9eejGIqXBCGoGupsDTEb6TAjyTzg/Vbjs0VksmCNa/H+Gu4T8TDKtiJIERl75Sg3O7NIzxhGHYFb4XaziLScLhyzek+PyeGjzMTx3KcmK/esPtiKTtRAJpRssFIckEe4BvtVywSlxGzk8blP3Nx6rPRNStXyRrUUlCltBXLSdzRSOx/mjKbPx48dAct6X18PeapfxN7DZCMBjDOkkMoU+Qe1xvRHwfj8uhNdkXCtrsQT9wMcb6IlguEQce4flsHmnu2ofxDWHlGLaP2pDXkUH63jchWWLwdKSxJ8L51el/s+k93J5KmMNyevkMZ7LG9PJSlqqQGJEPuASd7/w1BP1FN/Sm2I+LCXsbpcXyXK1tMAipaYdy+SNAa8a1v8ATqc78wUsZOUTXWlHZ/rtZLCt4/xd4f7a6X0tLXN5fstBq13sa19NpDdNbefqrBybxn1twmeytX/V62H/AAty6s1ZI4pREYXYlWYNIokUjRJ32jXjp7xfKpbmB9LBxjF1eSXuGYynUSwbojjS3bgsxygWIiZUYJBGxVQx+obVe3fVJHLcxxmCuI0/Fb1G7IK9ulJSgVpfbZZlMkaop9vvYEMfBZT+R6b+T5FeNfu/jOGq0sjh61ftyi4m3aoI93ucTIpSQIISW2rL3bG+7z9Iayo1lwZJlG95x9T+u2NLC06DjA0vy4omnAJuFX1yeM/B2MvCkkix42Foo4ZXrCTRgnkPkF1DM4T+EzbILKemXgeK4zwCW5j87HiMtXxuXs5GMSxPdWWGOuywRGYI34WH8Q+tybLe2PnfmtslyWrh+N2IcLiMlWs2bJhafHSGVoyEjdwZpomJQlY/ue7yC2tDpv4vnv3jX5TmeHUMpyLP3bEVxV/dK27MDSMnvlQhWSRXAJZGJUe2Do+ASDw+wXW6Cm0vL3l1pNxEcdBMRpPZJuouZwPqHd5RlMWucoR47GqJ5cXSte4uRL/iLLKY5Ze4vGO5FTev4QHyNkbnU9RPTLjfKuOQzR5jD26lOY1a0KxSF7ibDzREsQI1HY0Y7SzMjb0D0ZfkHBbWOYyTWpv3nWSV5Y4mjBsiV1jhi9nUiSq0v8VpGLOT5Vl3uyuIZvjz8v5RyvjWRxsPB/xEN7JVvxDWbeOPsTwxe3XeIvC5tN3RiMlQGJBUHt6Y1oJk69i52KLaYkbkET3CR2i4t6JJ5R6D5PhXIuH8gy/N7HGOF8LxEd1bFaIS26MryEz0oZu0CXuk94p3FuxWK9rDQas81yebkGbpKnDKOExM71pamLogTzTxW4pJfcmseXmk0Vk+r+Q+CB56c/Wj1O5FmL1ShNjJq9StRgEOPycP4jFZOFg6iwLCzbjVoe1lQe6x7m+vv31WXEj/AKQc5gaW3TTIWrUNCpNlYfxFMu1aWFEcPt1jjiHZG31v3CPevtGBxOfVc576FGg+jmudfLy1v4WXQP7N/p5c5/yqTMcnmy2Pk4deqSVYLOPdY7JBdz/EYD6ge0doJ7V7QAAR10xy/iNTmbchq5KH8LQWGENbERVpvpPvQ+CGZCntgsNb3oeRvrhyDieUrCqovBZToKFmniOyNAj4Pn+3jz+fR6pNz2GN46PJcvXRSisBnZuzsOwPBJAX+v5+OsQxNGSJjwW04TGDK4A2AjlHBX5W9PhC0taVcxhZK9uGnjsfHmVWKdhG0klcSszHseMe1pCGC7J0ST0neivBM7zb0zHMeS825fUyF3KW47mM/FxTVYdWfYL6lRnLRhQ2y537eiCCQyVR5Z6rULz2KfIb8roQxZ7Fa17h7e0MC4JbwxHjyPI6Jca9UPVTi2DlXC1d4WoZLLs2CVo49uZJHdlIP8xJJPnzvY6e2pSLYGv8/shqvxTS0kxBHH3WyCnjfUzjOdg57U/debxGZyGAi5BJVjrwGyT9dmRNqkayiFQWUdySFu3YGlr3k/p4OGcmqZ/kdrk3EJHyNZMVh6NCLIXMhlHCd6QrLMySQxsY27pgvud/YF8bLtb9TJ8hxejJdwmOzOQs1L9fJtPVlmNaGSUiJQ5DMo0zuA7MAXOtdLrcq4xleW0uT8v4fDybN0KVGvQe3lpCleSv3/xfa0Fcv3LtG2oKAj5I6IFpMjROr1i/Dmm67relvI37LRJSnyX07zPpzKRm8suUmyNOd0eMaeONHeIxTaJUSF4yWVWKhgQCe3fSbxOWhXtV5840q49XJmMNuKpIPpYr2SSqyBu8JruU9x+n79WXy7vvenuPvxJkVSrBNSklmmg9u5aNiaeeUxoxYN3WvHcAAO4AnfQ70OxJy/Mq9aOOiYxUssz3gWSIaVVcICPccMwAX4+rZ2B1uDh0JI4Lzpa5+JABi4g8PPbtVZ3r1Uck5nHdxxnyj5J5IcibroayIXEkfsqOx+8ldsdFezx89HJOHcqt8Yo5/B0L7YOCm1Gxbq3liUusSyyRMgkVm+gqTsENrQ2Rrpaks0rNvk8tircGckv2JjY/Er7C1yDuP2uzu9zvO+/u12+Nb89dJDDb/Y7v21j81ORtdXx9o0Cef/h6KDIARPvi3dpVCU+L8vYSLBic6SpXv9qSTW2RWXen+SrKf6EdfdXxjERa0cqa7ZoYHG3I+II1+3/s9fdZM5Wc138AvvRn0l4FmsWKTT0szyHMQSQVrV1xIaztE2mjg/lVlP1bO2GvkdW9+0NGsPqxwyebLXcUk9B4ylRWJusk6lYH0dBNv7m22AYl8b11V/pDFLhOfen81ZUjx1nMtQUEkO/+p2H7wPsu4wPPk731dH7QqWU5rwCWhYq1pJYMhHKZ+wGSJTXd4omYHtmcKVUrpvJAI2ek4V7qjMx3laK7QLg7/PVc717skPHc1DjeTU6mHaCcQxW4EXI30FhG1MEHuKzEhgXJ8K4GhvqZyGi1Otjhyfi9TB1A91Iq9F/9caQaZY5veJbsVink7btLEHegPpq92+nJba0sbyff41rHILE0kcUzARufaVtAOmyQB5bv/IDcSvHj6yY21xw5njyPPaiOduu3tlfZ+qMLAD9RJdT2f4XXf3I3CJn5osI/Hz5/OvI1oafLDDUxNvAwiVeyndkLyRdyb2Sfs2+4Dz4IGz1RVibH0OYizyCKWfEVrrTXYYERnkhVY3dQH8HYGvP231edqeCbk8UlPJ2MzHJJX/1qyoV2bsUFTr/dP0j9F6oTk5kp8htuoWeSG17iRuvcrOI0IQj7glQNfr04Cad0NM5awI+XC7OizdC7x/H5O5jcjj8KaC2qwsYv3II6kF+KVCCgbW3aPt0d9u2AHZsbJqmJspkK2Hkx8eQ7MlWK0sg9Z0sHIpYmOg3gxsexiASC4+FcjofLnsu2DF/lHHJKEk+PyVm3Ux+QEUtSGH8NK0QRipDNI+tb+n2hs6bwSzl7FzTZnH8hZ0sSLl6czZfGe9GhaCGxZkEhXXtpGqkfUAdMPJUawguAtPqnOAzEjmjNnH5aQ5pcXdy9T8XHnDWDQxWFEcsA/DhfggIRKFTfwSGb+UjlLlFXKcXyd+vbzVLOXmhaN78dNY1ZXjQqfa/l71UAfcffz11NjMZTzeZstx2ep32bU9uYY/LvGR72LMcQkUsy/UoSQAqo0Q4GwSeXecYCPAOlKtkshmI5IIbDz33910Z0A9oSaHegCjtPaP5iNeNltEy63pCU9sWPL3Rj9n/JSYjlCzVZpK7RxaDxuVKho3U+fy6sfNchzLehOdyebGHxt58hQcKtKGa3K4tsFSSJmOm7VVvPboBu0+NdVT6L2Hg5NF7FSK5MYSkVWRGIkl7HVAQpDE92vg/PVk8hjzVf9nvL1uUXDJyynLQsX6hxKyTSWfxQVxJKN9+hJsk+B8ffzy8QXCuCDsPHrL2/06nSq/T3McN7neJZOmnabKuaPq9MMZPYyNv26taVFsrRj9hlLEgHtDN3A/p52ep6+qWAy0dJKXJJEyde57ii3F2MEKGNlHcD5+o78fH3HVQcoyl2erUtZbE4rGy7l7Gx9FKksxCfSZFU62NkqND43roLam4xaoQS4utm6mbqyKvfPPFJTKlivcgChwwBU62dkHfW2mwlmY6rzOIyNrFtMQ0HiD57qwuZcUucnxTrxubH5OxDV7XrQ20SUFQd9quVLEePAGz9genr1zyMc8PCI5JAtuO8s7QFfqCmNFJP/vDWvzHXPOIxIylqKtRNetYl0I2msrABvt8B2IGz3INnQ/mJ6c7OB5DxqhHj+W2VmngzNaWFFuraCoUlXuEiEqQ3t7GifA6c0OgTosziCSDxlMtngfIubY2SHjWHt5FFkeOSWEoqRnQOizso3og6/Xqwp4G4PwOp/pXYWhLVrwUBF4nleT2uwH6CQB39qk7Ot78gdPHoG8TYHNrN3Ki5b6yqhioMS/AJAJ8fB10E9Q8IOQZsUpYIrMYZpESYL26jVn7tE62ACdbJ34G/HTXNzEgrOX5IGxhVdazWQwHpszQpNLRkzVijMYog6h5K6HskUkdySLER2+Qew7A8b1w+r/J0xVWtiOKqlZI1ginsxPGqhEHiML2IgULsDZ7Qfk9SsJebHYfJWEiSZ61iSZST2k7X7HWx8Dz1aPDamNynH8Pk2qILWSpK4MjCTsZx9R2xPn89D431UOWio9jwDrAHoqnu4/kvMuNY6pXlq4lq9cs9a5VrLWNP3Ppk/EBndpPcdvpdR9I2D9ugs3B+TZCRG5Bym/JKX7uwkxxr47t/WwQD7/ygfHRKXnmer+qPIqdlgtS1NYq1A0Sp+GjEu0eMoFGtxkfB8E/cdOFy1VwmOx1LIuBYsRoYkAEhnK68qQGZ/PYfz86+/QvdeJhLEjZJj8P47n7GDo5KSsLCq0S2oqMcEkgYly8ohVfdZfgE+QpA6Zzw3ifBsAOW5HEU7z02WRaatDMXYtHGi9shb57+7R+/d8ka614zg/MeU8vrycY4zl7SYy4Dkp7IjqLXUjfa5mKa+k71r46bL/FGno3MLz7mfDOM1Lcob8KuSGQs/SSwJhhHapB399AdCHMBsZ+clZDnBLMeTw2ax2J9nF2q2NkrtIWVUU1WRirRIoCrsdw2WYgq47QNdbZ6uHqYy/bsxqIoUMcLFwpRN931svb3nZ+dfkPgdb6F3ivp3VsYZMzneX2ZA0hbG46AUQrqygNK7h3A7QSyoB515B30d4lj3k4hZs3PR+mkUHspdmyWVsyzPKQj6WF1ZRH2yKxjB8K3k6HS+kynMRZEGy3KDCVOG88qVxjoYLSSSX649yNIVtSiNCNBWAZgAQp1+fx0D4V6b8wx2NupmOLZrH1kVcg8k/t0wjBmIkHuuo7mXvHYR9Q2NfGmvCc25byXj9S1BzluGYmzXlMFTGUK1L3CjNGsbLXG4+6Qdq7JJVdnXcOiHqrg8XemwcM3PZec4xc17M1C5ZeeaRFisNLLAJ0A0PZEbMrP2NsFtkKCLnk5Tv8AOSmUXIS/Bisffu3K6cw4riY4pJI4FtvK0pLKp2wSMqq6cfWTrwfjqBQoYrCSw0MXa5jyi3QE6FsRUioVzrvZ39xjI/tgBiGIX6dHXnpl4NzDi/GaslG9wWhE7Itc2XszwqwZnaSTUW2JACoQutgjZ+QUfCZDK2qdV+HSPiJL9u7LFDAFDFpZWSQO307DLEAQ3gKSPz6toeZBNh8+XUc1sSBqjWbSlxBMdiuI8N/0WyuUi1I1+5NfjjjRGeRwP4fZJsFyW39PboaOyd4pPyXF4XNSj1R45WieJbUePMkaxSyyAuwMboH3GCV7g+4mKeR4PSjlOUc154canIZshLhwlqSL8ZYknAdjGUHkldAAqgUKDo72fJQs1joaMwguZPJ4mC1QcTw1aLS9xZ2QggMu1IVO7zo/GjroejMX+eqLqgmNPFYYa3w3GXPc5Visvl78ckTNPFeRRtQ3vJuQOCS+gjnx2qNjZPRDG2lt+puVyeHc1uM5QTUchasPFYhlX20kkjG40Dk9iaURj7ePv0CONhvZa3AzyP8AiJrMM3ZB2+2UDMQGYhCx0DrX0j8yeifEOGw47n3DGjsyzUMnC90uahDwRqQSCDpHb6R/KxHkAkHYC3iQVsp0w7KBeTCsPPV5L91qVSuTOmmKoGedm9xI2AP5LpmPxok6J6H1cNXhx+MrZhoc2nIytj30rWozVD/XLXm7wodlMfb4Da33BhvwZ5RgalyyK/DslFmsw0orw4+3jzTLSKzSsvc7skhYkqf4iltqAdnpW5PmcinObeVo0cVioIJoY0qV7E7gPBrufRkLIrP3lRv4Had/JzgAEFwt89V7XH12GKLSWkAxtBIIEzePyrIy+Gw2G47ibmSdOXLVwdbKxzi/7NqpWn1DPS/guqd0L2FkhDxt4BUeBrpMDpw3MUKzJya9n8hFjzQ5NDaNcVbU0aSv7bNFqchHhQIda7nI0e09J13Lchr4irhcnjcZNUNFTF+7bEEfuxyvFMBYZVd5tiMbSRu5DoHWiCZn5ZkJ6mEi9yzCq/hWt1VnSygkrFY0ZYO9V37UcZHZ2nY1o6HWoPphsCF5gsFcuytIAHje3wcEx8kt5SrxWDG8jzeQahiss8Vir+HinNa5Nsq5cSFu14Q0jFypEm0CLssN9d7daJa2U43xi9NcpPTpQzY14ZJXhZkayWiTtd+9HUTM3btY9g7B6T6fKMPkat+K/NBi8c2Zs5LIGzSsLO4liMZQEFgxYu30jWtbI8bJDA8wr/vPiUmL/BrFhqmQREpX0aRnmNn22Ik7D2r7yjyAfG/O99H1HPNoHHv+FKNEDDMf/eSerxgHQAA3dZG8ZBH+5aCPh7l+7nWijqyU8wkixkSqnfPEO3aMs0JXuBUbL7PaVEvI5Kkec1crgbWYfHwWIDDk5bIyTxlAvkSRhQR9SdieAVK/Y+BuCxb42pP7ti00N3j4aRcTP3ywslqEhjIQIzsRHtVWYlT2g7AHVh1KHB8h6LpHy6TLwZWh+Hkp+wjVaMeQ/dw9mXRKLK7MSOxP4igKO1ACSoMY6mD+FrdRP6iowCY4AiNOMxrF+CDZbks3KeO5SCly27ncjfzaaxU2CC3LbkFhKSpLQntRmMQA32/cDfRPj8URxXEIzT4Vfe1ZkkEdi0627CdreLDLEVSAE67t7B7dkffyPiHK8fmuTX8BLVw8b5aP8Dkcl7lmOOqbMrSFIO09yKgQkSIpYHwSF6CQYZaM3Kk43jsHlv3plZ4J7dMpPBTUIkgehZPte0EmnVVY/IKr5IXoOiY91nAkflCcM9jOuxwG1hqQOyY5X24R9g8VBlub3sYuBiyldrM//qrB3QFbTEBYJmOiu9drEEEefvvr7MYKtW4xjchBhs7QksWZontzsr0WUF9JGwXzKO3TaZh9Df2KSwDG8uB41y3D5yW1l48WyW8UyWIKsrtXsRSRzJossggX3Vc+WJ1oeRN/PtyrD4Oy2Ix0EEMUNCGLAZR0grjs7zanjUGNpmEqI6n6ge0b3sABhuo50TE/NkOU9MxpcRmiAQRrPajUWI4lmqnGfezIwFmMTvlmNKR6dQHQWZy0nl2KaIB15H0DWyC47x2GXlFzCRS4x1lEsUljJ98FYdhJidyPKDahvJ+DrfnfRS56rZyOvwCL0yxtLB5ZbturTQZW1lKsnYY0dhD3P7S90hYeCdb2uwNsfp3xvCNYv8z9Q7cvthmrw0Mlior0Ni73uskXaQPeYMYwrIFHyT2gjVDDG0BW6saTHdaXCwMzaS3l2XVfHhowlfDchyktBsVNlPaBhdJ5TJH3HZhJVin0Ak+Ngjz5HULIY3keI4Tlshh6iYTjvLblSOaWELHWleGwWhTvYlowrM5I38fzb10Xw1LNcwwmDw54TTwWX/CzZmfIiRO+SgYHmjYHuC+038qr8gqoY+DsXyDKYu1UwPEYcfyCtnJcjVhlv5GKWpQZHlTR9uT/AGZ08e2JPz9t9W2k5lUEE8fNKqPcaOZ2lx2ax2Jr9aPTBbXrgvA/STCV5Fq4er+LjNhoRXkJkY7P8pXtkiOgjMO7xpQQEKThmZ4/yqXiVGnWyuYluK6LRKWp0Edd5gY2UbjlX4Yod62Pjyeq/V2bH3svmHwZtvk+SZkYaVhWMDwJTr900yTFCVQkiAvsAic63odc338bj+G8nwEOG5S9b8HTyWSi/Dy2YGS46xxPUgmSFGAZTsSMO0gEEj4Oim95eTsPx+UyvhsMzDAR1yG7Hvvp81V2+m8+VtZ6niuf3Mxfi5OLMFe61FiuPtr3Osq2mJMbv3Moj0F8qQfOuonJcJLl7+N/0Zkhy2Xwueaxex0GXWvJbncsxTslRl9t0hYdo33bUk72BX/F+XYOGpawuVjjo2HLWqmfyWV1JWij05qJqALIrdjKgYEqZG8k60yZezyaniYcjAmWxWHy1OK1UgtwNdeCJySpkeGcHsZPHYVDAgMR9uueelMnKD84QujRrYWmeqcswIItpE2J1HC831Vn8IGD9m3YzmO4vXxaIsuSSxeexbwiSNKI4QQJFLoIh3ElO36t61rq0sd6LcMdZbCVpLsFqOJq8otudIACCroRsMfPkn58eOua/TX1CzWNsXMDhr0NfkuVuRLRp063s17rhdH8Q1mEyRNoEkr3qdfmergsYnlfF+FRzcm5Bi6EccASXHX6ZEKvIGY10mSRVk2x7VJC+daA+OnMaHtBLL9yzVqo6UinXyj/AH6eEeapD025mtE8nk5dyfIySYrLwYbu4rEYe6wVld9ssjNYjX2+xX7VGzv48gBd9Sc1yD1Bv8fwPFMjyhWrG/ekuyxLdjRU9tg5dWUjfYiAnyWGhsjrfjcdg+QXKqrx7OcWfH4uSnBFEzVYasJjAkMZRZwZGUBfcZi7aG23o9QeQRcNxUueo8p5Dka0eWpRiWpdsiSCzPGvtwzyTqkTzxoyd/smQIzKpO9dJc6lJhhAngfZagKz6bnZ2udI3aRrfXgpXrFWo8Yo5bjuY45Uh5PBDTU5KnbSNEi9qOQwNWTQPaXZRMQSxBO/HQ/0Jw0duxnsrLTqWpcNjYpaptq/bHMzTttSo8v2xf7Mkd3z8KdTfXLDVhjxmI8rC2TaKljrWLssovQCKtGqyyxKT2iQR+4DshlkT40dx/SHjklri3LeQQWLIfGdkccLSiOu3bB3tJrt28qK7gBW2O/yNHrsEM6ABuhj24rhUS4Y9jqhywdRG3YRqbW4rn/GnHz4rJWI5Lr5iWeX3Y2jT8N+GbXYVffeZe/uBBHb260dnrtjHYo2f2UsNjVjkkizGbnhmCa7vbazOCfP3ATY/UDrijCVaIxCS1789jJT2fbt1GpFEgQSKI2WbuIkLAtte0FdffrtXGZv8D6Xen+Lcr+HrUpcnYXu8MZZpSgI/Re4+f8Ae6YZBHaua539dzu1J/D1gyuBgWmtgw0v9UWSZVDydn+IgMQPn8/t191P9MaiR8enjZSWjvToSDrZDa6+6wEXssD3PDjCPpj0ock9ObES9or8vpD4+0kNiP8A+cdNn7XtdZMbw+ZwGUWLMeiN+WjVh/f6OoOTrqG4rOP5YeUYeTf/APlon/z9Mn7YdZ//AETV7lUiOzTzNVkl7V2oYsjAbB8HuAPTWQC3t/C3vM0jPH8LlWphrl6m0tXj+ZywMEjI1SsyxlVB2zTEMOwEfWO0n415BHRvjWWs8zNWy2XivXYIEt/uPkbHYdg8IiIYhJXCwjSgq3b2Ht1s9VenqlyLDSfgbFyyaEUZ9pYrktdAjkl1Cdxj+o72ABvZ39+m8+rFDlFetQz0FSvhUuCy1alja9QDYKsEeNCq+DoFgft89bHNMws8dVM+R/fF+xSy+TgqyV1lgpLbpFHgZox2qpZCR39qEneidHqkuRxmPnzJEoaRsnCqr2gglgVH8w18gfPjq2xmKGQFeLjleKjQQRGerVtGSOayu++yUHgO3d5IUE689Vf6nQxWOcSwV6H7tDNUhcrM7mSTcivN9Z+lm3vtGlGvHjqw2aZGiqm7LWaef4XWz4jkGExrx5rJR5qTV17Yt4juWQpXPZGrQkEhpQN/w2LfUoAHaTJH4g2np28SkzTWJKjzYu+r7knxolsuYn7G/kHZ4DN4VvpIOodXD1zcvSceyVye0MkLN0wZL2z2dknarQv7iAbZARpe/tLMSRo7o5M1WiqLkr1e1qPHRSm/jmRkMqOLJ96v3KzD+Un20QFvureOayIGnonvkl0/lQcbX4zkc7iLOQuSYWazkMPcC5fHGu8bmnLVqxb0oMjKTsBnKsNeA3XNlzj2Hr2kw3p/Kt6OZoVkCS7/ANcKalU7JKkFRtWPjfXTvH8xVV6NyzhLcFSL9335kwV9L6OomevCgiUrIVChiQYlXQI8soHVCc4u4xuULXxeO/djYz2a9nVM13nlV5P45PgSbGtSADYGvt1qoznEz5JTrgx8iFE9E8OMvz2hg7iTVxkJJKE3tEiSIukimQEEEFD9QIP+Hq4o+O2+Eei/qDxSvl7PIMhxyvdnS3UxNcCR6lhLCiw5YtshB3xuSSpYje13TPCuRvw/1GlzlYE2MVl3nkSU7Mifiu2Rd/mY3YbPwT12RzLj+MzXqlnsSlXMZGPKYuJctWpkewPfhmr90hbYUmNE861pRvrHiwaeWoNiPX916T6VNSk5jtHNdGmsNO+mnLtX568g9TrnqaG/0uqR167TWrA/c1VYl755TLsr3B3CE6TuZiF8ed9A63APxsb28TyGERjwqWa0iljv+U7Uab7+Trx89OOZ9J71I1X4FhMpyzF2XEUGQxNV7IWRD2ywzIgIinQg9yk6I0yllIPRv/0JZOiPe5LyfjXBf/BnMqiTefge3EWYH8w2utEhwkHwXDPUsLKpf9B+UW0etWwljIFfhqqlx8a/L9B9/t1Yub9PMhwngmEuZewVnyeQpvVqyCJZBVWGQxy6jlk7VZmkQK2mDRPsAnQ1W+CZjCmpkOX8hr4PCF/4GVhmlkmtQlvMtatpJpUO/DOET/xdRstcxuXx1LGcYqXaylWvWM1yTLxxtd9lHKxxKqiGNdmTtQM7Mzdu9/JtdwMhMNN2SXwJ8fD8rpT9nttYjkndGk6RZSGRldT2sPbOwf08fmOj3JOFWM1yCp+JnqYSvYYyxfiZVRvbIch1jdu7s2pAP3IHnzvqp+NZW9hPTL1AyfHrF7F5HF2a1xsjWqpM0UBjkj7ArhlUs7AAgdy+WB8dKfpj6Ur6iUv9KeS+q8vEM/lqhsfjLd0TNZk90oqyvJIjE9q7Kkn5GvgjqPcQXAJYpNAa5wmw7PWVN45hJ8viM8Wz2E45jzbWvLeyYlk27d3YkccYLO7ANpR/un9Ns9PI8I4picHUHMeVclr1YAkf7jwEdFbACt5L2XJCjydgD46kcKwta/6PetaTmI2cN+EuVpezfbLGJ07gPJ8gNr8tjz9+hnBqFtPTDiE+CirpampOs88x72mR5n91WYjen7da3oa8ffcdqZPz180kNDQLcEY5rX4/xbEWuTH0sqpcp1hbgj5Pk1ukglSZWjiIYuSw+kvob12+fEHiLeodi9jZcNmsR6eRZlKyq2NpCA+xZmWQxxpJ3mMRo/frwe0Lo6Pg96oeotvmXEec45675G9kEZSXwyR/hY4gGZUnVQXJ7D3Esyka7e3yOleHGjIUuMWZr0sfdWpyQSiyx9oiJdMPPj/r8dLp05ZJ1+cZVlwDpCLeuWKatk8HWTk8/KIL/IKePlsXMhHkmhG3WRu1dIJf4ZHb4OtDr3gnI+IcA5Jckp8V/GNBBZZLDOYndmCqilyP8K9+jo+Gb5OukrK2znMrxSHOckmsT4jJ1jjav4Ix1kBnXvXsTuZd7IDnS7PkgHonmp6NcZcV5sVmZFETNUWXckG2Ugt8Ir/Ygk6AYa8jojTOUNcjkTIWrMZilY9T+QX+JpSi3g4oS8bNZTUlouwV3WNyNFVJKrsbXWujWN5xzLGYyvj/AN43rMduSaaNvxUsMJ7tIpkCOC4Tt0A217QO4N46V8TkZ6s2RyM1bHWnr0FiSnXZkdkMwJQuCAFY+dhdg/B0Op+HxlnP2ce2RjqRUowGuVTdeEaBUMiu48bDKPqIBJOjrosrc2VDMMLig+A4tcmxOIXM4uzLPV2b7fhi7Qv7zHucr487DDZAPg9RMbHTu5/ETLcvZS3DNYnknSEGFV9iUOrHwB3bBDAN5GvvvohiOP28jHTyGMxFqvi8JCi2qdaUNFXeSdoV2NjubvDAaDfJ8a89T7GIWguMnxmJycNeJrENjKe5I9WVjBYLQaYHUiBI2+knfc29HQ6ICZQl1hzQtbNPJR0v3fEb9VbDutmzQKqiMUT3GHlva+CNn7nx+eo33rpQqaweRitQzPLdWh2L7pkYH2kDhYwfBaTRJP20T0U4/bejFYvYqzkMJXtSTURZirBp4IzEhMqhZFUyjY0NhfzJ8gDaN6VjUshpbWLszG1PHZqRNNLqaZh3jyNn3ASqt2nyCT4IsfZKkdciEDXjpxsprS5CpZvXcQwMvc0ctUSCJkDmQDtBDBtg6Hn8j1Dt4SrDjclUOCazdEQ9uzDdWvFHXQsC2y/tyD3lXShSz9x7W8a6niwtu5FUK1xQFCYRSJjkiaeTvQuzzAB3IXt0HJAB8AaPQTP4+M3KUs9rD068EQesbyll2ksmlYRqWO2Gj+SkedeOrIE2/KtsxfXwQi5WNqLNT40zR26VW1Yt/SGJX8QAW2n1KACq9x+C3nSnps9EbVvI8qvXsrds3o8Zj4qlb35SwrtPOBtdnSj6DsfGielP8AstzIVmkrzPeq2ISsREjwESK57h40x9vyN7CneurO9BeMZWHJZ6XEVl5GghpWZq+NtKtl4u2f6EBU7kVmjZk+o6Ze5SCdZnWaQvQfTWt/U0S7QT3dpTDnPTLM88xkg4/NRgjoXBJavIxT3bGnbUQUnuPeU+v6UHaCPjyK4tbh5ZkZMhl8RijPbqTWMjHySaStDDdVWWZhIilgWkQsqnQLuU/wDF07cp9Xp/TDCWePVOOzzchyFySWu2USOKKvBHGkQeWKMAOxIcgAIO3yRrW6eymUt8irYS3n5Jr4aCaT35SyRe83cWKADt1ofAA8a6yGWkA6L0FSjUxVXEPNmtbY9404qfxHHY7KcevWbuLv3LENivH+JrXoYlhV3AIkiO2ZmB0pUeCdkEdSM1xzDx89yGFnmzHGMVGR/GzdJXuV1MasWniQqN+djt2dFfG+rMo8ZNf0z9P6px+lXi1ew0z+O+WWSNh5HwR7zDz+fx46XhSx6c94yOLWI8MPw2Ryd6e0615WrxyNHCqzk9xLsQAT2/p8a6WMmhGh/Kyf4VXNPpQ8QYjkTHb6JG5LBjmWHIV8vVu3LrsbNGOFxJXbSjvf5Xtc+V7ST8768t+l2UeGeSvVxtgwYxcnO9S/CXSsB3e4fIOx27KaLDY8bI638M5HL61Ctwe3losXJQyinj81hCK8i2ZVjaKTSu4kbSFH+pd/SQAd9G+V3MRx3lme4rluH1s9fSpch9jCTOzw2K3ePxD9hCmQovusXBEaa2u17SzoTJiYXLe6qDnJEyZPfrt5JexPptU9Tc3dyqU4+F8PhMSX8g96V61NERR7ETuC0krFT2RgMVLD8hsxyznuQms18fwjI3OPYuiBVx8/tmF60A0oEQf60JABaU/wARhrwgGj7ivVscqocd4fdlsY+zi2Wvjq2Ki9inFCjGZ5507GMkgCgiRWABTuK723WypyitzH1ajzmOzlrIY+1MrrlOSUo2MqrGq908IHa0e17QFBPaF++z0l1JxhxdfhwWuniKjW1OibrqYuY5xbXtSmmayVnj9vHZjILnJ58i1qGxeijmEEir4IR9jtb696GvI18aM3Hcr5XXsF7MVJz2ztHNAWh7GkjRB2xqQgA9tSAF0GCt27BPTFzKzDFw6OQtxY2pM1OPxNeAw5GUqJCdL2hVrE6IUszAlQfjXRfA8Txeal4zUk4plLst6s9iU4rKKZ8gV1swxsX7Ozx3dwAPcfIA6ZnrMMAiVkfWZDHPH228Dvx9UqT8qz8NsZaTj+UrrJd/GYy9JOZljSv3KVg79J/N2M2vq9xEIYEaODZxLBq4nG4ylxKSO4MhCjU0WCqzwwxvMZhMSncIfPzruYBN663cUrY7J5DJwcgylvDUqcbNE0dc237+/QjKgg7/AFAPwT1q5JUoYXG4h8dyCrlrNqH3LtKGApJRbY0sjKSjk7Oip+F8jyOiFd5aRlshDR+ozFxn+baH9keynNsDZzuEy9SLjwxtHlsuSZY2mb25DYinPsyyxrpNKO4FQNaCt+TJgeXWJ8jW4/UfE46Kpmy9jIY68IZbKbk7I5zE0YZe4iTboxBQsSRvoMPSLP5tMThqNDC5W9LSmyfZHchG4W7B3N367SABtT5/QdJOJ483IqOTip4q3kUSNPcjq1zJ26H0sznzGoC6PbokHR8fJMxBMTIhNLqTab+jAhwHHXrbkzcnjeFcXp9erLlqlnLy8noX6Ez3cc2JQQR15FjrRpWEkhMckWxIjKWAZZO5gPqPXmQysPKcnkcry3ltZslJZnmsW8fjErVC6rQjNaR2EhjVJEKGUMxHZ3d3aw3TseN0Ur54ZbFY2w5sk1K695kEZCMiSFV8t2dzA93aTonwOt/HcZa5Nm8Vx5st3WstMMbBPcsMY66zqyMR/Ntt60fjyR2+djS3Ete3LNzZZq7RTq9Mxtgc3Dc24QOQ/e5rXrtmvSD9ouavyfFZDL4McbSpQoYbJC5GHneOc2UaRh3qWSQd79rdpBbfyVT1h9QMX6vciwWaxE0kFbG4yanNBkJIxM85YSuESPu70Gwnub7e7X2IPStzjA3MTz/kPGcbXwGPt1mYSQUoVxsVkK0UZWMMR7x7nB0NeAxI+knoR/o1YwMlbC3asi8k9uwSsNyOSGL3JhH7Z7QR396qe8P268a+/WiiGtOULnY11Z5z1Bc+kD9vHvXZ/p16bQ2P2YOOYu3knvLapNlq0jwR6iFqOR0VVkDa7FmLDtIPcvzokdVbzXikdXh92zhpP3TkrnKPYikCsEhqq0ERXsK6YH6zsfLSb348dBYDnfGMVxrBcbyGIzVVaFOOrFVlptISsCGIkFCQ6jsb6h4b5HVS+rnqDS5DmM9SjxORi4/hJ3x1yeS+lNPxBVZDMsTqJUkicR+247lkP6eTlaC5xK6GGwtSoWNcCG692pSRzKG/h8Vzu3x9vau8bsRNQiksz2RabXdtwfIZQ/0+fJ/y6dvVLhvPuL4fJR8ovS8o4fKJTVipwe/OthFLV1sIVAWNyCpkTYRipYduyOcb3P5JMxPx+tx6xnsTNVjc1M/lvYsXL34yJVlkEEkTSyI3aiRIzEKXYhgCR+gOd5ZjU4zcvcvqLPXpywQBKpDOlxmSL20kdgvue7IFU9w8Hyf5tMpOqMtNjsqxmGoMr5WCY314Rrpx17Fy36fV6fOr1PjmEhxd+rx6w+Tkr2Z+zG2L7dqTVo5go/FFO+MsV0nlPkMNzfUD005victLkON0ZVx7UXtZxKWcX26c6tIW7o+76VMaqFCqwOm3rrP0f9VIeR84y9X1Fkx3HMlcd8PiOJXoJX/ARrsyM0nZtJZQnaQz98j/AFdvb2g3/wAC4xm+MWb/AO8qk4xMQ9rFYxL6WIq9RNRgCWQLIYyna/tyb7DsDfgFT2ZRl+fPJWG07ub4H4ePL0njn1rxeRwF2viOQo0mcrVoBes/vT8cLLMW7ZFYqrIpVV0jeQNeNaJN8IrZvB+jXMszXupWxdhbTRVlyFkLajJeCaUxBvb70KIoBXTL8+RvqV+0zj4X9Too8ZgqWLjy0taSK2JOyPIyOHJkZmCqshAC9v6A7PcD0y8G4nn83+zfVw3EpZ5rvJEsG/StwvBFXV3lIkaUkrHGAndsr3P3eCSO3rW7K1rGg8PTtS8K3Jic7urA4d3z2XIXG60AgxcseSguTXLMJswLDIj03ExARmcBXJUB9oSAG0TvrobJ3DjfS2WVX037ujVDvfl5VAH+RP8AbqmG4Vf4HyDF4jMT46a61oTyxU7JmFfTOoR2Kgd38PuGtgqykHz0+cuzQk9P4MaGXf4irXJO08hWOiSdDyBsnqPtBK5UTVurh4BLKlTMpA5KDLTkfH+IK/3/APa6+6qCPM5zByPFSNSQyxVmsdl0OqzrWijkAZCVP1RnyCRsnr7pAaCJWR1JxMhWtX5Ry2/FxsyU682PXP4t7bQQDdeutqJmlZifA2BrWz5HjWyL/wD2qKoseh3In13exNTlA7d71aj34/oT1R1LlOHl429WG5H70jxyEezJ3FllQjwV/Qf066H/AGh6v4z0T5nGVLBKXvaH/gkV/wD5es1BtRjAKhkzPpZdSq4Oa4MEC64A4Tdf/wBInELNvUgGephu8bDhp1BBBGteT4+OuofVv0Z4ha4ryzkFbjUNPM1MfLNBYoh66B0O9+1HpGOgd7B3vrlfFWK0fIFiuW7ONGojSvRRq6VZkfu75AI3kbwNKE8hipPgHrZ6gH1MxmIxeT5zyezMcm8qxRR5QyywSRlS6ygAFX+saGz9+t2IpB72mY91ka7qEeaasF6A5bktCGaq1rEW4zGHkv05IoZQ4LB4nKq7aHaD4IJJ0dDfSNieIZHET3uW5fjqcl45BLPHXlsSrJWuWA5RJXQyrOIAST7gHglfneurD9K+P+sGX4AnKPTvkwtUpHsQthbN/wB1xLG5VyPxIZT3d3dsOD51+XStirLZb015C2TpNhIUnxNNfwFRVElaSaVi3dMSEjWaNAe1wG2oJ+OlZ30nFrrj581XXZQpYnO8dUgSAL9x4ctvBMeZ5P6f5vIY7J3KGW4216JbSR8Uv98dBoyCsc0BjhZHUsCPblddgkdM+C5BZKJDwf1Tx11uwRpTzzmCx/P3kj8UF7nPlSRK3g6H26omf05t3MnjpsdnK4rLKFnaXvqSxxOdM4DHsYje9d/kjq2+LeluGzvHIauYeM5qssxtsjtEzIof22IO1cFVD/Tv+bRPVOqU2i0x84rnii4gnRPuS5FynBwifn3p3Uy9MN7plrFoI5ikokiX3GDr2jz9XuMd6YAeeqk57yufkuanrCpbxSYhfZrx2YjGyLI7y67XHd9JbX1b38jwegPD05Lh8c9jAZbMcVvLK8FqlDJNVKMuvDxAgb0w2GXotyLl+czJnn5VaXNZWRVDfjqsU0UEQIVDE40/c31F+7z4XXj4cwBrpaPb3SsodZ5juQr0xpNyPnWJqXmMr5PIxx2X7VXuDWoyx8AKPG/trrsbmDU8p6h3MlFj62SYWErR+7eFRWCINEvsdw7wfG/6dcicF5DjWuV6ljhvHZdrJE1qOGys4Hd9TKGmKFhrxtSN68a8ddjYakuauJlMXWNXFgtN7qV0tR0yE0d9+ge3fd4G9EaGusmKe1zDSfbXhxC9F9NY+g+nXpOlrXEHUAS08IN+Q2XLPrrneUca9ReTUaPJLs1eex2xV7Nx58fDWsdkgi9k/wAMxqrgfynwvg/HTJxjD8R456j4SXK8VwMtevOjpPj8Yqe2YonK97EsCzSKrBtLs6U/n0q/tFyScm5Ty3LC/jhFvVVPxCpLbWJFRWVAPpJC7861rqz8aPdaOw8RMDMpDCLSH6QWG9a3ogn8t9PcA5gJvIXGNR9JxaDYE/L6Je9ePayXp/krdiXI1p8xPCI4bDw+9YCGQyuwibwmgm+8BiSuxsb6qHkEklv0Y412V61KvVgqgJCG27H6SzbJGyRs6+T56L5KSCXk+bHG+KT5u8mQtIrSmS4WQMxHliqdoG/AGgB0OzijF+kmOxt+F6t1RFGkXeJO1o5m7wW+4A+D+p6um0NFlmcSZ7k3cHsw38VzbjN66+Hx/IaUcEuVaTcNN1kDoZI+9e5WKlSwDMoJ1rzsxwDg+Lx/DsDTzOZxnJoY5CixYBzae3uaTQTvQFF+zF1BGvAYkdV7iONRclumrYNh5FHesUDBXkULtvJB0ACD+fn8+mPGYz3+K1KXH5b/AB+vWv2I5F20csRjskFSQdr9e/v86/p0x4ubpjaoLQ0tBOg14nmglH2DezEYwVnPqbH00opZApAZtBgg7mHnX2156f8Aj2Rp8Q9OOGU80LlKy7zUoKpgEszSfiJPDdh1obHn8v18EDx/NVON8l5VdkNpIKrySwrVfU8hEn0oo7WDMV7tA6BOvI3vo9gsxUocEw37+mlyGTrPkLUfu1/enaKK2/fKfAKEI6DwN9xA18nq6hhslIZMwUu8ufOXL2cD3rkeMryzu8lSgzShB52ZiW1r7dq/bQ6le5fsNxh/xANCXFVntqyr7tlzEpHeSPjYB8dvn/Loty6aLFQZOxJlLOOHuNaa1Spd8r9unSLsZ02D3Mp7mA0T8+Oh+Hr358JgPw91a2Hjo4yaOsYFkJ7Y/rDltgnt0B9gO7531RJyAq5Gcwo8mYoYClRrUMpDFlsjdgeSlLWiLSwpOiusbrJtNiUMAV2QpI3o68jrY9Mzk48XNC8k6vZtdjnaSBmQhfsXHaP5d/p5B0Izeay0F2pLjpZouPyZiq2QlhroEaL3VVA8naHChyoChgu9b6O2JTiHtNRlgoSKJFKlT2sDISVIH27vq8+NgHoHkAhSmDDih2UyklvPz3WOCtzx0InShWjc+3AbUZWO04jjEjbEvhWJ7W0SD5Pth0j41BJkcbTyD99j8ZSeaf2pgxYxo6o6t29vadIw7tabRHkJipKsvJ7hhyUaq+NRbcskXbXi1YTtcSKDoKC3cPJ87A8dG3VcnPRXBT0rEMhQR3mDQorMR5YOA+lbxvX28bBHR6VFQEU4QPj8UOVTC5YRVpbLCJ1TuIh7/dclNFvC9xIILfbydjfW65WebP4bIGvVrlWtRRwtZ/ie20MpLJvW9doBUb/m35AJ611L01CLGwyPhrUUzs9q8tPSFi7HUah+1FcvsvonYB8bI69p4uPjtzHS3rlS9krBc+x2N70CMsyrICxIZSY2BIII7l2BvqmauVuggE9ylWMXKs0VP8LKcj7pWRYLEUngntETKuwj94JO2+CPA2CYlaf9wpRx70MjWyg96WGOHIxlKoEkhKe4U7nYEgKi60Njf0gmTxmrFi5LEVF8HYjjBgqSWpY1qLKV2HlbW+xSwJcDe18EkaI6lYxx1Us161mnZte5VyEF2ZEgQWJCe36CSjL2pt17gCCF+R1bfslFPXW1Mbm8Y9SV3nr3r1KT8CI5ElhMu0KFY0LKXUsvg+frXx9XQqen+9sVlZcvDyLJZxIvaaJI2n9uOImRppSUBRBIgRn7wR3gaPk9S+QX4beXigSrDBeNFpJ7iW5mnsOWRAO0t2IiIir9IB+NsfGoC4+7l5THUlxwNKBV9q/mVoixp3fy0jhCxLfAI8gH52ejIvCW1xy8JShdrSvjsrZoSzt7KyWbPjs9pnm7AynZ8FQQdaJ32+debL9Hfx2a4/RiyFk2YxOy1fxU6xxxdk6h1BZgFAXR+kfc62d9ITYnC2IsiOST3sclmq5x9inXS07WBPGQskIkU+20fujuJH1aI3ojp79LuC8cyuX/AHJhOcizkBSezVophp6skk2xtZ2lLIqMCCXjchQhOusLwXtJaNF6j6TjaWDxLX1DAgiYmJ7Pmyasnx3I+qONqYnBYRpsmmfsSQVxIjsUkhVfcMoJACyRMWLt27cgDxrpIzWNrcI5LJxz1PGdSth7divkquLaLveKSAt71Zpvo0WCtrsGx9weutPS/iuC9P71/jtrI2s3iHg/GJaj74ktzNIsquo7yVCHXZonypbez5n+vM/H7Ho7z7M2OMUY8zLi/YF2WCL8QYzIFRTMwZiwBJA861oDx0oQXDuTKn1Etq1Mg6rgRwN/He6B8pTjmNyeKGHxfLL5sUIcDCYLNfvZQPfYLA0TozrH2NseT4AHjfS/nObcF4Di2qYCryPKXcbkIsTQyNqzU9yyoftJSWSNiERhMAGQKfZb48HqsaPrJkMHhcLX5jwLPUZYqcRTLws6PLB7aIksSyoVBaOFPrOyWHcrJ0j5nk+D5rZwlef1A/B46jYktmtlMRbTumlDCRu6EzKAN6BH6n5J3GNfnhzLceXcV1KuLw/6bOyoZiwJiT+3C0wul+Y+q3FL/prx2jfxa8eh5OtLI42zyLjlz25tMSoWWh5E47RIrKyaRxoAEdcX+rMkuRzdTI5HK43NLk55bEElLvMKqXXaKZGd2+ruJLMx2x2d76vC/nrvOcLxWjkuU+nORbiuKbH0jVtNTZo+2NASLaL3SN7aeF7ANHwOkPm+B5euLwkWBwOT/dMsM1XIPiMbEsE8SWYpioELOHAZA/f4DMP0PTulYHRMeXqudV+n1G4IVc4J4C5vGvYEz8ZzeOTnXAMXby2PiNTDZpLErW07IO/HhlWX+bSkIV7D87I6yy3EslJleAVeRy3VlhsUf3lBZmX2qryOhFaUHZcxxmFPC7T+Uj6fGj0g9P5P9MuRcikqS4q/j8otbGWMvXTvxcBVnkvS12AJlWJf4TlfbEgJPnt0azOWxN2nS9SuYVrvGsRHNFY4pjK11VsWIxMO2ZoyrD2V2Hklcd0jkhfLdxr7zIV4ADDUgKl+AETr46agbG6qzl1m/lMDkMpQxdSFKfKshBbGNqIJJYhp5WkYqe7fd4LKQo14146dOIXOaci4NluX8Qx0WM4nWuzverxySGKGFAmxH/DYLJ7fggMiaJ7VXewfyy5uxjMkHiXESce9Qipnp0Hx622do9FyAzK8/dEfggBiQuvmRPT9RsJwrm0davR4hWGQv1uRYavJYWCRmAPuQrHuNC6SICR2oykaVda6SyIXQ+oTmaS/UcAR98WES08ZA7bFSsdgbnDOb8pl47j72Hqz8Hs2omSxJCVl/EpGjhtLtGLr9BDA68fG+jHrfV4JDymxwnI8jt8dk4m0dXG1bVkTLYgmrxz7DmJnRQzBS8hb40N/Ak8qwMnELCXb1WKhXk47JjXsR2JXiay2Rokp3SD+bsDHsG9AHz46EXcHS9Rv2wOVZfKV1sccx80d/IuALET1KNSPY0QAyvIqqRojyR5+5sDTS0vf2WJ7Gv8AqbyBLQAT/wBomLm+wvqt3G8Zgs9Vz+QxVCHkf7pxtSrl62Gx1tYop5ZAgllcSwtN2L3O3ajII1J0B1E4LwvMYHhHKeXX8vJi8VBx8uZMRMIpY17n7oW96M94Pt9zdjEnuA1voFzr1b5dwzHYHK8fxzVeM5n8PXy1YVXjhmlhtNPHDFM4IhPtl4wEJUBSe3fkP+UV8DxXlOTwanllSfHdlvDrEbRkWxGrio6RuFh9t5JJN+3IzEE/SCR0eVmQGbysNfCup4p9DQDvi9tPA/skH1EvWeT43imOwOat8pp47GmFI4KgSrAQVVkqy71YG0Kl13/Io8fAa8e0tz1S9KsbLkMFHJWuQO34SIx2YypUgWR7aj3djQGtAnyTvfS/jOXD1ZtwR8hr8o4yYDXgx34NUgZGj8OJJJkJYSSk6RCB9IDeQOkv0UuVqnqnTvfucSZqll7NyxaFxgLSNKoSH2u0qhVg57wT3dwBA0OqbTElxOgSsbTFHDMLQdxOxncaG2i2+pF6xkvWPO3cbkLRzOR5BNLikeNYZYo0ftinin7gYpFeIAJ86YH8x1vr0uR8syc+ez1hIMpjvwlfJSXsikgWR5ZCn+sOex3KRBu0nz+R8jpc5XYnyHMM9dS5ILuZzNuzXWsEf8F/FlcRGU9rRkntAZPy/Ia69yGZsQVci2XqXHzYTG2JLQykjCNYopVWJo9dkrb7WWRvqXyB8nZUpzuyrf8AVWjo6dNxLRaxudBF5NuHhsujs7NStz4OU423yKR8dUm96i4kVHjawXrkRyIO9pJEJBbt0RsEHqPyHKPx27yvH8qwVuW1yDjkdqpf1UX37zyl7Uy6J32OsY7T5T2gO0Kwbqhspwm7icFa5DN+FahB734mWBirxSIFJRgFB7mEncuvBAb8j1hYPIeN42K/PfvUseSfam/Hkwg7I2PqYa2D5Hj56ytcabp+WTcLVLabWtbmAk78pjhcBR2ksR5KjPHbnhyuHs0bdhqjiOcRuxHdFIoLL2xOQ/b406OQSvVs4/koT0q5NxC1mHnHJJXrPVsIjNiYvxICyrJMwheN9oo7ihWRwVOz4q+Xl+SuNI1y1VyxSRJorNqtDNJH3RkKwkAB+pCR5OiN/l4ZsX6tTxxXI+T4DEctr2YWWNbgY+3Oo3A2mLoyI42UK6Oyfn50DEEQIuFhcM2JfWaOqf7fPuAMaGeavX0K4ZXxfKczye1wrkVLPyXDWmlydQe9K0uzJbh7pirRqXQEqrL29oDE9XHBwaPjVPJzp+8+QWKNZo6ty9mJJ7zgszSxe5JsdumHarAKWVf/AAt1xj6g+oXH+Y8spZPC8dv1TJRgpQ1kyJqCpMVAaKAISqQiQK4127PcSBvrrTg3JfxGAn496hWqcnNTjGEuOpIZ7M0Cu0ZkVhr8Rv2lRwg0Cmm8HqpDH5Jmb/LqnN6gqNOm17aaXPZ66pbhFXO+5iZFjiu8Sz0WXhgxtN5pLCvLO1OASTSEVZmfXekgChu4ABWGkP1Kz/IPTLCcgyvPc63JOU1sa1OjFUtSiAgWYpYbFquT2RyqVBHYTvuKnQGyv8/9SD6cWUxXp1WyFHM1zYa1dySxMFMmkkSIRSMSzNotK8jEFSE7RoLXvq5yHLXfT6xY5NVsCaSvDUr2T3FPbjmUlD3jv7tDf1bOvknx04scwtzbnbv1Wyk9lUVHUyDkA1HPXxuRvOkBBuR+o3KfUTkHFZud3cJkbtWuzJZxMcenSWMy/wAQxkr7o7tMvjtIII2SToymJTIlkynNOI1mazJM8KzzMV8doXQi39OyCP16VuN4G1iOS0MXfjhW5EkpdYbEdhNuoI08bMjeHHwfB2D5Guuk85xqpnQy8mw9V3J/20jRwTL9vEmwf8/HTa7i4ATHgvL0+s4k8lS+BelxmiaMPN+NSw+40kffjrcgUE+Qp7Pjez/Unr7pvm9K6sTe3jeV1adZN9kVl45JF2xOiyOAfn51v8+vusEDn5fhNIZP2p/z/L8jlLM/DOLml3RItjOXIIX3BGhDiANs/U2gGA0fOvz66u9ZEa16Qc29lA5bA23UH9ImPXH3CYuKcS4VPPQ5Px6exPWWe1Xt21iZ5Cuz2uNnY2fDA+d/n11l6vSZCf0Q5K2DQy2pcMfC+SYio93Wvn+GX60EZRpuqYzPLOJjxX5v3bC1l9xD2MmpQV+xGiP+I/p1cv7V+fPIsLxqzJlpMu8N+Y6eGNRGrQA7Hbo/4f6dUlcjNitMFGx7Xg93ggjx/wBOrM9cuWYLP+n2FrYCveNmtJXks2JoDFHs1yrIu/LHfnetdaa5BdT7VjaOoRzCNfs5ftBcc9NOHPxjk8B/ELZs3YbaIZ4ljmKgowjJcEFfICNrfWX+kOKp4uaLAdnL+KXq8mJy8FCws9tK0sZIsLGo2pjlCsAQPI143sAf2esxwlOD8nxPPsYuWMmXD14TQFg9jQKraY6KnuG/B/XoJzz0YbieKfN46plYYorwSvaaNlR67dpSRD5cDuYrvY3o+Os1SoTVIjgvQ4Jzm0qhBH23nceV45rMcA5t7sFjg+YwvM+OIyGxd/e1Oq0cZOu2aGzIksEugfpOxv4J6K+o+S4jw7kVilxjlJ5BDVuoxTHxMzVa7IoHvTArFI5kcrqIsO1O4kEheglG2nLjDWyPHbXIpyQqC3gZbjE/cLKiFx/8QHX2S4Vx/wDE2qLw3MDkFZIJB4tey0JA9tkciRNduiveeiOSOuIK5of/APFfvnysmmVLeT9jL4hHzOPzOPbISWPYLS1Jo2McqzuCD3HsDKHPdoH7a6Vb1eSnYguhIZWRF747MXuJIyt3fUp8Eefjz0W4zxuNsHkONcgzUEmLe1+LotRRo2hl7BtSsmmAdkTu0xA8kdAshi81jrVuTKx2RQUNFCHhIj7mbYKv8HaqfHg9SkGh4DXIsWHVGurAa620O4PseHOUD4fLvMRIFXXuSRJpteCpJ8/bwf8Al11xLWPHeMrLhb80RhtTPWlJEjmcwvGjFx9lB8KAB5JYn7cwMZZucVmtxxwTWadZpljACBzAyE6HwT2A66ZPSvPXrfLKta5kJBDYrTxBZWIhBMZ0SFHjyoG9eNnptahTqdZzZI0SsNjMRQaadJ5aHa89R+UrWeC41MLLkMmmUy0SVn91oe1FOlJ+pUIPboE/U3wNnqxaVGzlcjgLkWUs0q1QV7ArozBZ2MQPa2vABGh5/L46Q+Tz148M1W1auU6z1hJKKVaNpZXVnXsDsw7VKkht72NAqdeHrjYzdrDJBi87LiqOQw1GNFrRKWSRFVi7b8MdAKPjXk9C53UaeKU8ObUe2dD+UJyGabHZDK5WwZLIiszQpHUdlnk8juhR+1hsq7gfT866U8rPXpelS425ZsT5VRYeENGzP2Jc0zuXHcoCuB587IGvnpq5Xfs2M9lk489sZqPIMq/hO9WVmiQEh1AAJ2Bsa6UaLu3o/lYLasJ67WklEmy/cLeySSfnogeol1BDjGllHpTIoj/E2bNGo8BjnlrQJLKiPFo9isVUsfgHY7Tpgdjp04BYmzmJx93FWLEVb8fkHngsPGstxg20Msi6RT3J3MAO0kjz42UXGWqENdP3tHZnh9iNooq8gjZ2Cjwx8kDW/jzvps4CK+M4JnslcpXsbhocw0PsyRtK8EdmRWCj7t/DRlUn+Yt0VUnKQmYZofWAdx15TfyUHCplKmay0GBmtpk0TtjlqyskgfuCkh1IK/J87Hz89WB6YGxV9P8AGV8kssWWq2r1eyJiWk9wWWLEsSSSTok7O/Pz0jU8Y3J+Y5WrXtWoILRLyWq1XvlWAsu5Cg+O1SGI8/B/r0a48cnBw1KHGs7dqGvmJoZ7U7EzmNJF+kEqe0Bvjx4Hj9erqCWwk5y9xc7U3X3L8vjzLkqmSuW7i9z9mLiZUZu5R4BUFiPI8nrDFZStQ4txWhemtR3rGLhWtH7BDlo0A2+j9ABGjvevHz1Myn4KrlMlfutdcSzxKn7vXulYsI1P8MKTJ2KWbt2Ce3+xEYa/R/0eofvq1OucgpQCKFaTTmZpLDRHbrrsJOyPHnTDoRZgVH7iFvsUb5x1jNZfNZmoI7EX4cVYXjWcvKF7O8r2kf7w1rR34613JL9+zmaOStM1GaZVqVFVezt7h4/l33fqSR9tePIjkWThpwyYSe3lV1bNdadaukcViWSRAz2GdgwVfaQqgQsCD5Gz0Xpz3Js04uWJLWxNXrRDsRYi8/cutjwANg+d7JPcOpUEEAq2TchQLL4ink7FGncs/u1KzQ3pbNcGKNu+EkoU/wBoNSa7dA7TXyeiNG81KjJLRz1jHR2mngjvx1pZZKsasVLiEMAzfT4j7j8kNrpcyOSyFrNGC1cyFqhXxns00lld4IAJEYqg32pvwfHk6356lT5CCCqYr87xd0gEcI7vcYMPJRdffwd/06hIbUuhEmnGqjY3IiaujQqHxdm1+KljsUUMhj/ESOR2d57R2t/Ir6+3doA9E+VW56U+GxzOsVGxdlaSP8IgaR/bYIHk0X7QpOk7u0fkT56G4ylXq0FimOSqRSlhTGQijDMnew7nkVu0Ip0PAJ19gQR1JsWb9uSF8jkplqrJs0Mf/CSQaIAcnff9j5HjxrXQtcG5uaMtLsvJe15K6J+FsX0q0SxcsSG25XtJA/xHSqPn4HUWjj4Wx6pVyYnkhm7KQlpyVJLADMVIDDtQL29pZmHkA+QdiLnuV1K7xycouVzPED7bTNuRRs/Qq/AUEkgBR5J6Rsr6k1LICY+rbyXYO2D3m9uKJdk6UHZ1sk6AHz1QqQ2EzISZTpNl57t2O3l0x4b2mMcQqq8kjlgSDNsOAfOxvX9/PSznL9eG1PcsCOizAKyyFRGSCT9KaAA1oaO/ufv1C78lnuONYvXcPh2e/EqFJ3Nv2DE2yify+0G13NsN3doA0D0FxmPhxxFizBFkZye5pLsZfvG/tv4HjX3+/RxUdc7qhkbYKDa5FDLNcmqkzSyuXkWCLsjYk78a8ADZ6ncW5VyKhesfuGKaKa5F7Vj2ZBp4fpH1MR9IDAHv2APPnyenLjPHMByS9dn5JT/ceAw+NbK5mzjQDLHB3BI4YlfS+9NI8caBvALljsKR1ru5XANOTjK1TitLIQK1WjIjymoittZWkJLvOxGvcbX0liAoKgJgtsnU3mQ4W5oqfWTk3E8X+DwmfWXJVWTVww++tEsJNx1g4I+SSZdAhtdoA3szlfVvlPqXwOmnOeSUc0qxSxwVpIEhmEyBtz6VVJb29jvJI0DsbPVcWODvesu/GruNmpNHoQx5BRIWA+dyfbfn9eilIZXi8OOxvMsElb8AQtfJrAtiP2XDL/F7CS4UOdaO9Eb+B0DhcdonsXVwtb+o8uILiCBMane91aPLvVmyG4dj+JZfMZCajxGjVtQY6VRFXnGN7VAYM3ulZpQz9yjXtsvk9PPpLnMV6n4zJQ+p1XAUchhqm8slyCBaVlZO9UtAgA07IZCzqpCOBvSk+KI9WL82D5VPx7C3vw2CWjjbaw14RXEhsUoJnLEKrsO+RiA3kA6I6sn9m/nHF/TL0y9QHysclrlecrJHj6JSX2rFZ4tBe4K0akO7kl9EjQHWhtFriIEkrO7GVg4BxAygADUW8L6mUgeseJjw2Ygqcd4jiqVJIxNNaw9qXIe8u2ARnE0saHQ7tABvK78dV3NfnxOWtJTVMfIs5KiK0GdF3tQJYyAzAHyRrZB8DyOjYwtuisa1rBpyhPLxyex3MB/N2L8bP5DX69YXc/k8ZVkOTzJsIPGrcKSgkfIUMCf+I+eiLQ0RKyVcQ6vWdUaAOzb1PmrLwnqXiq/p9zvGXuYZaxlOQCrDRkzWJlsla0UrtPGZNuu5g4HjeipBI8Hobncne5fx08k5fDwrlUMdCBJGXJJXv0qy/QsArwyI0YUuAUSMj7/Gz0lLkLU2OMOZw1GwmPmaNItSVzF3t3MFKsAN77tAEHyesI6GEyIrUa+IyJvSye5ElHtt2O7XaFAZA7LrR7Qdb8/PSy2mWwD7ekJpxlVxzR5z/wCUq0cF6rQTZjG5LI0MhnPasI8eOmzZsw2HQp2D2ZI+9nDIPO2P26K+p/qXxr1ByFSxjltcOuNYlnzFa7Xa0lt2I+gAMCgH1FgFAdnBI2AekS96H8tixsMp43moj3GT3Z6TuVU9pVeyFnMbKQSToH6vPx1jkeS+oNLD5LF5vkE90yVPwUUGTqQ2WKMCrfxLCrJG6DRVl22/uNb6V0NNwIYfP8ytLfq+Jzh7zJHGRaf9Jar2476u1MHy/lrpmamV4tl56tirqcVbFOfUSTyxRWAyGMKGJSQkns+kqT5uVu2tJyTEZXk9H9/ZvJx06tCfj1aOavAOwmEiNh3rKzoQ0zD6T+Y65JzmCjl41xnmuP43Vt8Yy9aOvkPccVI6N6qw9yNjExWJZSjJ7knk7LADa7E2OWZH1i5zyHlVfGLRjyVpZTBj5JJXiKxquzJsb/lU/A8nwB1GsDW53GI5LosfXxOKDGjMTextx3BiNxPKyuf139Y8dV49yfgHI3mzmUyfs060VDHdtPDvWsDbmR+36hsgLGGVfbX6vqJ6z5FmanDPT6tyQCeetjPwsrGAitNNA86o4Dee0tGx/PX2+PNSZPM8w4DUp2IcnmquNyDPTMnv6iYlB7i9smw4AYBioOtj8+iWQ5pnK3EjLkeT8Y5Jgy9YtBDcD2a0iyK8ZWJQkqlHUbKgqPv4PQnM8NiInn7hKxJ6DFkmWPEWgR4tJ4cJVgckguXs7cx3Jcpko0w8zT4S/A00MNmFmisEyyt3rLKzSIXUFQSuwF8Dqs/QNq+R5nCn7virXo5JpJrYnldrQebuRWQnsQIAwBUee76t6HTtw7Gv6g8Vv5PPYDOwYDDYa3msTPg7U6R37JkWMoAVZSSQe4fYKPGh0qcSucFwVdWgsZ3CTy05a8tx66XBaZ5Cyu+pAv0q3ZpFUMvye476toflPV1tsfQlVi30MWWhtWwIuSdOQIGm4kykaDARX+VUqkRtn98JZtXawsxMJWE8pBj7fKqFUaEg7w3cQNFdmc7x/KZf98ZB0rRV5MlFjVezaVA8kEcZaNSQAxWN0OvG9/c76yq8aGMy8VzjXJ8fBc/D2XXI1r81GYTNr24nV1BWPxo9pJ0T58edFIm5lpqd2PH1si2X/jZFZWb35JBAixsNhCgkPhlAOmJ866jS/M54Gg4KsWKYY3Dh1pkRcG5vOkm2lgrc5ZlEscJvY2rxv96zBnFwQTTq+ViaVWFZ1i0QAAT4JPjY0NgxuIcfwT8FxeHqYi3DnHer+AqiMMnaY+4+5pQxl72PwASd7GtjqfyvjWezFC/iuPY/ILWu2hJBQa6Z1M8f82j2KS4B0GKj6WA39zLy2Bz/ABLCSezj7bzzYKKwJpsY8E9KZQp/gyFu5XR9KZB8htaHz1rmjUfFiAPdcdlLF4em1rQWuk6TMQOGyp+n6bZHK8m4ZZ9PpbNOnyapazUWLt3x7ss9KWVGhiACiYgqzxBgD2yN8edkLNPFZTjuIy2Uve5lGgitXFmMkURi33dwmCosnl0VkQ+AzaJKdMnM83nePXuGPBMFlxfF8RagsS49ZTBalRpWdWdWAcuRsroEr+YPSpyDmU3Mq1iny6vBlatmyLE0KWJqaSyju8lI37R5YnQUeTvrnZ4gFdh1GmHuJFiBoYIOu/mmv0h43i7nqBwmaWW9ivYz7VQtmEt+Klrxn3ESUeQ3c6E+Cd6AIHnq98seN8t5jxe/6b8oXGZu9jGucSzskcliITMHWenYE+9iZV2EASRSkrDR2G504hnaMfM+MvCLmF9nIwhXa5FNWgTu0O5pQroEBJB79nQ2Trq6fXTBXZMpisPg+TXv9DeSY6CHjdONkWhHkopEeNlmVu5VATv2wCgsO0nWlOkGF5J4e6urWGTeTMgabacrTe+sqqvVehRwvqP+8bOMgv4+zOslrCVSW9mb3/bsUyE7W+mVWKle3vRkI+elT1wy9A8VxmJxk011gtWV2NJ68aSOGJhRnJ91gddzaGideNEBowaW+S87qSc4zkxsyxvVbMmZ1ZXgjKpJ7qAMxH0635YkA7J6XvWGtj58lW4rn61nBZG23uwZS08hpTWWG0mSVyS8E+9O3/3OTyf8e9L3sNYMOoCXhm16eDqV2nquMERJsNZ4g8NdeEp3C8FPguZ1sNmqop2McskNuuSsgRxIocfQSrff4JB/Pq8ve43A7GCeNX1v+Bjgf6/Y9VB6HYwRepOPx+Ux6vJT7IbmPmYxAMGPcjMvlda+R/x312PBV49A+04ZxmPZ3/FSWY/5sRvpdZxa6J8VxabSSSqcXkFDtAjllZVGtrXK/wDDr7q947VBV0nFeIRj8v3Gp/5uOvuldIRv6/hOyu2XFtLA5K3Ukrxz45qdRGgj9yu7s/YCNtpgCfHnwPv46/T7i5FzieGaUKwmx0BbQ8HcQ34/Lr8scffsY21btUJIksWwfxBaIESEknvIHjY8+euhuLftjck4/i8fjsjxfEZSGnXjgEkV+Sq7qihQSGRxs6/QdOZSeWkEhPNN0QqBp0I5rdTG279XGe9L7As25fbgjI2NyP8ACL4O2PgdSeW8ign43Fw88Oy1TktZoWtW7lhg6Rhe5VSqinQdGVu5m+NEfPQ7LOctdsWY6scPuWpJ/ZcLYRQ7s3aQRpgA2vI89F3moGk7GaWXIyU638O7RZoILIZjMUWMhHUqsaoXG1BfwSF6fULQ0GJj5KwU6FUAtIRr0EznIeE/6W0MbckxD2Z60ryRwoWYdjD6XZSV+QDrR6sTkfN+aY/BZbJ47lWbWZEqRmYzs3sMX8rt9qQQCf8APpS9PuQ8ZwuKlj5DVbIXmss7QHNyYynplH1ARQmQ+QfBIGtaA6sLK8/wN3hd4HiXCcgtatF/qVezYZZe0ntZpfpZzr76LDz3HyOkTUFeZtZdv6cDFRhZMtPDxuqO5B6s8+tVGOR55yCMFlB9vKNACp3sfw+3wfy6UmsSPjIbFO1Iksy5JmkimbuaSL8O3ul9kliS2zvzs9Whf9bJ8fjGXj/AfTzCtXYtHMOP/ipQCdfzyP5Pn50fj8vHVb5zkt3kWViyOZMM9y1JlWsyCBIkLMiKoVF0AdRjwPy/PfXYgw6Tt7heZktNufoUw8NyVnKJkhmr9dkrzQhJLCEuqOWDN2xqS4XQJ++vz6xscjFykKj1rkDkNPGHlDxMUJBOwRo+fgjoHw2DJ3JcnW46mMkndUlMuVsipAkI3uViWBOtj6BsnZ0Do9TniSIzNEY1LyO200R5TyQfuDrx1zCwNeCAteZxkEoXhcwLnJ6rRRmIV5Ug7RogjvbXkfPhwPP5dOPpu/4L1CwbQSMjJYdgxJViPbbQH6/Gv16rXj7e3yMHYH+sRE7/AEOj0+cOtvV5riPxABEdwklm0WbtYD6vy+OmmSSgAFljnchx5ceIeRZW3lbsaSxq1SstdBISTrbfzaJ+AD9+nDhWZxWK4tx6fOZevj4lrV4FaeJzJITEQNIo8DaAHZGu4HyAdLmOpVadnI99+riWrPIzzyViEVRIB3M4Jc/IJ0D9tA78SuNitkOIUMjesQQpDAXeOU9jSgTMCFH5gbJ8gdu99IMZQYsjdOd067qfymDL57k16Gxk48XWtTxJ7oT3PbJVFLtrtTXzvz8Afr0r0bFnC8Gyn+j902VqWZ4p5rcaOxQFGZQrqQPJ8eOmXkNhYM009eWKNbEEKw2/dLRmKaJwzkxknQVvjROwBr5HSnUyNk8c5J+5rcORWd7gvWpaTQiXvrgO8cT/AMvc33OtHZAHgAhdnegeIMch6LVxaxVRcct1xBAsAaSb3AgACbUFj8AkKvnetk66cMJaxt7jlmee6Z8TlOQTPjpZq6l5u2lEUjMaE6ZfcdW+dfUTvXVecellWvSlhYLLDEksZKh/qVvB7W2D8fBB/v1Y/F8zkclxqBs7alyFl8zkLf4my3uTMW9qL+c+QAqABQdAfboqnWgBacNLekcNA0+ZA90tY/KQfvu9agtPHXt15EFuKsJHSKVexnSNiu27SdeV0SDsa6P8NkfPcdtNjMlbjoz5K8LElqNPxNpuyJVkk7Syg9697KCQSB5+T0CvJC/KcgLEscFdoho78dvap8f16P8AplHRpcdtiE5aCiuUkZnt1F71LCMuIwGCumvqBPad7B189E6cousLQBeFI5Lau0qtifGXL0FxKiQPaim9qZ39kLIQ0eiobX2868EnoBw+1L/onjRKjRzwY/t06N3jTuDsHz9t+fz6yzMdq9byiU78aU7LI4MIV5D9AQgnf0HSjY+Qeo+OkfFYtKdFpxHBGI5pJrZfv+pifyOtMRok+CR8dLD2wAUWXWFByseNyEqI63b8yyJIRirKrIjb33bkUodH5Hj8t9Hckup7MK2TFfDnu92IdsZ7jte3ySfA+dffpYvc9wGI92Ke7E0juXaCnH3eSSdAKdAD7DY0NdKuZ9VmkqwfuDHGOQiTb24tAHXgrpj3Hyd7+P130pxLtk9oueaf6mCkpZZrkN23bnKdkcgk9pUbYIfsUa0CPH38/I613eWYvj7yDK5WutkbB0wedtnzvW2Px4B6TcjBlOf50JiLcuMwhqVmkiiyZtokhiX3AzBULSFgzGPWk3retElq/pxxzFiOOutyedyFMrOgO/PnRGlH9SehyEnrFXnYLboVc9RGuJJ/o/hbNpTsmezuNW/oBsn5389RoM5kOR8YlS3cpUbL5NQstSaaOyYFgPdEiBvbMZZgSx2+wNfT46tip6M4+Gq13N5wLEEDJVSzEFJB+oNMqsda+Ailj0v5TjGMnx89LG4ytSUuPbsVgXkRRvYHu/We7x8aPgD4JHUaac2EomnNZxDfH2lVvxrhUeUmo3I0gP4svpJSVBk7yoBPn6RrZ/y89W/F6L8a7Ba5pybD4yQxGR4QjViG0xWMysO4khflYiNkDYJHSDhza4/BVro1mtagkYwvr23Vi7MhB3sHyPv+fUjGULmfyX4HG1reWyK674qdZ7Ui73/MV8D9ST1pIjQwFGOpQS5pc7a8D0lPlTmnBeNW4YsTx5o8cWjWfMSKHt1YyB3yxrL3oSnk9oVdhdbUnpP5PbnTnnKMD6lKchkYJ5K0WR72jjjZXLGXu+WR07SncT4kG9+NWXxr9nzP3DvkH4Dj8TAhvxOr1orrR1GpES7/AFb+3UP1hwGHoZziVDHRNynLQQQzZgWpzq3UqxRxwJJGo7QjeyPcdSNgAb2w6xOq4d0sBk8f3W/D4rEUKoqsaA0bbHxkrby3gdStTxXAuP1rEGeyT187ySuqqRCEiP4eOTZ/ljjeWb2ySS1gbI7NBa9QvQ3DYaeC/U5lXr18nfWpCmSnjeQTMhdQXTS9nav8x0oJUE+R1Y37pvUsichlI6/I7+Ssmzm2aysVi1YbfuGIaHaANqiggBQBrx5F8g45ieb4SSN1ilseyBLXvV/9YhQsuu0+CSCP5httb1sbHWZmIBMNOi9JRwWFxjQ8QH7ti3Zx7x+y55yvB7eNt2ILDQSzROVBUFWmAOtqpG/uD50f8uh1tcvi6liGvPdiBQr7IclSSNaK/wBdDR6sCxHkcRWfDclp2MvhYmRMdl1Yw38d4Y9qlwvuLpT4YFQPA7SfAeCrynB8xqNdsSZKnBkIZrE0iIpdRKruGR9/XrewCw38E9OZVcTEhJxmBwlGnnyPbtsQD3wY56Ij6yJiovVjktGoe2HDyVsLGY3KeKNWGqdA7Gu+A9AqXKkxVWhj61R1iSEK7RESyMQTptHX5j8vjphzlr95ZnkOTzcdOabM357bfwfKd80kmhvzv+J8/p+m+g6/g4IVhp1vb2dB28b/AEC/J/v1ua4yV5Wq1gMMM90IieR4yJJJBQ/ESsnYBMna2yPk6Ogd+fueg9q3dvmNr9lbIT+QSID2eNfSutD79Tv3PbSpj7c8T1auREn4CxYUolr237JBEdfV2t4bW9ffXTdPV4RxvjOUjmszcl5ZPAFptEjRVKTAeSdle/ZJO9HSgaGydLdE6XW3C0cS6i5rXZaZ1JMC3qkKKOw9qs5WwiGdUmauTG8yfDRgjwxKkgA+fI66W/ZLaQcL5Ffhgce7mWiExgAlWFYxpC2u7WtHXkb89cxYessGTpi6pzRkliSeAw9ysncO7tQHZJG/JP6/brrv9l5Hh4Lla1yNK1v9/wBgx1R2q3Z47Sqk7K/IB87/AD6DEAdAY4rnMjOArWLb08ddix0FZNqf89f8evppLditNBJFMqFT2iXslH9g2x/w6LyQ/Xp9KwA2GHkHf5f161SwuQTHvZIJ0QTv79cYiVtgJYw9CxiKktIairyz/iJI60UcKSOQAxkjQBH2FG9g/wAoPyOnzD8mo43KQX/3eKcNeCVWr08WiGWRtEuWBOj4+2vk/n4E+32En47vJJBJH2H231rVB2g/zH40HBHRtqObzTuldlDDp+VVHqr6Ox+pWWgyIyc3dW94RfvMSSOqySdwjQxMFjjQAKqhT9ySSeqqyX7MvI69T2sWMZZ/i+4JIryiYEDt7QZow3brz29+t+eurFJ8q/wPH9v/ADrr4lFQhNOfsB4I/X+n36e3FVRukVWCs7O7Vc2+g3pZzD0/9YcfnMxicjBj8Vj8lddlAaJmFZ0UH2nZWJMngfJOtdUlxaPM8FmkmqGpjJHrMthZ8fHN7h9ttI0NhRrbHt7h5Xe/Ouv0RwTfhos1Ie0u+LliUk6LFmUED+w6FyM7RNFZEliEAnsnj9xfP6Nsdaf1hDOs0Gfbx4pHQnQFfnrx3lj8YWcZXBQcrpzKoCZKxY3X7d/7KaB1K73o77h4Gtfduw/MI+DZKfkN2l+860N16wpe93MsRZVCIXB7iuvA150T4662yHp3wrIwyT8h4phZRHE000yUlhbQBJ00fad+PHXJvGDmTan/ANEbcFTK/ipZI7aj3WgR5W08YALe5ogADzsnz8nrTSqiu11vNCJw9Rr5iDrC7D4Fn8xJg7WU4jj8rw/GW6sl+9Nygxr7AUBUKqSVQ6U686/3l8dVZmf9HfW/kDZDlPqLSltY4TU6v4asHNLtRm992j+lV7gVPkg7U9NXpzwDOZDjlfinqJlacmAyOWTIZA5IPPkZ2jRSoM5k7IdmJB26Ygdw2CfEzL+mNTC1KHDfT3DYuXGDLUnny5vLTtSxrbM1mKZhHuYOeyJP5gA2yTo7QG0xTyh3sOziu1Q+oVC4uIgneBm8Y33TflGpYviINu5ThxeOcYH96yKi2JDH7aQxIdCIoWMo7n0VPaQO7XVZ+q3H8lhODZOXh3EMUcxVerNHLex0EsM8KNLA8Su3lpULRsVIBHad787cPUvk3P8AhHDMbl/TTFUs9TNixay+OhpuBVlMjhnVGIllhEr+CEA1Gr7CnpG9Mv2geA3JcLkM1ImNz8E0xkN1Z5iryqFkkYgGOQt8mRCpPaqlF+ei6GQ1w2+XVmvRa4uJmTzBPlHrrISrJ6X4egnAKWemxl3Kcjr1nyVKQ/gZDH7yxd1YrKqqWB23eGB+FCswXo3+0vxTj3p3mOLLUp43OxrNZZ6OTyDyO0c0ksjRywp2ssS7X23DdxIIbwPNkcQbjkvLLsMyjlcL0ls2EycUMdOC4rIRYX32btBZQVCEle7+XxsUT638Oy/IPVvkGWw8H72pT/hTXmhtCSGIrVVZI42dh9Ik2QR+g148Hh6TROcW07Sk4irJc5h25DX8eJhL3FMlBfzMsdsXEMsMaIlPfiaWxvuJXbkBNL2orklvI0OrI5DhuO+s+Hynp9ynMV4ua4Ye9hsjNVlSSeRhr2vqUbjB1G6oOxSAy93SBgPTXI1czQyeQNKpJDaDTxyO0u4E7WCAIdHvYfUdgjtGj56ncj4Nym9z7Dcrw3OUhtYle2CRqElWVE7iTHtJX2pVmBOwfOtffrPUpPqV3EN0FtYldKhiqNHAU6byCTMje5PJL3pDbmxHPocbyqo1XkOKl/dJUp/HneNT2wsfhpIwXCk6LqFXZ0OuqYu10IiBKn5+khvH6fIPj8uqvyFShb5rb5QtBWe3UgisVrE7Te5PECosGXQPfrtHgD+Ufrs3Y5plbDvIIqkUjN3OxjLEn4J8n5J8/Hz0+pQqVodlgrgFjaVZwYZbt8+XT6oAGvdKfoR56+6roctzI3/rkajfgLAn/br7oP0VXiPP8K5XOc/GMxU71tYe6gB8n8KW1/deoEzrVK/iy9UMfHvI8YPn7E+OujFQQ9x/2ZQDY1o666h9H5RZ9NcXHOoZVSRCjju8CRvB31VLEuqTIR9KY0X5rKInXvR0ZSPBBUjfWxYfy+PzG/j+x6ev2g4GwvrPzCpRCV4BbikjijUIqq8EbeAPHySfj79GOAcRwHIfS981mqanJrl5qCzixMHcgwMgWNPp7gsjDyNaB350etjjlp9IUNPEtfIiFV42Nkuw/wDeI1/Yjr2KIMdhVcg+fCn/AD6sKpwTH3OQ5vGC3bqJQirTQupV9+4Dvu2BvyPGtdSbnpLPWtmKHJsI/wB3NdazapssfgOewFe7ZPaBsfBbRA6QMRTJAGpW3D03YokUhJAJ8FXYXQYtCj/cjRG+t8UywR2I1iMaWo/bmCSfTKnd3aOx5GwD/XXQZOQY1FDSyvAwTv0UB0AP0PRDF5WlmCseJnlvMT47YJe0eAf5u0r/AJn79aoI1WWabhxW2pQxlex+IgqvBOYzEe0d21I0QdH8v/p1LalT+n+KYymyB7ZUfy68f260+5XDqj2IfdHypkQHf9Do9bO6IOF9yMH7Du2f6Ag9BbdTo6Z1CHQcOpQXRbrZB2ZXRwpK6JB2PyPRbG4hqGcqZNJBIIbQnMQTRYbOwG/PR8bHWQjJHadqpHnuYj/n1sUEAlWOt+daOz/wPRSeKB1Bk6LzkOMnvZGzYxdSlarNYeaKvk19wfV4HeF0rEADx/Lv7dbOMYhYcdSTkkFaS1FFNDKEjX2vakkLMgRQFCnx418eOtgllGwGOtfHaf8Av1sS1MhGx53sfUf+o6DKMoGyp1FriXTqs+Tqb0vbUiaSGOnDDH7UQVVVNqEXQHkAD9el3iGJ/CY/OU5bgVZ/dcmaCSERAxaIbuH1Hxsdvdveh58dMkeRYgfT3b+4K9bxkmbX0udeAQpIB/sf6+eia0NEJb8Pn0O0eCrnEe5JFVqY6WB5AjrG9gOiFFZh3fHdrXnWvv1Y/G6eQp8SYWbFbI2MXdkZ3FRFHs2QF0S3lgrr9Pj6e8a+x63C7E+vcCk/B3vY/XyOslniSOdIpTGlhOyVVcaddg6b8xsA9RzXOggwmUKfRhwdcEEe48wCleW9vnL3cjLEfcrO8sk3aq77T58gKOhHJPVLj1cTCC/LkZtgrDCrSxhtfPkhPtonyda6bbnG8HmoTFkMfDajb52pJPnfyDvoX/6LeHhXCYZIy3jSzzAH9P5j1C0uusgw5HNLXGOVS8rh5DHjsJljPUwN23V/Cz10CWYypV5DLoNEI+8siBnZu0L42ekexiL+TkR+T5yawrHRgibsXf6fb/h+XVux+mPGa4Vq+Jp96nw07ySj+va7aPU6LilanBZXGQ1qc8i6SSDH137RvzsEbbxsfP36jWgaiUYouLrHL85SqJwXC583LGmJlh75SxgiTtZiiv2szHY0P8z1bmE9GMfl8/Dx3J3rdzLuDYCbhxtJKyglpPcmYysdqQB2oPjZHRbAcft4jJ1ZbF6vNAC0QgixsdbyTtTuNfsB8fHnrrH0O4lx3m/H+S0OUYellaqX68qJYhVzG/sKO5GHlT4+QR8n8z1KlPqkgwEhr3NqZHDxVOcc/Z6FCJ6eMzcFeer9LV/frAR931Kfc9xg/cP1JGxvXjoVy/03yHGqdrJ27GPvY2tpWmGUrFmJbt+iMN3N9X6fAJHXVTej/BcfyzGYyrhYxXmp2J3rNM0ikoyBWPcSw/nb4IB1+nTtjfTPiOJuLco8dxyWlBCTPAJHQEEEKzbK7BI8a8HpZIAB4oG0iSZ9f2X5stMI40aMgMz6iSMfJ3rXj7/HW+3CtWKNbMgltSqHEJ2wVPzP578gfn8/BG3+j6TWRbr2Llyn7CLoRxI2x5G/n79vdo/md/bqfU9NJ/3mt7I5OvY7pC7xR1SoP2CglvAA0AP06e6kg6N/BVtYx0mKxgklmEE06F0RUHaB+Z38/brRgfWvlvEseuPx+Tqfu6NyRW/AxPGmjskqoBP335356tHk3pPNyi4ssnIXx9ZdfwYqQfYHwCxcdAR+zdjyyM/KsgNL9QjowqG/X5/4dB0DC2HiUxnSsMp6r2eeZ2tSm/efCq+PuRrNBkKsNy4zRONq0dd+1NnfwxPnxrrE8ZTj0WMwLy/vjMXrs2Qz2QkC/iLXtuCkbEfyxo34eNY10u1kIHnojwPi93g2NgxtTktzJY6rFKtOCzTgBrSOSRIsijuPazMyqdgEg/bqdW4xHVsWLVO5PHamjjiEzIrmNVLH6QRrZLEnYPwOvPu+n4sFwbEHut6/wumKjTBdKDZHAxrHLcyISlXUbaSwVVE8eSXbQ6q3kPPuO1u6LHdubkQ/7SANHEP/ANJ9/wCqg9WbnPSPG8ncS8pzufzLp/ILNpGVD/4ECdq/2HUCP9n7hrgGexm5iPg/jgn/AO6g6fQ+mOZeq6exGcW4fYD5KhctzrK34HrRzvXps/f+GglYqDrWyzbY+P110t13sWZzFVaR5mP8kB23/DrqWP0G4OmgaOTmCnf15OUgn+2um+hwzCYulHSxmOhqVYt+2kcYBBJ8ksfJJ/Mk9dPoywf02j54pD69auZquJ7brkqHgeVnpy2rMkNBQhYS2QQAd/LN8AfP33+nVrN6i+knp+P/AOXnDbnI8nB/s8jmNIO/we/3GLNrf+FEUfr1Zd70o4jl5g+WxDX3DbAsXJ3VT+i94Uf2HWMfo/wKM+OJY46+e8SPv+xc9SnTqa1CD6JLg0wA3TmuVI8lmM/GIqxnuGJZB7rSfREHdpH0xIVAWdjoa+fjr6bF4fCRtLyXKQTORsVq8vaCv32/knz+QH9euwX4PxmSNI5OP42SND9MbQKVX+g+B1ph9PeIRFmTh/H+8/4mxcDMft8lT04MEIH9JUMvK4sb1Tq49PZ43TrVUU7di6J3j4IHyQdb+piT+nVk8c5fjLmNit1kYOX0Y3n7njbQO+/5bf8AbrpmvxjBVx/qvHsJD53pMXAv/JOp8VKCEEQVa8fnz7ddF/5Do4EQlmkdrKH6M5W/yLhBt3LPvrFkbFaIOxdhGvYQO4+Tok/c+OnvRQgN7Lj8jIAP+PSmY+4aEY0P/D468EKj5jX/ACHWN2Ea5xM6rSxxaITQbtWMamkiXwP8YOv8j1r/ABmMHk2q/kliDo+R8DYHS4E7T9KqB/l16NgkeOoMEzco85R98nQCsEts3newhOv+HWj97U1PeJLUjE6P8I/H2HyOgul8jZ3+p69AA2Sdjx56IYKnzUzlFJM1WcqBXsMwOxtVX/jvrRJnWJ/hVm+d/VMPPz8gDz0PJAJ/T561POuvLKQPPRjB0uCmdylWMn+KiaKxQq2I2Gnim/iK3n7gjXUColXFzCxi8NhcdYSP2xNVoLG4UnZHcuvv14rd+1TuP3AHn/Pr32pSNrA53+SEb6P9PRbsqknVbpMxeYaM0anf2gXx/n1oXK5GKVZIchPHImirowQj5H2/5fHWxcddkDGKq6r48nWh/c9bq/HslbnjiCRwh2UNJJLpE2wHcxG9DZ+eiAoN4eSsZibIacleBB/eF06iMO/xD79s/Kf+ydD6fjqH3PEnbDuJQNaX6R/l46YrXCclUihlsWKjRzqe142aRdgkMu9DypGj1pj4kZTp7wBK7IEJ1/QEnqGtRbYlQtJ1StKO4D3AjdvwCQf+/Wh9r5A1+XTmvD4ACXt2HKH6lCqvXv8AonjI0HfHPN9yWn7T/cAdCcXTHFUAkMt9gpP2+R1HllVdjuC/16sNcDjlv42OthntiWaVZVQmRQBGxUuDv6d/l52Pt1Ohx2Oi7TFVqwH81rqR/QeD/n0r9azQBONItY186z5KqPc2PB79Hx2/V/l18lS3Md1q1qQDflYDo/311bkskdOGWRpFqqg/n8KBrzsn4HjpQyfqVxug7RzZmOzL8BaqmU+P1/l+359B+seftaghLSYTLldrQt6P31rf+Z6+6LL6m4iQdyVsoyn4ZIk0f18P190P6ysNh870MtQ/s1rRTRP8v5k/Pj7ddHeicwfg0S632WJl/wDwt/8AXrndIwrqyoncwPcDvwf1/Lq+/RJzHxmxBoKY7jgqRojYU/HWHDfcfnBVsuRv2q4fwvrbmZgNfiKlOXyP/vQX/wCXqd6H58T8I5fgaMv47281FZrRLH3PGDAQ8x14T6I9ePnZ+w31t/bExVi36u4+DHhBNkMDG7SSH6I1jeRWY68n5GgPJ+B0LxnFOOcy4LLxHC1xjMvFWIqyRL7clqYIQzh1/wBoddxdD9Xb3aDa111XHNQyga/lYmEMLj2+qnDMVcVzfMZKexVFGTCQBZPxCiN7CyE9jknx40Sft0ojnC0sJn54zLmJn3JlLuOqyNFFGAwVTI2lUfzn9Tr/AHR0m8BxeKz+fzTepOeC5LESrHI1Ot+83yj97At7nd7f0hAO4n6gV0PB6su9m8RZo5G5xHiFDleUjgDxvyvLLbkuJGv+CpEVjcqoH8N2L7Gu0nrCaYpkb2FyvWfTOlp4d1SiT1uDRtf7nW30AJVHcdrWeRXVr+n/ABC7n7aIAPbryZCQHXyQF7V2fz8DfTxk/TLmtOGL/wBKnMuPen1VTH34+/kRYtFT8BaVUM2j/unX9uot71b5ryXHU6dzkNqjiJoB243EhMdVUMCe324AuwD/AL2+lHhnD8dyDDTXZWnsTQWOztif21m0xcMxILFtnXz11SwgT6fk/heTJAcQdkz4vHelWGzoprV5R6gZLulT3L8i4THjtUn/AGUZed/jXll31Nz3qRkcfcxuB43iOOcRw92zDBYr4fExpLPA7aKSWH75W39/qG+gF/GyR8hgv1MfLjYV7mMm0ZUUs5Znfxs/V48b1/QdAcxyHBXMnUg3JbyVe1WeK2CZAAJF7lJ+Na6ohg290LXEkEI5dzD1I4IILc6WY7jGQKXAMZAA2fg+R8f16trknLeP2PTnC4/Ccbigy2IC/v3OQUkaUO5k9lSSQWjfx3OT8hUA8jVJ59Viy9kMe0LIw8+Pv4/5dFs5ns1ichaqcbxtm8uRxiR2XUahljZE2rE+CVZVbf2YA/bo6hABn58lHRqGIN9UU9PszZ5jyhKUxrQ4ejUlyeYsxxKJIacOu/2wSB7juyRIDsd8i78DqZlOWY3GWfZhP4gdute8fqY/zEH/AHAdgMRtvkDXVdYLLZPiuEvYdrHu2clFXgs60wrwQzNKIww33AuysR5+pR+XU7D4MKWnuBnmlPf2sfI392Pyx6wPxDKLZK7WBwWKxtSGGBGvv+E54nmdPICQ5GrPQiiXck7AzxIB92ITuUfrr7dF4MlirTyDHzRZEoAT+DKyN2nzsDuHj56R2pNk5GpYyLvlAHuzFSVhX4+3yT9lHk9G6XHZqMUdYQNDUC/xGmP1ykn+ZwPP9F+B0NLEmsMwEIvqVD/DnhnSBx4Rp2o3U5Nx63AskGTVYySNyxyp5B158HXnpgoYk5idKuJL3rTo0iQwgu7Ko2zdpXegNnf5DqmOM4y1mYKuIxbNFdu32ggkVtMrEgggkgAePn9ei2ENviOb45BVvTTJP+IWdZUIEh+r7OfKrrtBGgdb8g9bXEtMBc1uKEERdWhDhnYjtYMzAOFJTZH5gbGx/wDXqSuDtRhv4EvjwCqOPH9j0gS8f5Hlr2H5DLh5ruJpu8drIPCq1iiTMkid3hXPaSCq7PkeOk3lHHrfCs6tVbNynWtVktUWSyR3xN867TodrAjXzrXRB4sCbqm4oHUK72pynZLMh193Yef7jr1Kk47u1gf/AHlP/MDpZ9NOTvmadevkLEk1yj2+77hJE0e/DNv5+6t+oU/fofzj1ltYrIW8ZjON0sPLXcxtNadp5GHyGVRpQCNEb30t1XKYyprazHTeE32VeKeq0qov8YEsQv5HzvfXUP7MEnd/pYh38038/qsg/M/7v59cBVPXHIJdrLyOOGbHo3e3swpFKG89rbHnXz48b67i/Y+5PU5XHy67jatytU7aCxPajKe8AJiWTYG1BPbv8wemvINJ3zcLI4TWDhpCuG6AvrBjW15fByLv+khP/Xp+Hx0g5UrH6t8eLEbkxdlV/XTAnp9Hx1lqfa3s9yjZqe1crGukat3do+Qdj9esVgTZPf5+2l+eqxz3qfk8FYuQzwY7+BYljViknkLIwH+L50OlWf17zRULSxNBmPj3JFcJsfpvro5gSoHt4q+xDHv5JP8ATz1tCIF/lJ3+euucZvX3klZWkmjwdePyVL1jr+222eg0P7RfPMzK8HE8dRyTqPqkGPVYk/8Aadjof3I6Elo1KIObx9fwurF7FUgeP+HXpK63vx+p655m9e8nTxdOM+xey4hX8ZIkCpCJtfV2gfIBOhr5A6Xa/rD6i5iV0xGSeQj7V6UIRf6sV0P8+lhwOtlZLB/cuqtJo6B+fz69RDrXaf8AI+Ouaa3NuZezNLn+e2YliHc9fHmMso3rRcL4+f8A69Asx66ZGopTG5zIWAF8M03cd7PkuTr/AIHq5ahD2n7brrla8rA9sLsP0Qn/AJdZnHW9b/CyKPvuMjrjHCw+qnqRqWDK5OhinPm5YuSwQsP0897/APujX69Wpxn0ewOJKTclyWR5feBDf69ZkWuhB/ww9x7v/fJ/p0o1aYtqr6Rg3+eKu/yjbZkUfGy4HXptVowHktVYxr7zIP8Ar0sLJCsawKkQiUdoiCAKo+wC/AHQ21iMXZ7i1OONtjZiBQ/5jpQrt4Ic86BN8uexUS7fL48AeN/iU1/w6HS834xA3bNyLGod62ZTr/l4/r0n5XguMeFJIJzCzn4lRX8/bz4PUrB/stZ3mEkb2nTC4xvP4uYP7jL/AOCE+fj7sQP69NFeloZSeleftam+xyrC1cY+TGQjuY+MgSTUl/EhP1IQkgfb4+46deO8My3I4fxNWs9Ok6B4rF2Novd3/uxn6x/7yqPy31u4b6K+nHog1XKVcYctm5niRsve7Zp0VpY4+9fhY1DyIfoAOj8nXUj1DymTTO8lr38hK2OxcvF8nQgh3F7XdkpFmDMp3IG9nyG+nWhrwSaa5zzb5ePdPBMS6y0S8MkjmoR18jWui6yBZaylo0WRZDG5bflW9tgCN+Sv2O+oGJwX744pXzsU5hWW3NWau6bKNFNJE31A+fqiJHj79WPx+nUo84zODpV46+PxuExBqQINLEvvXQoA+wHYAP0A6AYGIL6fZavEo/1Pk2UUb+wOSnYf8HHQve4AweHmEQgpdTjan6vxbHfkdseiR+Y89bBxyuqncs8jAkeNAf8ALoqPpHc2z9LE9uutP7w12iSuwfyfJ+fPjfj/AIdZOkqcU2AoC8fpq31iQk/nIR8f+T1nFgqw7e+qoYnY25JI+fz6l/vBDtRENbGwGJ2D/wCR1NKL2AeFJ+zfUehzvO5UshP7vqRnxSrjR+Pb2WP9/t463CFfBSKKIaH0iJV1/U6/QeOp0iDTNJo+PJJ1o/8AUeOsGRTvtZdEg92j46WZOqkqI3ug6PevdsAaAG//AMXWl4VclVCkAfc/f9N9EO0gnUZ+QNqo1531pKqmywCA723zv5/y+3Q5VJQt8fAzDcfYxG1VfH3+/RPjNR6eTWVqdi3Wkq2CEfYikT2ztSzfT2E6BP2JHWpVUEumwP5ge358b11IgyV+tNXlrkN7CusaSeQVbRKHzrt8D6fj++urAgyoI3UbLVpKmPo1lYRy15rSzwgEDuLr4XR8rrwCfJHQglwn1wD8tJ8/231MuzzT2Z7NhyZpnLu5Gvn7D8hoHrSD/i0Na2Avyfy8dU4SbKyZ3WDTd5IdZVA0SSDvf5dbV9l9t7gde3bBQR+nx18W2q+QQW2Pv/wH9ujNFePVsPJbybyX7oUFqbM0XaPH8rAfWfvvfx9vt1GsJ0QyhWR4dkbFWjfWKo0IAuQoRJ7q6cdzKyn5MbHWt68ltjwE/m2a/wBFcLdyLqxeNgscThkBd20N/p5HVzZKvJgq0a4jGRzR0me5XmE/enZ2aLsmx5AOgfO9ePk9LHPjZ5Lx2rieUVK0y2Uk/FRNGVZh2qBv/dJ2T4+PHwR0ZptmU7pXFgYdBJXIGet5DlpZsxcewu/or92o1/QKDo/1+f16Qb/Eoq/+xVQB5/l8ffq2uQ+iXIsOZG4jdjz2OIKpUmlWrdhB+AkpHty6+3d2/Hyeqmy1HlfHZfays9ij2HTV+R41648HR1YjBjb+u+mNjYrI4ndZUcR3wbNYk789mwOvujeDyVezR78jLiaU/edpDlI5lYf7wYEfP5Hz191cu5oMzea0531tzOWieHBU0wcTsCZTqeyw+69xAVP/AHRv8j0c9MvXjkXpBx+7UxktKanastZdbsDTytYZQD2uXBJIUb3seCeqgoe3NLDEq+47sqhtaA34Hj8h0WOGisXEa9MzojCONETQQb0T+pP3PQsPRWYNVclWPc9Qc96q5HI57lk9Y2q9WKrXWCNIhBC0+yND+b6m33b8Hr2lYzk1tL1W7bXG4B2rYj27sfcO0+9IiRA+4si79xJdaZiUJ3oATg6M9O5ex8UEb1bdN46zR/WzTRkSor7AKk9h8jY89EFsi5manLrdSzSy96OzPLnMlclkiyrROrGCGNYdK2+xTtmHdofSGPWt2emAdCrohtRx4fP3UXlvHamD9SUzmGxiS4bl9E5OKlTZxDDcR9WYl7dt2CQpKEGtJOoBHz1F49m+L0eT2P8ATGpDPXyNuaaRLCOzVZJHaQMioO5V39Oyd67fPjp6OTapwUZOnUnu/wCi+ZshBDX7hDVnSxE7lh8Iv4SuTv8Al0Dvz1WmX5pLyCeH8b7dSsrge/Mv0Rr99kAn/IHqqjackZdRreYN/JOoYvE029Gx5DQTIBjhPPYeCX8wtKvl7v7pcnHR3ZRRZI2IEHuEpruO/g/f+/WGIwXMsdhvxvH8ZBi8Lk7c/wDrcqtIsC1wnvN2kllRBIGLOPIJ14HUexnsfUbvrOQzefklj/269x/rLyHFwWsTxMyLDbWxHYSctOrJNH7cpKElRtfGyNjx8daGyWwbLnQdkY5j6WHj8hueofLbGZoTZO9Ro/u/Xt2TVdQzfT3KgYSIwH5E/GvIeflPDuK42VOK4eCvkHUI0t1WnfsP8wB7t7/yH6dQK0mJtRwR5ea5LcPdJFWuTCOu3doF4+09rb7dE72e0b+Oh2W4LWtiSaqn4Bnbx2AmMn/2T8f2PSjladEcTGbRMvMoCciDGAe1+7zvx8nW/wCh6acVishzY1cTVrl0s044lsjffCyjbMg+N9qgknwAT4Ox0Py1Stdo37E5sfjK0FeaEp2+2V71SXuHzvTgjX5HfTR6U8jucP5bjjWJsixh5ZIkVAzfRL2SFR9m7PnXyF60ubmtxSWGxHzQpY5N6fw8T5l+6IzJLJTgje172+73CNgEaH6fHg9FKOCny2ax+DxX13bjj3O76d7IAXf9yT+QU9fc35y+Q9T+TZPkzwrak7VYqymP+H9HaGUkNrt14Ov+pL00xXM+TZTLZrhfDcrl5HrJBQvSr+EpQ/UXllNiXtTYACgAk6Y9cB7M+JDH6L3mFxP6X6MarXdd2nGdPISrDzfGouAticbqetVnc+81ZQJJ9b7tDYBP6E+B0pY/1Mg9OuVzWzSMMNnFGlPG8sYUuZSSXDKe4jzrRB+PP26fLnJqmDlmb1B9SMdPKI1QYTi1f97vB3HbfxpNRI/jtLDzrqql9YOJcczslrh3ARVtyM0j53LTRZLJmQkkMnvI0EIB14VD+QI663RNYOqLc7fv5LwpNR5JqGZSDxWsc1lqGOrPD33cz+HheVwiKZWUAlj/ACgE/wBB1bPMMNgvTfkkeO51ygcppVFWfG4vF0Yp7cUZDCP3LpYJCwbv2i9++0HRDeaRpZCXLNes5eYz2LVuWWeUgAyO69zMdADyST9vn+3Q73FrwrFCCQgCr5+Bv8v8+jqsa4AlFTHkrLxEsHP/AFH4TjaePnp4r94R46nSuZRrHsJIzPr3dL5MrtJ8fJ18dYcf5bBz63N6e8kligrZVYjgMjaRv/VeVTaRguPPsTncLgghS6P47SekHE8ms8fy2LyOOYC7QyEF6Fgf5ZI3DKP6bXp9yEfGbHqpmMtkOPQ5jCZyw9+msjvGteKdml2EUhG7HZ4+1hr6fselPdAaAtbKf9ImLAxPb/Fkl427f43nEkeCSllcbM8VqrZXREiMVkgkH2O1Kn9Rvp29UaK5j918jryM2HyUTGrcEXc1d/l602vJVW2VPyNsPOumH1Lo4r1HzeL5Bh7smLyeQpBeQpYpse+xH2rHOpBIMjx6EnwO5AfPcevcfW4lxihYrmTOd1g90kkeSKNKda2IwBH5/LtO/Hno84eBIusThDrbJV4Yq4ePHSQ4fD25FsTSw5SanHahlDBR7ZaQj22UoSCB3eT8fftX9l7P5TM5zlIywqxxrSpewkBL/DzBiXJOx/LoAAD9euZ8rnqMRt2adWlBdsTo7QJGgrj+Ev8AHWGBEiD60pBOwwJ15J6u79kG+93mnJT71izH+6a4aV0CoXEznwBsDww8bJ8b8dAaAu8i6dSe+Y2XTuV4muS5bx/kC2mhkxCWYzCE2J1mUDRO/HaRv4O99MWvHXvX3SC4kAHZaAAF+WXrLlcTxrm3J4LcjyNFmLcccEI7n/2763s+P/xdICvyTLRLMKlXjGNc/RPfY+7IP/BHrvb+ygf+Lq4PVgpT9TeXLiqMUd587bb3YojJYZjKx2GOyg/9nXSnDwjJSpJezs0eLhsAa98CWzNs/wCFPnf673103k9iwZg26SkxWJqd0lsT5m3v/b327I/n7QqTv/3mb+nTBSwmdzsUbV4DWoxD6Jph7MMa/mqgAaH6DpxK8X4TCkkNJLV1kDfi8rvtG/8Aci+T/kB+vShn/UW5m7ArY2GXIWpfpgDQb358FKy7+3576XFpVdZ+imDE4PE1XmsFszYQ/VLO5rUYz+ZJ8uP0XZPS1l+WqyJGs5vKo0sUQNWpGd/ZBpn/AL63vpox3o3ynPFchzW0cPXA2VnYTWe38hGD2xj9GP8Abr08axGBnmjxsDSdo/8AtFjTSka/yH9gOo0hxhqHMGi90n4/D5PkixDIzfgKLsCQYgqKN/PtLotr586/r1cXHvTfj/D8zRlaAZiSdCEsXUVhHOPO0j/lXY3reyNfPSQLCwsG2WdH7tN+n6/5f59OE3L0vYmEy/RbgkjkDfbYb/qPHVVGRF5RCoXiDZWi15pTuVu86+SfgfYdYm4CP5VP5dK8XIK1kxe1OrSSkBFUEsW+ygDyT+g6tziXonyfk3tz5NP9Hsex2Xspudx+kXyP6sR/Q9YCdk0CUiNk/ZcBxpd6+fJP2AH3PVk8U9LeScoCTSwNg8cdH3rqESMP/BFvf927R/XqwMPjuB+nGb49jsbVkzOdzOQlx8FzS2HimijaSXvk8JF2orbUaY/Gjo6Ecp5XmeSeinLMxkimLyWJzE8fZj5nUIlO8FKl9gv3LGSfgENrXTG0XOibSnBsap2i4dh/T/j+QzNHHtncnjqUtmNrDr7krohYIhI7Y9ka2B43530jXfUXI8txdGyvfixXznGLsS1LDL79LIPAntzH/GA8kwI8BgqHXyOnjgW7EXNsBMQIsdnrVeJdfyxWIo7IGvyBssB+g19uqcw9YQel0GZQEwR8U4Y8hDfEtW3I7j9CF7D/AJdaKTWieMjzR6WC0ZNLWO4BlMLE8irh+G8nSmvcT2ChkVSDRP5LGgH9B05erEgOT5lahAZZeDQXF7idf6rallB/t7nQXkNmbNWL9dqkVaf908ywk/sg9kkjSQzRuNk6LoC5G/ktrwOjOY4/nM5bzlARCzZl4jmMXTjBVSVeOj7CsToDbtP5b7dOkAgnn6oOSfKlZ6Hq/dZnkdLvGK6K7nfcYLUxPn8x+JH+fQXEOP3L6j1oyWFTkkzAsD2/UkEx0fg6LkHXwQQfjpvhx7Q3K+X5JYVL8AmSvHXZu0QyLF3RkH+Y90StsfcdQ81lZ7yNXUexVk2rIoHc/n7n7f0H+fWMuk+HkmBIqbER7FkAVgxVTr9NdS4pnSGMN3Av9Wv90D7/APDrdJVjjWTsBjCjR0x+f+vXgiSQdy+CfvrW/wDqPPSO1XK+/ErIP4QQd+iGX/F42Nfp1uOyzFpArghdgfbz1r7fqbuQsv8AuEfkD56+0q7KqwA8Es2t7+x8/wBOhhSSvU0pbwe99Ea+AR99fr18/iMFWQr+vju158D+/Xjq42SQToqe06JB/wCf5b6xQyFSJQsZ1ssBsH8t/wDn8urhXK8KAFjvZ2fq+AD9/v8APXx7H7x87O/O/Pn56yjGvpXRYgEoN7IP2/T46xcr2he7Sk+POmI8n/LqoUlfNESWRQQu9Hf3/wA//PnrAA6Heqqfs4+N/wDb41/XrMglZAjMT9u4fSf69efZu1zvwWVR4A/LevP/ANddVCqVoaAsW7j2/BH9T1Gar2RgaI7tA68kfp/z6IMSsjf4TvyDvyR/y61uC8e/GkJ868ePz/7dSFAUOMBD7+pR8OGOz9/+w8dYPD2sOwa7CDofPU2UMv8AKgUON6J39/t9z1iO3sLIo7l147dMD/y8fl1IVyoIhsRRWIUZ4VlUB41ftVtHuAA+PBO/6k9SL2Su36lWvaKPHTTsV+1iWbz3MST9RY6J/p/Xr1odo2iS/wBiT4I8Dz157CRFww7gB/uneh+Y3+ev+PV3hSUMasSApbQPwq/H+X26zglMamJXcqwYFCdKw++1+D/36nns7QoKszAhT4IOv+XWmSEMrd6qhDb8D4UHpZaqlA7HFOP3JPev8dwNqZgPqnxcDOB+RJTf+f59fdE5VCNqaNi35qfkbPn56+6gaFWVvBcKr6Qc3qntjwnveN/wshARoffZcb+3TFW9PuYyOHt8WmmcMN9+YrJo+NH6WJ/4ddA/SD3KFdSpPklfP/T48jrZHGglDdmkVx3DYP3+P+P5dINZ/L53qBkqg2Vndu12hlVvpkVyGVgfnY/IjoPLOYrn4iOktllf3DVExjSGUkMw0w+qMto7XR14Pxvo7eQ1sjehcFTHalUjz8hyP7dQrFWvaANhD3DxsHtY+fjY8nr0DmCq0SsFOo+k6Wlar8udj9ObFHjspF67lIVnMba92NEsyWdDYDKWsxJ4+dEfbqvYuG5K8pknmjmmUnuGQUoAfyAXyv8AXXVn1ljhijjjIKRr2IpO+0eTof3JJ/U7+esLqUrQSK+qytIxWMbJcn8k15J/QdR9M2LSra+CZ3VE5ajJhLbfvagzr3MVEdlZIh+WmH5fkT/boL3xpallryO8VpTsMp2GP1FCfgkeP8x11ZB6SZbjdZs5yT06zWY4lbheiyuUrT1ppdLFYEbsCwQ/HeFUl9E9RavIuOcIS3w7B8N/064QLH7whqclq/gposhJVEUrltfKnxoKw0PpO9P1naXOG3j87k8ujvXLF60ZTEjCMKido0vk+fv+fn79bsfncjiEZqNqWGE/zJslG/qOrj496bcA/wBG6t3mXKs5TuR7S9gsfgltzTESNowTyFVjHZ2Hub79w/r7T9YeEcKkKek3pxiaVxCQmb5ZK2WtSf8AiCACKBtfkrD56HM9xJjxPw+SMcAvVZ7nGbl+KF5UOIieVohsRiQr9RH+7tR8/Hyet4qRWaeHuo0qWaq2I4pUOnUF9nRBH59Q81yzK5Goc7elhny+YrO12eLSrJ7xYSABNL2n8vga6XeUGxHx7Ay0nmFmO/ZjjauT3eY0b7da3QWCeCzNBzd6tcc8rcYqw3+Cem/FhycRKtjLZuWTJTM4H+0hSTSQnxv7/f56XuReo/LuZ2MfHz3P5DI3GT3pIbExSsHJJKpEmohpe0eB+e+qxx/OckgebIezNXTSNKxWFiQPgD/E35+OrMweQhzWLWxHDOkHeA8dmEoGGt9ygjRHx5HWdhDLtt88U4lzRl2UPNcjjPH4cDBBEJRE9iKVYwrd8cne0R/3lKbI/Irr79VbMXttZZHJdVLKfj9T/wAOrMyvDhZmgs4uUVbNKb31YfWm9jwyk+AR48H79Qcfw+jRyDfjZZZK9hpEigiPYSu/5djbEgEDx589U8l2iCmQ2Ug4/KmA+zIzAB/cZVXubynaToefjqwT6S8jxtankcxUeljL6d1OyHSZJUI8fUjEK2vPaxDD8ummtHxzDwzJQpmjO8ZEiVNmSQsO11Z/BCld+Dryf79RLd82zVWpQr4+tBCIvbQn+JokiR0DaZ/Otn8h46LI9/YoX9yFVOFYeuRNknbJvEB/OxjjB3sHt+/9GPR2HNQ04lhq040J8xe0vaoAPkeTojZ34/XqBWSKzkcdjmmhbI5CwkFSOzZSFXkY6UDu0q7Ohs6A/MdWZxT0ix+S908yymXXIRNr9zUMZLDPGR5/iyTJtQPI8Jrx/Nrz0LxTojrlCA51h5qs2t2J7XZGSssmkSKtsyP/AE15J/oOih4zdo5QY7I07WJvvTS6I70Lxu0JbsDgOASO4Ef26voZfiXBsVapcXwdKvm+9QtivqaSuQNe5+I7izSfUR2g9oJJPwB1VOfyOLFyLIZGKrBcjjeNbMshdyjkFgfs3kD5B0fj79XRqPe7qshvFSoxrAQXdbaE0cX4rwTHVMfkeTXr+bs2I9yVYaZEULDYKmRiqb2NfSJP6dXl+zrzjF57mNzEYfDLjhVxMkxmFgt3j34wF7NBQBvwQAeuXeRWaNxK8fErV664nmE1yzWMEc0Ol9sohJcHffsEa+NHz4uj9kalFR9R8gZLMti7Ngpu9fAVAJ4PGhvz8fJ6hoNBLnkk+iZTqiQxrYXaPXh+OvR568Pwesey1LgP1h5bjuLc/wCUJThghtPk5jM6x+7KWJ34HgDf6n+3VIT8p5FyvKGLjNe9PeK9nuRj3ZlU7Gi/hYl19hr9eugvVH01xV71R5Xkc7NLcSbIs61EPtRjaL/MR9Tf2I6j1fwmMrCnj4YaVVf/ALlBGET+4Hyf1Oz10nOA+0LnmA4wqw496FT3nSzzjMCIk9zVKDiWY+fhpjtV/wDdDH9erh43xbEcTr+zxvGwY0MAHkTbSyf+3Ids3+f9uoK3k0fabs/InW+vjmJIzsMe3489ZXS7UobnUo5biV4nikP0HzrqrudvUxcMbRqGaRmBUD56a3ybzuikktIwVEQFmc/kAPJP6Dp1xP7N3IueirLnn/0XxikktLH7luQfH0x/Cf1c7H+70DXZTdQ0820rlB2a1YWOGJvenbsjijQvI7b8BVHlifyHV7+nX7JXM+YCK1y6QcPxJ0QksYluyA/lF8R/Gtudj/d66p4d6acM9LOOZDLcAwsOVyNetOxttOstm1JGGBi987CbZSpC6UEHx46WMZz2/wCpcNrC5CKKPFcr9PY81RWuzLJWlYGOxEX2C2mliKnQ+4PThnqyRYBPbRA+5fYrF+mPoNjrVnjWMfL5ShdoUMjbDCzbrm2yrG8kjaEaESKSE0CCPHnrXzDl+U5HhAl33MRb476kY7F34adlhHbqtah9vvPg9rxWYmKk67l15HgiuQ1atr9kyLNVI4xcfimHnmkVdM/4b25FJI/IhupnqLRhg4V6r5elPFMzcsxl0qjgtC1X93KwYf4W3CzaPyrKfgg9NptaDYXnXwHuU37R1U5eqVWDG5H05sVI1gVObwySdi6201e1GxP9Wk8/mT0pWaxk9J/Xik//APTZLNugPnXdXSwP+Mm+nj1oi1gMDcPhaHKsLOx/JTeiQ/8ACQ9LE9ypWs+tWEtypEuQubQMfky4aMnX5nUDnX6dBTuwHh+f3Vm5IR/01uNc9QfUqUEGGxYxdqPX3D4+Ib//AAP+HSxjqE939l7J42pDNZuQY7IU68MEZeSSaGeWONFUfLFkUD9enL0dwlinxijl8nXkq38risWZ4pVKuhjpRqQwPkEMXBBAI10bweLxXCMTJjsAJZVaxPakMsrSFpZZDJK5P6sxOhoefgdA54BMcR5BWBIQDCcIdMjyLJ5yVqtC7mhlKMDdgeJJKEcE0chG9bcy7AJ8hSD00XM6FLjHRopfX8Vh/N/Qf0/P8vjoTbyDzyl5Zu/Q+nXjQ/Qa8f8A06GmZlaQL2j50wG+3z866QSXXKIWWdm6Zi3vPIzFvqJk2fPjqKSpKq/cuzskf+fnr5m7VJ0NdwAXY2NnyN/J/r1q19SqN/kAfgk/f+nx1UIV6GcKyDWhoDQ33f8AfrB2Hawjfzvz5Ox5+/8Aw6xYdp8BAwXbn8h+Y/Lr1JGTsbuUbBYBl/X5B/P/AOnUVrFyCuyqFiPpG/GvzPWRCswJP1dw2CNdv/frJAHQLEfq0obfzr8+sTsxl1Oz2LoJ9/6g/PVKLxkPboefkjz/ADD7ffrJ1O2CHtG9fHg/n/frJhEncjkAfIAI+nfgE/n18VcFu4krrSuASfB8DXUUWnt+Am22NgeQdD53vr3XaXc/Q/8AINjyQdb8D/L+/WYGu0eD3eBvwTr8/wDn1r+wAO1A7go8keftvqKLHuACIDvwQQw0D9vP5dYliFcoQNjevv8A+f8A6dZhixcAF2JDMfOhv/h+fXpRT2aLe0W0oPyG8fJ6igWC733IWbbeV2BsaO/6/wDPrSQqttgSNbJH+HX33/bre9b6j3OGVjoHWyNn/wDH1rACy6fZH88YPyN+AB+vUUWCjyCSASSPAGj48f2/v1peFQD2j6w2jrz40d9b3r9jFu4q+iAoYa+f/Ot/r18kSljpQd/fXkjf3/49RUoxA72Pbrt3ojfldfP9PPXjFSv1NsvrY7SAT+n+Q62ABU3Ertp9lihPz4J/LfjrWe7YDH3H2AgB0Sd/l+Xz/l1FFiQG7mXu7RsaXyp1rf8Ab/j89YgKPhimx5DAt+fz562e+yo29MNbDfJUfH9f+HXyFfac9ylt6JO9dv8AX77/AOvUhRRHCRHtdexgPIMqj79fdb5hCWBb2dkDw6Akfp56+6vKFFWckPZH3dzIv37mGjv58/bfn/h1gsLM/f4k7vKEgDY0Nk/cfHUlVaQJvTHf1MvjZ3+X21v/AIda3cydwfbIwI+rR7fOt7+dfHjrnlqYFQ3LVFbleZRR2r+MZ/g/4tEf8+g3cytuIeD53/5/v008+pF+c3o1lhQyV45i9if2kGotnbt47j2HQ+5IUfPSFlswmCxU2RmhksxxMm40YKx7jrez8fPXoKJmi08guc4XhX36LegEvqfiBncxnGxWJFmSCOCtCrzTCM6Y97eEGyQPpJ8E/wBelPTP0u4b6Y5O1U4/XmsZa0DN+NukTziP4MYcKOxB89o1st531yV6LftBX+GcbnXA0IcnjbrvNWS47RPWn/lf+Xfcp7QSPHkbB89Q876mcv5Bekvz5+3j5ijJGMZK9VUU/I+g7PwPJJPjpTqNR9TW3zZas9Ng5rs31T9RuJcTwGTxvIspALlqnLHHSQ+7M5ZCAO0bI2SNE6HXD121DlFQ3a6TFQP5xsg+fg/I6lc15RR5dm61+lx2hgGhqJDN+Fcs9qQeWmkbQ2T8edn82P2Et9PkH7edjY61MpMptjdYnuL3kz2IJf4yGcvjZywH1exM3/7rfn/X/PpHzfEsZenaLI0nqXQDt4/4bn9d/wArf189WqJO3Q3vQ0T8eP8AzrrKZYbURhswR2IG/wAEqA+fzH5H+nSH4cH7VA8tVRz4x6HHa9WKRbEVSt2tIdKSDK2gBvyR3ef6E9T0wkXIePw13sTwmtkGmDQjyytEARv7A6+3VgV+M4CQSfja8jntYQe47NBCSNEsilWP5/zeP16M0OC1aNKWCD3MTJYZRMla485HapXvilbTJ3b3o9xGh5866ItcW5YOiLpADJSHjeH8Z4vXjv52WliUCD27Vtu5yAd9qqdkn+ik9Hkq3OQLvheEufhgdR5XMH8BWca/mWM7llXX+6o/Xpr4/wAF49gbAtUqC2cifLZC/IbdknWt+4/8p/8AZA6aW/jEFm7y33LE7/XZ+eip4WLuSn1h/aPFJuN9PhGkkvI8u+amWOQxV69dateI9vgD5lfXaNdza/Tz1SMzSVbPGr8bMVTJ9hdjvfcIi29/n5/y66mQAt2gAdx0Ptv5H/XrlbLoP3FSL69yLLKB9OgP4f5/b+UeNfr1oLGs0Q0nFzpJW21yHGY2W2jWVszLLJ3pG3w3c38x/PoZBm83yUyQ8frSSRoSXkrKAqb/AN+ZiFTx+o/v1YVjkliD8RBbZM32P2EZSrBLHDo/CqE22iPBdj+eug/4jJ53VesDYrxH6VRVhrxn76AARf7AdYpqOJDrfOxbj0TWgtM9oj3Psl+txCnAnfnLUFp3H1xUtyEjXw1h/H9kXX69OZ5nk3xKYHF3MmmMC9oorkZ5+4fkQzt4/QeOp+L9NJ3HuZqcMANtFBIEQD/xSH4/yH9esLub4thoBUpKt2cA/wAPHt9DHf8Ajf4J3+p6NgA+0JedxNltp2bKUkgjjTHoiBQ2hI4I8eFHgff5J/p1Esz08ZMbNhu6ckD8RZfbt519O/8A5F6EHJ5TMtK8cRRVH0QVVMrnx+g+f7dH8H6R5S/qxyCwmNLeWUn37BH5a/lX+5/t0TnD+4oMoaTmQK5zV5FaOCJ40caVnQKT58+Adn/ProL9kCpmh6rm/koJoKc2EtRIJj2dxMkDDtT8vp+SOl3FcJxWA7ZcfVVrCj/7RPqSX+xI0v8AYDq2PQmZk9UaCyMSZKtlfn5+kH/5egLwWkDgVKZh4yrrkdeH4PXo+OvD8HrnbLpLj31flMPqByFN61ZUga/OJD/16rSWywOh5A/X7dWT66FK/qPnmdhGheAkn77gj8dReFehfK+aNHatRf6O4l9H8TdiJmdf/vcPg/3YqPv562OeAAueWnOQFWr3DGQdkFjpF+Sx34AHyT+X36tbg/oLyvlZjt5oHjWKbz3WU7rUg8/yw/4P/fIPnfaerrxPBuG+jGLsZOtj7GVytenNaktSqJ7ckcQBkKb0qaB/lXt34Hk9fcs5nlMR6q+msVXJRPxDkqWa7RxxA99gQmSJzJ8kMNBQNedk78aWA6ry18k5tID7lFqRenvo0MW2NrPkMhks3BgTeTVqeO1KQO2WT4iABBKjt+2lJ6XOY+oWVz3BLWTlWfj2T4nzynQydanbJSaNbkIG20C0bxTxvogefB8dJVlUxXolzRoFVTxr1QebajWgmXhff/wyf5dMnqdg5Kvpb67ZOHRgt5uPIV2B8MK0NMSN/aWCVf6p1qaxjCO2J8PYo5tAEK/cBxnH8bx8+OxMK16EtqxZWBRpUaaRpJAB9gXd219u7XVDfs7UoblfgFp7Ff8AE43ht/HS1zKPdZf3hGgYJ8lQazgn7FgPv10FiWsvXmN1kd/xMpjZPgxFy0f/AOAVB/XfXMvBRBg856aTTslcY7mPKcFJIwAPbNNYkjjJ/WRIgB+ZHSaV2PG/7FG6AQmHjOMNr9lXKQyP/Aj4jborH/uNX/EoTv8AXS//AA9Ds7Qn5HR9WUpwyTfv/gOIy8aoNl5xHaUePuxEEY/M9oH26ZPT0ZDKcBvcYw1RJ609jk1Q22b/AFeNhckWJXYedMZiR2g+EbqxOEcOh4Ri6YvX2u5JMTQxs07AKjLWjKr2L8gFnlfySdyHzoDonVAwu4z7j8IQMwCHcsx8nq36Zxx8Xuw1FywoXKt2VCyxossVgSBR/OQFGhsDfgkeejUXG8Dh89lM4YFny+SsRWJZJG7ykkUBhQoD4j1GzjY8nvbZO+sr2bkjUV6aCugUjYX4H21r46C2ZPfI0Gb6fnevPk739z/w89ZQ4xGyZG6MW8405CqFVCw7fr0G/r+m+hUlol+0nbMxO/g/lrx+vUEz62NltdrHYJ+rXwx/Lx/n1rWQGJgX+lQAVP3/AKfp8+Oqyoc2yktKAG9sBV2QC2tk/pv46jMo1qNDob8fkB5/59al7j3rvvI/mI/xf0/IdZL5ZtEoSfp2fH38D9Pnz999FCHNK9aNmDe33Ie7uJP3P5E/59YkkERn6SyaTZ1r58ff+/XjyAFVjZH0SQvnTHXz/wCfv18hDK31do0q7cff/wAI+39eqhWsh9KA9hTtJB3v7+Cf1+3WtQ5XQPbIfgfJP/b79ZL5P8ORgCNgB9H5+wP69ehFdd67ZSfqIPnz99/9OqUCxjcqzgEFgAu28b/r/TfXgiQOgIV1BLD9Do/fr7x3AMN72SCfA8H4I+D99day0nh+1w2wB9GiSD/X7eP8+qUWa7LiRW7GYD6mXQ8+fB/6dehWWMBy/lgGHz4+N769ftIZgGbT/UVJII386O9/1/49fBV7w8bhGJ7QGIIP38D/AOvUVrweVJfuAVjst8dvwSf79etuHuKkhT53v4G9fGusWkJBL+E2AwC/fX6ePg/br1GjRG9vyR4de3wPj4/M/p1SixKRsfZJBH+4vjf9deN9YqnarMz/AFMAPq+T9tfp8fPWcc0chBRwqjx2gkMPG/Pj+vWJdyh9wEpH+R1o68fr/l1FFiQY9ALoDQABB+/z8fl157gZVVAAR9z42R8H8uvQSibjDa+CQAASCf8Arvx1gqKAnaGLFe4AHwN7+R/bqKL1VWMk+W0T2qTv4+dePjf9+sVT5BPb8Ag/Gjvyfv4315pNt9Q0wC/Oj5PnY/P/AL9YsBHD3Fk7we1o1J32AeWH6fp5Pj8urCpeOwj0AI9ltkkHWx48fcD+/WqaMtHtj3KN9p7gP7gj+v8Aw63sw7CVc9pAXtSPx+fjf/DrD2lEiyDvck+POjr5Gh1aijGMhm7B2lAQe0ed/kPv5/Xr2TviKrpn1skMT4/P5+/W91VmKjZcMCASPH6Dz5/v1qMZj93tiOgdAMNbGv8An/fqKLWVDeQEkH2LSeevut6xCUd0Sw6+D41/z/TXX3VKSVV+PAmqQyKJHMsYft0d+Rv7fb/t1nNXMqedPttlgdED9fsRofmOpcPhAik/wx2qoOl/l2B99eP+vj79ZzrHD7XbGFaUsVIIJGvtvX9eshCPVUb6vVpK/Jadh4yiT0URXIIV2V32AfjeiPHz8dVZyyIWeL5aJmLAQ+58bP0sD/0PXX2TpVbVSSvlqkFuu5KNG47wfv8AB+CB8Eeeqo5d6WQ0K1rJccsmKtAO6apZYvr532Prev0bf9ettDEBrRTd4rLUpkS5Ub6ZyqnF1jVu72rcy7HzokH/AK9OaOrqOxtrseQf+nQyjSqY+OZMfWSrFJL7rxx7C92gNgfbwB4HU9FJKlNA93b8fP8A5311mkgQUhxzGQpI2j62F/t8db2G12fy8Hfx1hJ/PsnR3/16zX6gBoAnZ19ujQgFeqSrkEE+fk+NjrcCCTrf+fx1HDiRnOjva68/Yjrcrduhv7+PAOh1IhVBWRYiNgpHkk7PTijBuwnyGRSNfqB0na+lt6/L4/t031ifwlZt/wD3BPG//D0bN0pwst6N9II0P6/I6mK3hmOiGPnzonqJGjeSx7iD87/XqTE/+MfG+3XjpkJOqk1t+9CHPgOu/PnW+uWc9G4o36yK3emXVwzb7QB7u9/1189dRKSkgUHXn7DpHo47E36uQSDGV3R8jYSb8RGHYyRysCwY7I8kka189JrOyhMpayPl0tUMRj/x8tnJ0vfmlf3YFeQOpBA/liXySG2Pq/r1hyvktvjSRrFhmSBtCG1KB7CsR/KAm9MPyOun38DBQ7mSJI1l+t/bGmYk78n7/wB+oWU5D7VY0ZadeSpbTUkJQMsgHnTbHxsfl1iBLjYLToqkrUuU+oDh4IrGRj2ykjUNeP8AqfC/28nqwOP+i1auEm5PkWtSAaNWl/DiH6Fz9R/sB/Xp/SZa8UUMEawwxRhY4o1CqgA+FA+B19+KLAFd68Ab+elGq91pULnCy20MZjsPAYcZVhpR68iFdE/1Pyf7nrGZxFv223/z+eo/e0gO/A38fn568LLEdsvd/wCT0oGEIC+e27nRHj48/wBerD9ECF9TcJs/UyWB/nC5/wCnVaTXOwbK+N68dPfoKti96p4aaHsMddJ3l9xiCF9l12oHgnbD5+2/vromnUckdIdYLssfHX326+Hx191nC6aWYuD8eXlVzkb0IbOcnKH8RMfcaEKgVewHwnhfkeTs+eq85zy3k97kfOeI42ePAmlxlcviL9f655HV/qLb8Be5SnbreiTvyALHg4/BR5pbzVXUc2ToJFbUD/aNC/8ADf8Ar2ysu/yC/l1XXOrkOE9XIr80RmW1wvIQzKD8pC4l1/fyP79aaJAfIvbdLdYWWvA8yPMOYenbXNdnIOB3bcsYH0+5I9EsNfoA46rHL5HIv+yvwTlMaxtl+GZKrModSQDWsNWCn76I7d/pvp7pcYPEfUT0Npe8JTU45dxblRoOUrRMX/oSnx+vUDj3H48x6A+pWCmIEMN/ORRfkpSVnQ/2YA9aczWgcJHq4Jd3SPmyXuW494/Tr9pnDjbGrmnyqAfIElSrY3/mh6K8oiWzb9c8RRj7KHIeDQZ2GFP5fxDwWYpHC/Hc/tRbI+Suz56n56CL9/ftI1ZNmO3xenZYAfG6FiM/31EOmv094UOS8egzfIWSSvnuGYrFCKCR0kEAieSUs41os1hh9PwEB3snVZ8jZPL0afZQCbD5qmj085dW5FQpVoJVknhwWMuThTvsNhHIB/XUYOvyIP36C8b9JK+Oa7Z5Xbjus3LZ+TUYYQY46czhlVe4+ZPDdx2AO4+BoDp3hShxihWx2LppWqVII4oYoxpUjRQiKPz0qgf0A6g37M8sSzye32rIQVA8lR+v+f8Aw6wl1zl3TokXUybJR1Y1gx6Rwxxj7IAFG/sB8fB6CTTy2128hLk+SxA8j7f8fHWXjadrONgsPq/P8+ortEe59HwoPkb0Pz+fJP8A26EK1g6l1KeQO49y9v8AN/Y/2+OtDllQdwPbsnv7R518+P8APrIq5dgpHaF7tEk+APz/AD6zZVjkMaAKyhXbxsHY+P7/AJ/I6tAVC+ke5pSe3asdbUHfwP8Az9+vJJCSrP3Fg3dsEnyR/cfffWbIUiKo3bol/wCXYUa34H9+sXb3VL9zKQew6A/Lfz0aGFrYfX2EK57dd7HYI3439h8/HWZDSVyYRtPBVvyHxvx89ZM6iMuSxWMjwPGwDoDx/TrX8mQdqldhT9jo/bqlS+MhZo23Ip/wlh8tv+X9P6dYADsJlkkC92w2tgNvzv8A5deToYn7219BC/T4PkbH9ddbAhmZCFUh1/lLED4+Dr5Hjq0K+7WK+O1V2GBHnX5jR+P69ZKsapKWAiYL9fcBrW/H2+fz6yLPCJXLByvb8rvZJ+T19NAYw0Ox3r42Nr/xH/boUQtdaAzl1MrliQCGU9oYf7x/6de/zNIU7AXIHcRrS+PI38//AI+spoFdYe8DscP4+T3f9v06+7dSkP5k2xOvAGh9uoQpK1FgqhewjS9ugf5v+36nr509lWBjdAEDMDo/f/z/AG11vji7TpCSFOvJI1v4/wDx9Yr3rou3cHj2d+fO9j+2uqhFK9KMGHc3aO7RJOtgfl/TrFjLIV23ulz4JTY2Sd/B+w6zYrCyvGOx1UtpR4X7+P7H8uvCqqERu4tIA+w3b4IOwf16pWtSqEPcTICrAd2tE+N635/X/PrJoll71OwrnRBI8nWvn/6dblijcIwB1INa18a31rH8SWHv/mYgFhoHR8ePHVKBaPaYrpXCfIGwPkfB/wDP59fGKMuiN2GYrsA7Xu+fPUhVU77O9dAeC3cPI2Pn8h9usYx7ql2+oRr8fG/Ov/P9OopCjFGUlyQzquiQPt+X5/frAo4SQEOBvX0htbA/Tz9v69b+0llHfptFAe37f8+sZwB7fuDy4OiPP9N7/wDPnq1FEd5Eddlu34AOtaH6fI+R1iGaNXVwvaoXRIUDz8/H6f8AXqY0Qf3fbYqyqCx7QPAH2/P7/PUB5kiNYH3DJIzKpB0ARs7/AMh8dSVSzf8An0XiUEjwBvX+79vI8f59fCZVABJZGJ0dgjf9/J/5dfRMisyhSe8Htbfld/I/LXnrFNtGoJP0ns1vXjyRrq1F7JG0jd0blgfnQGgfyHX3WAglsDvVlH2JPydf26+6l0Vl/9k=" decoding=async width=250 height=183 class=mw-file-element srcset data-file-width=1524 data-file-height=1115 sizes></a><figcaption>A working replica of a <a href=https://en.wikipedia.org/wiki/Bombe title=Bombe>bombe</a> now at <a href=https://en.wikipedia.org/wiki/The_National_Museum_of_Computing title="The National Museum of Computing">The National Museum of Computing</a> on Bletchley Park</figcaption></figure><p>The bombe searched for possible correct settings used for an Enigma message (i.e., rotor order, rotor settings and plugboard settings) using a suitable <i><a href=https://en.wikipedia.org/wiki/Crib_(cryptanalysis) class=mw-redirect title="Crib (cryptanalysis)">crib</a></i>: a fragment of probable <a href=https://en.wikipedia.org/wiki/Plaintext title=Plaintext>plaintext</a>. For each possible setting of the rotors (which had on the order of 10<sup>19</sup> states, or 10<sup>22</sup> states for the four-rotor U-boat variant),<sup id=cite_ref-104 class=reference><a href=#cite_note-104><span class=cite-bracket>[</span>103<span class=cite-bracket>]</span></a></sup> the bombe performed a chain of logical deductions based on the crib, implemented <a href=https://en.wikipedia.org/wiki/Electromechanics title=Electromechanics>electromechanically</a>.<sup id=cite_ref-105 class=reference><a href=#cite_note-105><span class=cite-bracket>[</span>104<span class=cite-bracket>]</span></a></sup>
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<p>The bombe detected when a contradiction had occurred and ruled out that setting, moving on to the next. Most of the possible settings would cause contradictions and be discarded, leaving only a few to be investigated in detail. A contradiction would occur when an enciphered letter would be turned back into the same plaintext letter, which was impossible with the Enigma. The first bombe was installed on 18 March 1940.<sup id=cite_ref-106 class=reference><a href=#cite_note-106><span class=cite-bracket>[</span>105<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading4"><h4 id=Action_This_Day>Action This Day</h4></div>
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<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1320445320><div role=note class="hatnote navigation-not-searchable">Main article: <a href=https://en.wikipedia.org/wiki/Action_This_Day_(memo) title="Action This Day (memo)">Action This Day (memo)</a></div>
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<p>By late 1941, Turing and his fellow cryptanalysts Welchman, <a href=https://en.wikipedia.org/wiki/Conel_Hugh_O%27Donel_Alexander title="Conel Hugh O'Donel Alexander">Hugh Alexander</a> and <a href=https://en.wikipedia.org/wiki/Stuart_Milner-Barry title="Stuart Milner-Barry">Stuart Milner-Barry</a> were frustrated. Building on the <a href=https://en.wikipedia.org/wiki/Biuro_Szyfr%C3%B3w#Gift_to_allies class=mw-redirect title="Biuro Szyfrów">work of the Poles</a>, they had set up a good working system for decrypting Enigma signals, but their limited staff and bombes meant they could not translate all the signals. In the summer, they had considerable success, and shipping losses had fallen to under 100,000 tons a month; however, they badly needed more resources to keep abreast of German adjustments. They had tried to get more people and fund more bombes through the proper channels, but had failed.<sup id=cite_ref-FOOTNOTEHodges1983218_107-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983218-107><span class=cite-bracket>[</span>106<span class=cite-bracket>]</span></a></sup>
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<p>On 28 October they wrote directly to <a href=https://en.wikipedia.org/wiki/Winston_Churchill title="Winston Churchill">Winston Churchill</a> explaining their difficulties, with Turing as the first named. They emphasised how small their need was compared with the vast expenditure of men and money by the forces and compared with the level of assistance they could offer to the forces.<sup id=cite_ref-FOOTNOTEHodges1983218_107-1 class=reference><a href=#cite_note-FOOTNOTEHodges1983218-107><span class=cite-bracket>[</span>106<span class=cite-bracket>]</span></a></sup> As <a href=https://en.wikipedia.org/wiki/Andrew_Hodges title="Andrew Hodges">Andrew Hodges</a>, biographer of Turing, later wrote, "This letter had an electric effect."<sup id=cite_ref-FOOTNOTEHodges1983221_108-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983221-108><span class=cite-bracket>[</span>107<span class=cite-bracket>]</span></a></sup> Churchill wrote a memo to <a href=https://en.wikipedia.org/wiki/Hastings_Ismay,_1st_Baron_Ismay title="Hastings Ismay, 1st Baron Ismay">General Ismay</a>, which read: "ACTION THIS DAY. Make sure they have all they want on extreme priority and report to me that this has been done." On 18 November, the chief of the secret service reported that every possible measure was being taken.<sup id=cite_ref-FOOTNOTEHodges1983221_108-1 class=reference><a href=#cite_note-FOOTNOTEHodges1983221-108><span class=cite-bracket>[</span>107<span class=cite-bracket>]</span></a></sup> The cryptographers at Bletchley Park did not know of the Prime Minister's response, but as Milner-Barry recalled, "All that we did notice was that almost from that day the rough ways began miraculously to be made smooth."<sup id=cite_ref-109 class=reference><a href=#cite_note-109><span class=cite-bracket>[</span>108<span class=cite-bracket>]</span></a></sup> More than two hundred bombes were in operation by the end of the war.<sup id=cite_ref-codebreaker_110-0 class=reference><a href=#cite_note-codebreaker-110><span class=cite-bracket>[</span>109<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading3"><h3 id=Hut_8_and_the_naval_Enigma>Hut 8 and the naval Enigma</h3></div>
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<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://en.wikipedia.org/wiki/File:Turing-statue-Bletchley_14.jpg class=mw-file-description><img 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" decoding=async width=190 height=287 class=mw-file-element srcset data-file-width=3264 data-file-height=4928 sizes></a><figcaption>Statue of Turing holding an Enigma machine by <a href=https://en.wikipedia.org/wiki/Stephen_Kettle title="Stephen Kettle">Stephen Kettle</a> at Bletchley Park, commissioned by <a href=https://en.wikipedia.org/wiki/Sidney_Frank title="Sidney Frank">Sidney Frank</a>, built from half a million pieces of Welsh slate<sup id=cite_ref-111 class=reference><a href=#cite_note-111><span class=cite-bracket>[</span>110<span class=cite-bracket>]</span></a></sup></figcaption></figure>
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||
<p>Turing decided to tackle the particularly difficult problem of cracking the <a href=https://en.wikipedia.org/wiki/Cryptanalysis_of_the_Enigma#German_Naval_Enigma title="Cryptanalysis of the Enigma">German naval use of Enigma</a> "because no one else was doing anything about it and I could have it to myself".<sup id=cite_ref-FOOTNOTEMahon194514_112-0 class=reference><a href=#cite_note-FOOTNOTEMahon194514-112><span class=cite-bracket>[</span>111<span class=cite-bracket>]</span></a></sup> In December 1939, Turing solved the essential part of the naval <a href=https://en.wikipedia.org/wiki/Enigma_machine#Indicator title="Enigma machine">indicator</a> system, which was more complex than the indicator systems used by the other services.<sup id=cite_ref-FOOTNOTEMahon194514_112-1 class=reference><a href=#cite_note-FOOTNOTEMahon194514-112><span class=cite-bracket>[</span>111<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-113 class=reference><a href=#cite_note-113><span class=cite-bracket>[</span>112<span class=cite-bracket>]</span></a></sup>
|
||
<p>That same night, he also conceived of the idea of <i><a href=https://en.wikipedia.org/wiki/Banburismus title=Banburismus>Banburismus</a></i>, a sequential statistical technique (what <a href=https://en.wikipedia.org/wiki/Abraham_Wald title="Abraham Wald">Abraham Wald</a> later called <a href=https://en.wikipedia.org/wiki/Sequential_analysis title="Sequential analysis">sequential analysis</a>) to assist in breaking the naval Enigma, "though I was not sure that it would work in practice, and was not, in fact, sure until some days had actually broken".<sup id=cite_ref-FOOTNOTEMahon194514_112-2 class=reference><a href=#cite_note-FOOTNOTEMahon194514-112><span class=cite-bracket>[</span>111<span class=cite-bracket>]</span></a></sup> For this, he invented a measure of weight of evidence that he called the <i><a href=https://en.wikipedia.org/wiki/Ban_(unit) class=mw-redirect title="Ban (unit)">ban</a></i>. <i>Banburismus</i> could rule out certain sequences of the Enigma rotors, substantially reducing the time needed to test settings on the bombes.<sup id=cite_ref-114 class=reference><a href=#cite_note-114><span class=cite-bracket>[</span>113<span class=cite-bracket>]</span></a></sup> Later this sequential process of accumulating sufficient weight of evidence using decibans (one tenth of a ban) was used in <a href=https://en.wikipedia.org/wiki/Cryptanalysis_of_the_Lorenz_cipher title="Cryptanalysis of the Lorenz cipher">cryptanalysis of the Lorenz cipher</a>.<sup id=cite_ref-115 class=reference><a href=#cite_note-115><span class=cite-bracket>[</span>114<span class=cite-bracket>]</span></a></sup>
|
||
<p>Turing travelled to the United States in November 1942 and worked with US Navy cryptanalysts on the naval Enigma and bombe construction in Washington.<sup id=cite_ref-FOOTNOTEHodges1983204-245_116-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983204-245-116><span class=cite-bracket>[</span>115<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-117 class=reference><a href=#cite_note-117><span class=cite-bracket>[</span>116<span class=cite-bracket>]</span></a></sup> He also visited their <a href=https://en.wikipedia.org/wiki/United_States_Naval_Computing_Machine_Laboratory title="United States Naval Computing Machine Laboratory">Computing Machine Laboratory</a> in <a href=https://en.wikipedia.org/wiki/Dayton,_Ohio title="Dayton, Ohio">Dayton, Ohio</a>.<sup id=cite_ref-118 class=reference><a href=#cite_note-118><span class=cite-bracket>[</span>117<span class=cite-bracket>]</span></a></sup>
|
||
<p>Turing's reaction to the American bombe design was far from enthusiastic:
|
||
</p>
|
||
<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>The American Bombe programme was to produce 336 Bombes, one for each wheel order. I used to smile inwardly at the conception of Bombe hut routine implied by this programme, but thought that no particular purpose would be served by pointing out that we would not really use them in that way.
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||
Their test (of commutators) can hardly be considered conclusive as they were not testing for the bounce with electronic stop finding devices. Nobody seems to be told about rods or offiziers or banburismus unless they are really going to do something about it.<sup id=cite_ref-119 class=reference><a href=#cite_note-119><span class=cite-bracket>[</span>118<span class=cite-bracket>]</span></a></sup></p></blockquote>
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||
<p>During this trip, he also assisted at <a href=https://en.wikipedia.org/wiki/Bell_Labs title="Bell Labs">Bell Labs</a> with the development of <a href=https://en.wikipedia.org/wiki/Secure_speech class=mw-redirect title="Secure speech">secure speech</a> devices.<sup id=cite_ref-FOOTNOTEHodges1983245-253_120-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983245-253-120><span class=cite-bracket>[</span>119<span class=cite-bracket>]</span></a></sup> He returned to Bletchley Park in March 1943. During his absence, <a href=https://en.wikipedia.org/wiki/Colonel_Hugh_O%27Donel_Alexander class=mw-redirect title="Colonel Hugh O'Donel Alexander">Hugh Alexander</a> had officially assumed the position of head of Hut 8, although Alexander had been <i>de facto</i> head for some time (Turing having little interest in the day-to-day running of the section). Turing became a general consultant for cryptanalysis at Bletchley Park.<sup id=cite_ref-121 class=reference><a href=#cite_note-121><span class=cite-bracket>[</span>120<span class=cite-bracket>]</span></a></sup>
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||
<p>Alexander wrote of Turing's contribution:
|
||
</p>
|
||
<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>There should be no question in anyone's mind that Turing's work was the biggest factor in Hut 8's success. In the early days, he was the only cryptographer who thought the problem worth tackling and not only was he primarily responsible for the main theoretical work within the Hut, but he also shared with Welchman and Keen the chief credit for the invention of the bombe. It is always difficult to say that anyone is 'absolutely indispensable', but if anyone was indispensable to Hut 8, it was Turing. The pioneer's work always tends to be forgotten when experience and routine later make everything seem easy and many of us in Hut 8 felt that the magnitude of Turing's contribution was never fully realised by the outside world.<sup id=cite_ref-122 class=reference><a href=#cite_note-122><span class=cite-bracket>[</span>121<span class=cite-bracket>]</span></a></sup></p></blockquote>
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<div class="mw-heading mw-heading3"><h3 id=Turingery>Turingery</h3></div>
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||
<p>In July 1942, Turing devised a technique termed <i><a href=https://en.wikipedia.org/wiki/Turingery title=Turingery>Turingery</a></i> (or jokingly <i>Turingismus<sup id=cite_ref-123 class=reference><a href=#cite_note-123><span class=cite-bracket>[</span>122<span class=cite-bracket>]</span></a></sup></i>) for use against the <a href=https://en.wikipedia.org/wiki/Lorenz_cipher title="Lorenz cipher">Lorenz cipher</a> messages produced by the Germans' new <i>Geheimschreiber</i> (secret writer) machine. This was a <a href=https://en.wikipedia.org/wiki/Teleprinter title=Teleprinter>teleprinter</a> <a href=https://en.wikipedia.org/wiki/Rotor_machine title="Rotor machine">rotor cipher attachment</a> codenamed <i>Tunny</i> at Bletchley Park. Turingery was a method of <i>wheel-breaking</i>, i.e., a procedure for working out the cam settings of Tunny's wheels.<sup id=cite_ref-124 class=reference><a href=#cite_note-124><span class=cite-bracket>[</span>123<span class=cite-bracket>]</span></a></sup> He also introduced the Tunny team to <a href=https://en.wikipedia.org/wiki/Tommy_Flowers title="Tommy Flowers">Tommy Flowers</a> who, under the guidance of <a href=https://en.wikipedia.org/wiki/Max_Newman title="Max Newman">Max Newman</a>, went on to build the <a href=https://en.wikipedia.org/wiki/Colossus_computer title="Colossus computer">Colossus computer</a>, the world's first programmable digital electronic computer, which replaced a simpler prior machine (the <a href=https://en.wikipedia.org/wiki/Heath_Robinson_(codebreaking_machine) title="Heath Robinson (codebreaking machine)">Heath Robinson</a>), and whose superior speed allowed the statistical decryption techniques to be applied usefully to the messages.<sup id=cite_ref-125 class=reference><a href=#cite_note-125><span class=cite-bracket>[</span>124<span class=cite-bracket>]</span></a></sup> Some have mistakenly said that Turing was a key figure in the design of the Colossus computer. Turingery and the statistical approach of Banburismus undoubtedly fed into the thinking about <a href=https://en.wikipedia.org/wiki/Cryptanalysis_of_the_Lorenz_cipher title="Cryptanalysis of the Lorenz cipher">cryptanalysis of the Lorenz cipher</a>,<sup id=cite_ref-126 class=reference><a href=#cite_note-126><span class=cite-bracket>[</span>125<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-127 class=reference><a href=#cite_note-127><span class=cite-bracket>[</span>126<span class=cite-bracket>]</span></a></sup> but he was not directly involved in the Colossus development.<sup id=cite_ref-128 class=reference><a href=#cite_note-128><span class=cite-bracket>[</span>127<span class=cite-bracket>]</span></a></sup>
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||
</p>
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||
<div class="mw-heading mw-heading3"><h3 id=Delilah>Delilah</h3></div>
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<p>Following his work at <a href=https://en.wikipedia.org/wiki/Bell_Labs title="Bell Labs">Bell Labs</a> in the US,<sup id=cite_ref-FOOTNOTEHodges1983245-250_129-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983245-250-129><span class=cite-bracket>[</span>128<span class=cite-bracket>]</span></a></sup> Turing pursued the idea of electronic enciphering of speech in the telephone system. In the latter part of the war, he moved to work for the Secret Service's Radio Security Service (later <a href=https://en.wikipedia.org/wiki/Her_Majesty%27s_Government_Communications_Centre class=mw-redirect title="Her Majesty's Government Communications Centre">HMGCC</a>) at <a href=https://en.wikipedia.org/wiki/Hanslope_Park title="Hanslope Park">Hanslope Park</a>.<sup id=cite_ref-130 class=reference><a href=#cite_note-130><span class=cite-bracket>[</span>129<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-131 class=reference><a href=#cite_note-131><span class=cite-bracket>[</span>130<span class=cite-bracket>]</span></a></sup> At the park, he further developed his knowledge of electronics with the assistance of <a href=https://en.wikipedia.org/wiki/Royal_Electrical_and_Mechanical_Engineers title="Royal Electrical and Mechanical Engineers">REME</a> officer Donald Bayley. Together they undertook the design and construction of a portable <a href=https://en.wikipedia.org/wiki/Secure_voice title="Secure voice">secure voice</a> communications machine codenamed <i><a href="https://en.wikipedia.org/w/index.php?title=Delilah_(voice_encryption)&action=edit&redlink=1" class=new title="Delilah (voice encryption) (page does not exist)">Delilah</a></i>.<sup id=cite_ref-FOOTNOTEHodges1983273_132-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983273-132><span class=cite-bracket>[</span>131<span class=cite-bracket>]</span></a></sup> The machine was intended for different applications, but it lacked the capability for use with long-distance radio transmissions. In any case, Delilah was completed too late to be used during the war. Though the system worked fully, with Turing demonstrating it to officials by encrypting and decrypting a recording of a <a href=https://en.wikipedia.org/wiki/Winston_Churchill title="Winston Churchill">Winston Churchill</a> speech, Delilah was not adopted for use.<sup id=cite_ref-FOOTNOTEHodges1983346_133-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983346-133><span class=cite-bracket>[</span>132<span class=cite-bracket>]</span></a></sup> Turing also consulted with Bell Labs on the development of <a href=https://en.wikipedia.org/wiki/SIGSALY title=SIGSALY>SIGSALY</a>, a secure voice system that was used in the later years of the war.
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</p>
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<div class="mw-heading mw-heading3"><h3 id=Early_computers_and_the_Turing_test>Early computers and the Turing test</h3></div>
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<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://en.wikipedia.org/wiki/File:Alan_Turing_78_High_Street_Hampton_blue_plaque.jpg class=mw-file-description><img 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" decoding=async width=250 height=251 class=mw-file-element srcset data-file-width=1701 data-file-height=1705 sizes></a><figcaption>Plaque, 78 High Street, <a href=https://en.wikipedia.org/wiki/Hampton,_London title="Hampton, London">Hampton</a></figcaption></figure>
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<p>Between 1945 and 1947, Turing lived in <a href=https://en.wikipedia.org/wiki/Hampton,_London title="Hampton, London">Hampton</a>, London,<sup id=cite_ref-134 class=reference><a href=#cite_note-134><span class=cite-bracket>[</span>133<span class=cite-bracket>]</span></a></sup> while he worked on the design of the <a href=https://en.wikipedia.org/wiki/ACE_(computer) class=mw-redirect title="ACE (computer)">ACE</a> (Automatic Computing Engine) at the <a href=https://en.wikipedia.org/wiki/National_Physical_Laboratory_(United_Kingdom) title="National Physical Laboratory (United Kingdom)">National Physical Laboratory (NPL)</a>. He presented a paper on 19 February 1946, which was the first detailed design of a <a href=https://en.wikipedia.org/wiki/Stored-program_computer title="Stored-program computer">stored-program computer</a>.<sup id=cite_ref-135 class=reference><a href=#cite_note-135><span class=cite-bracket>[</span>134<span class=cite-bracket>]</span></a></sup> <a href=https://en.wikipedia.org/wiki/John_von_Neumann title="John von Neumann">Von Neumann</a>'s incomplete <i><a href=https://en.wikipedia.org/wiki/First_Draft_of_a_Report_on_the_EDVAC title="First Draft of a Report on the EDVAC">First Draft of a Report on the EDVAC</a></i> had predated Turing's paper, but it was much less detailed and, according to <a href=https://en.wikipedia.org/wiki/John_R._Womersley title="John R. Womersley">John R. Womersley</a>, Superintendent of the NPL Mathematics Division, it "contains a number of ideas which are Dr. Turing's own".<sup id=cite_ref-136 class=reference><a href=#cite_note-136><span class=cite-bracket>[</span>135<span class=cite-bracket>]</span></a></sup>
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<p>Although ACE was a feasible design, the effect of the <a href=https://en.wikipedia.org/wiki/Official_Secrets_Act_1939 title="Official Secrets Act 1939">Official Secrets Act</a> surrounding the wartime work at Bletchley Park made it impossible for Turing to explain the basis of his analysis of how a computer installation involving human operators would work.<sup id=cite_ref-FOOTNOTEHodges1983416_137-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983416-137><span class=cite-bracket>[</span>136<span class=cite-bracket>]</span></a></sup> This led to delays in starting the project and he became disillusioned. In late 1947 he returned to Cambridge for a sabbatical year during which he produced a seminal work on <i>Intelligent Machinery</i> that was not published in his lifetime.<sup id=cite_ref-138 class=reference><a href=#cite_note-138><span class=cite-bracket>[</span>137<span class=cite-bracket>]</span></a></sup> While he was at Cambridge, the <a href=https://en.wikipedia.org/wiki/Pilot_ACE title="Pilot ACE">Pilot ACE</a> was being built in his absence. It executed its first program on 10 May 1950, and a number of later computers around the world owe much to it, including the <a href=https://en.wikipedia.org/wiki/English_Electric_DEUCE title="English Electric DEUCE">English Electric DEUCE</a> and the American <a href=https://en.wikipedia.org/wiki/Bendix_G-15 title="Bendix G-15">Bendix G-15</a>. The full version of Turing's ACE was not built until after his death.<sup id=cite_ref-139 class=reference><a href=#cite_note-139><span class=cite-bracket>[</span>138<span class=cite-bracket>]</span></a></sup>
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<p>According to the memoirs of the German computer pioneer <a href=https://en.wikipedia.org/wiki/Heinz_Billing title="Heinz Billing">Heinz Billing</a> from the <a href=https://en.wikipedia.org/wiki/Max_Planck_Institute_for_Physics title="Max Planck Institute for Physics">Max Planck Institute for Physics</a>, published by Genscher, Düsseldorf, there was a meeting between Turing and <a href=https://en.wikipedia.org/wiki/Konrad_Zuse title="Konrad Zuse">Konrad Zuse</a>.<sup id=cite_ref-140 class=reference><a href=#cite_note-140><span class=cite-bracket>[</span>139<span class=cite-bracket>]</span></a></sup> It took place in <a href=https://en.wikipedia.org/wiki/G%C3%B6ttingen title=Göttingen>Göttingen</a> in 1947. The interrogation had the form of a colloquium. Participants were Womersley, Turing, Porter from England and a few German researchers like Zuse, Walther, and Billing (for more details see Herbert Bruderer, <i>Konrad Zuse und die Schweiz</i>).
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</p>
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<figure class="mw-default-size mw-halign-right" typeof=mw:File/Thumb><a href=https://en.wikipedia.org/wiki/File:Alan_Turing_Blue_Plaque,_University_of_Manchester.jpg class=mw-file-description><img 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" decoding=async width=250 height=250 class=mw-file-element srcset data-file-width=1742 data-file-height=1742 sizes></a><figcaption>A <a href=https://en.wikipedia.org/wiki/Blue_plaque title="Blue plaque">blue plaque</a> commemorating Alan Turing's work at the <a href=https://en.wikipedia.org/wiki/University_of_Manchester title="University of Manchester">University of Manchester</a> where he was a <a href=https://en.wikipedia.org/wiki/Reader_(academic_rank) title="Reader (academic rank)">Reader</a> from 1948 to 1954</figcaption></figure>
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<p>In 1948, Turing was appointed <a href=https://en.wikipedia.org/wiki/Reader_(academic_rank) title="Reader (academic rank)">reader</a> in the <a href=https://en.wikipedia.org/wiki/School_of_Mathematics,_University_of_Manchester class=mw-redirect title="School of Mathematics, University of Manchester">Mathematics Department</a> at the <a href=https://en.wikipedia.org/wiki/University_of_Manchester title="University of Manchester">University of Manchester</a>. He lived at "Copper Folly", 43 Adlington Road, in <a href=https://en.wikipedia.org/wiki/Wilmslow title=Wilmslow>Wilmslow</a>.<sup id=cite_ref-141 class=reference><a href=#cite_note-141><span class=cite-bracket>[</span>140<span class=cite-bracket>]</span></a></sup> A year later, he became deputy director of the Computing Machine Laboratory, where he worked on software for one of the earliest <a href=https://en.wikipedia.org/wiki/Von_Neumann_architecture title="Von Neumann architecture">stored-program</a> computers—the <a href=https://en.wikipedia.org/wiki/Manchester_Mark_1 title="Manchester Mark 1">Manchester Mark 1</a>. Turing wrote the first version of the Programmer's Manual for this machine, was elected to membership of the <a href=https://en.wikipedia.org/wiki/Manchester_Literary_and_Philosophical_Society title="Manchester Literary and Philosophical Society">Manchester Literary and Philosophical Society</a>,<sup id=cite_ref-142 class=reference><a href=#cite_note-142><span class=cite-bracket>[</span>141<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-143 class=reference><a href=#cite_note-143><span class=cite-bracket>[</span>142<span class=cite-bracket>]</span></a></sup> and was recruited by Ferranti as a consultant in the development of their commercialised machine, the Ferranti Mark 1. He continued to be paid consultancy fees by Ferranti until his death.<sup id=cite_ref-144 class=reference><a href=#cite_note-144><span class=cite-bracket>[</span>143<span class=cite-bracket>]</span></a></sup> During this time, he continued to do more abstract work in mathematics,<sup id=cite_ref-doi10.1093/qjmam/1.1.287_145-0 class=reference><a href=#cite_note-doi10.1093/qjmam/1.1.287-145><span class=cite-bracket>[</span>144<span class=cite-bracket>]</span></a></sup> and in "<a href=https://en.wikipedia.org/wiki/Computing_Machinery_and_Intelligence title="Computing Machinery and Intelligence">Computing Machinery and Intelligence</a>",<sup id=cite_ref-mind_146-0 class=reference><a href=#cite_note-mind-146><span class=cite-bracket>[</span>145<span class=cite-bracket>]</span></a></sup> Turing addressed the problem of <a href=https://en.wikipedia.org/wiki/Artificial_intelligence title="Artificial intelligence">artificial intelligence</a>, and proposed an experiment that became known as the <a href=https://en.wikipedia.org/wiki/Turing_test title="Turing test">Turing test</a>, an attempt to define a standard for a machine to be called "intelligent". The idea was that a computer could be said to "think" if a human interrogator could not tell it apart, through conversation, from a human being.<sup id=cite_ref-147 class=reference><a href=#cite_note-147><span class=cite-bracket>[</span>146<span class=cite-bracket>]</span></a></sup> In the paper, Turing suggested that rather than building a program to simulate the adult mind, it would be better to produce a simpler one to simulate a child's mind and then to subject it to a course of education. A <a href=https://en.wikipedia.org/wiki/Turing_test#Reverse_Turing_test_and_CAPTCHA title="Turing test">reversed</a> form of the Turing test is widely used on the Internet; the <a href=https://en.wikipedia.org/wiki/CAPTCHA title=CAPTCHA>CAPTCHA</a> test is intended to determine whether the user is a human or a computer.
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<p>In 1948, Turing, working with his former undergraduate colleague, <a href=https://en.wikipedia.org/wiki/D.G._Champernowne class=mw-redirect title="D.G. Champernowne">D.G. Champernowne</a>, began writing a <a href=https://en.wikipedia.org/wiki/Chess title=Chess>chess</a> program for a computer that did not yet exist. By 1950, the program was completed and dubbed the <a href=https://en.wikipedia.org/wiki/Turochamp title=Turochamp>Turochamp</a>.<sup id=cite_ref-148 class=reference><a href=#cite_note-148><span class=cite-bracket>[</span>147<span class=cite-bracket>]</span></a></sup> In 1952, he tried to implement it on a <a href=https://en.wikipedia.org/wiki/Ferranti_Mark_1 title="Ferranti Mark 1">Ferranti Mark 1</a>, but lacking enough power, the computer was unable to execute the program. Instead, Turing "ran" the program by flipping through the pages of the algorithm and carrying out its instructions on a chessboard, taking about half an hour per move. The game was recorded.<sup id=cite_ref-149 class=reference><a href=#cite_note-149><span class=cite-bracket>[</span>148<span class=cite-bracket>]</span></a></sup> According to <a href=https://en.wikipedia.org/wiki/Garry_Kasparov title="Garry Kasparov">Garry Kasparov</a>, Turing's program "played a recognizable game of chess".<sup id=cite_ref-150 class=reference><a href=#cite_note-150><span class=cite-bracket>[</span>149<span class=cite-bracket>]</span></a></sup> The program lost to Turing's colleague <a href=https://en.wikipedia.org/wiki/Alick_Glennie title="Alick Glennie">Alick Glennie</a>, although it is said that it won a game against Champernowne's wife, Isabel.<sup id=cite_ref-151 class=reference><a href=#cite_note-151><span class=cite-bracket>[</span>150<span class=cite-bracket>]</span></a></sup>
|
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<p>His Turing test was a significant, characteristically provocative, and lasting contribution to the debate regarding artificial intelligence, which continues after more than half a century.<sup id=cite_ref-152 class=reference><a href=#cite_note-152><span class=cite-bracket>[</span>151<span class=cite-bracket>]</span></a></sup>
|
||
</p>
|
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<div class="mw-heading mw-heading3"><h3 id=Pattern_formation_and_mathematical_biology>Pattern formation and mathematical biology</h3></div>
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||
<p>When Turing was 39 years old in 1951, he turned to <a href=https://en.wikipedia.org/wiki/Mathematical_and_theoretical_biology title="Mathematical and theoretical biology">mathematical biology</a>, finally publishing his masterpiece "<a href=https://en.wikipedia.org/wiki/The_Chemical_Basis_of_Morphogenesis title="The Chemical Basis of Morphogenesis">The Chemical Basis of Morphogenesis</a>" in January 1952. He was interested in <a href=https://en.wikipedia.org/wiki/Morphogenesis title=Morphogenesis>morphogenesis</a>, the development of patterns and shapes in biological organisms. He suggested that a system of chemicals reacting with each other and diffusing across space, termed a <a href=https://en.wikipedia.org/wiki/Reaction%E2%80%93diffusion_system title="Reaction–diffusion system">reaction–diffusion system</a>, could account for "the main phenomena of morphogenesis".<sup id=cite_ref-chemical_153-0 class=reference><a href=#cite_note-chemical-153><span class=cite-bracket>[</span>152<span class=cite-bracket>]</span></a></sup> He used systems of <a href=https://en.wikipedia.org/wiki/Partial_differential_equations class=mw-redirect title="Partial differential equations">partial differential equations</a> to model catalytic chemical reactions. For example, if a catalyst A is required for a certain chemical reaction to take place, and if the reaction produced more of the catalyst A, then we say that the reaction is <a href=https://en.wikipedia.org/wiki/Autocatalytic class=mw-redirect title=Autocatalytic>autocatalytic</a>, and there is positive feedback that can be modelled by nonlinear differential equations. Turing discovered that patterns could be created if the chemical reaction not only produced catalyst A, but also produced an inhibitor B that slowed down the production of A. If A and B then diffused through the container at different rates, then you could have some regions where A dominated and some where B did. To calculate the extent of this, Turing would have needed a powerful computer, but these were not so freely available in 1951, so he had to use linear approximations to solve the equations by hand. These calculations gave the right qualitative results, and produced, for example, a uniform mixture that oddly enough had regularly spaced fixed red spots. The Russian biochemist <a href=https://en.wikipedia.org/wiki/Boris_Pavlovich_Belousov class=mw-redirect title="Boris Pavlovich Belousov">Boris Belousov</a> had performed experiments with similar results, but could not get his papers published because of the contemporary prejudice that any such thing violated the <a href=https://en.wikipedia.org/wiki/Second_law_of_thermodynamics title="Second law of thermodynamics">second law of thermodynamics</a>. Belousov was not aware of Turing's paper in the <i><a href=https://en.wikipedia.org/wiki/Philosophical_Transactions_of_the_Royal_Society title="Philosophical Transactions of the Royal Society">Philosophical Transactions of the Royal Society</a></i>.<sup id=cite_ref-154 class=reference><a href=#cite_note-154><span class=cite-bracket>[</span>153<span class=cite-bracket>]</span></a></sup>
|
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<p>Although published before the structure and role of <a href=https://en.wikipedia.org/wiki/DNA title=DNA>DNA</a> was understood, Turing's work on morphogenesis remains relevant today and is considered a seminal piece of work in mathematical biology.<sup id=cite_ref-155 class=reference><a href=#cite_note-155><span class=cite-bracket>[</span>154<span class=cite-bracket>]</span></a></sup> Some of this work aimed to understand plant <a href=https://en.wikipedia.org/wiki/Phyllotaxis title=Phyllotaxis>phyllotaxy</a>, specifically how plant <a href=https://en.wikipedia.org/wiki/Primordium title=Primordium>primordia</a> form in a ring around the apical <a href=https://en.wikipedia.org/wiki/Meristem title=Meristem>meristem</a> during plant growth and development, forming Fibonacci series.<sup id=cite_ref-156 class=reference><a href=#cite_note-156><span class=cite-bracket>[</span>155<span class=cite-bracket>]</span></a></sup> One of the early applications of Turing's paper was the work by James Murray explaining spots and stripes on the fur of cats, large and small.<sup id=cite_ref-157 class=reference><a href=#cite_note-157><span class=cite-bracket>[</span>156<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-158 class=reference><a href=#cite_note-158><span class=cite-bracket>[</span>157<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-159 class=reference><a href=#cite_note-159><span class=cite-bracket>[</span>158<span class=cite-bracket>]</span></a></sup> Further research in the area suggests that Turing's work can partially explain the growth of "feathers, hair follicles, the branching pattern of lungs, and even the left-right asymmetry that puts the heart on the left side of the chest".<sup id=cite_ref-160 class=reference><a href=#cite_note-160><span class=cite-bracket>[</span>159<span class=cite-bracket>]</span></a></sup> In 2012, Sheth, et al. found that in mice, removal of <a href=https://en.wikipedia.org/wiki/Hox_genes class=mw-redirect title="Hox genes">Hox genes</a> causes an increase in the number of digits without an increase in the overall size of the limb, suggesting that Hox genes control digit formation by tuning the wavelength of a Turing-type mechanism.<sup id=cite_ref-161 class=reference><a href=#cite_note-161><span class=cite-bracket>[</span>160<span class=cite-bracket>]</span></a></sup> Later papers were not available until <i>Collected Works of A. M. Turing</i> was published in 1992.<sup id=cite_ref-162 class=reference><a href=#cite_note-162><span class=cite-bracket>[</span>161<span class=cite-bracket>]</span></a></sup>
|
||
<p>A study conducted in 2023 confirmed Turing's mathematical model hypothesis. Presented by the <a href=https://en.wikipedia.org/wiki/American_Physical_Society title="American Physical Society">American Physical Society</a>, the experiment involved growing <a href=https://en.wikipedia.org/wiki/Chia_seed title="Chia seed">chia seeds</a> in even layers within trays, later adjusting the available moisture. Researchers experimentally tweaked the factors which appear in the Turing equations, and, as a result, patterns resembling those seen in natural environments emerged. This is believed to be the first time that experiments with living vegetation have verified Turing's mathematical insight.<sup id=cite_ref-163 class=reference><a href=#cite_note-163><span class=cite-bracket>[</span>162<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-164 class=reference><a href=#cite_note-164><span class=cite-bracket>[</span>163<span class=cite-bracket>]</span></a></sup>
|
||
</p>
|
||
<div class="mw-heading mw-heading2"><h2 id=Personal_life>Personal life</h2></div>
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||
<div class="mw-heading mw-heading3"><h3 id=Treasure>Treasure</h3></div>
|
||
<p>In the 1940s, Turing became worried about losing his savings in the event of a German invasion. In order to protect it, he bought two <a href=https://en.wikipedia.org/wiki/Silver_bar class=mw-redirect title="Silver bar">silver bars</a> weighing 3,200 oz (90 kg) and worth £250 (in 2022, £8,000 <a href=https://en.wikipedia.org/wiki/Adjusted_for_inflation class=mw-redirect title="Adjusted for inflation">adjusted for inflation</a>, £48,000 at spot price) and buried them in a wood near Bletchley Park.<sup id=cite_ref-165 class=reference><a href=#cite_note-165><span class=cite-bracket>[</span>164<span class=cite-bracket>]</span></a></sup> Upon returning to dig them up, Turing found that he was unable to break his own code describing where exactly he had hidden them. This, along with the fact that the area had been renovated, meant that he never regained the silver.<sup id=cite_ref-FOOTNOTEHodges1983643_166-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983643-166><span class=cite-bracket>[</span>165<span class=cite-bracket>]</span></a></sup>
|
||
</p>
|
||
<div class="mw-heading mw-heading3"><h3 id=Engagement>Engagement</h3></div>
|
||
<p>In 1941, Turing proposed marriage to Hut 8 colleague <a href=https://en.wikipedia.org/wiki/Joan_Clarke title="Joan Clarke">Joan Clarke</a>, a fellow mathematician and cryptanalyst, but their engagement was short-lived. After admitting his homosexuality to his fiancée, who was reportedly "unfazed" by the revelation, Turing decided that he could not go through with the marriage.<sup id=cite_ref-167 class=reference><a href=#cite_note-167><span class=cite-bracket>[</span>166<span class=cite-bracket>]</span></a></sup>
|
||
</p>
|
||
<div class="mw-heading mw-heading3"><h3 id=Chess>Chess</h3></div>
|
||
<p>Turing invented a hybrid chess sport, earlier than <a href=https://en.wikipedia.org/wiki/Chess_boxing title="Chess boxing">chess boxing</a>, referred to as <i>round-the-house chess</i>, one player makes a chess move, then that player runs around the house, and the other player must make a chess move before the first player returns.<sup id=cite_ref-scienceblogs/turings-chess_168-0 class=reference><a href=#cite_note-scienceblogs/turings-chess-168><span class=cite-bracket>[</span>167<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-RF.2019.024_169-0 class=reference><a href=#cite_note-RF.2019.024-169><span class=cite-bracket>[</span>168<span class=cite-bracket>]</span></a></sup>
|
||
</p>
|
||
<div class="mw-heading mw-heading3"><h3 id=Homosexuality_and_indecency_conviction>Homosexuality and indecency conviction</h3></div>
|
||
<figure class="mw-default-size mw-halign-left" typeof=mw:File/Thumb><a href=https://en.wikipedia.org/wiki/File:Dancehouse.jpg class=mw-file-description><img 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" decoding=async width=250 height=202 class=mw-file-element srcset data-file-width=1304 data-file-height=1052 sizes></a><figcaption>The <a href=https://en.wikipedia.org/wiki/Dancehouse title=Dancehouse>Dancehouse Theatre</a>, formerly the Regal Cinema, pictured in 2006, outside of which Turing met Arnold Murray</figcaption></figure>
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<p>In December 1951, Turing met Arnold Murray, a 19-year-old unemployed man. Turing was walking along Manchester's <a href=https://en.wikipedia.org/wiki/Wilmslow_Road title="Wilmslow Road">Oxford Road</a> when he met Murray just outside the <a href=https://en.wikipedia.org/wiki/Dancehouse title=Dancehouse>Regal Cinema</a> and invited him to lunch. The two agreed to meet again and in January 1952 began an intimate relationship.<sup id=cite_ref-170 class=reference><a href=#cite_note-170><span class=cite-bracket>[</span>169<span class=cite-bracket>]</span></a></sup> On 23 January, Turing's house in Wilmslow was burgled. Murray told Turing that he and the burglar were acquainted, and Turing reported the crime to the police. During the investigation, he acknowledged a sexual relationship with Murray. Homosexual acts were criminal offences in the United Kingdom at that time,<sup id=cite_ref-FOOTNOTEHodges1983458_171-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983458-171><span class=cite-bracket>[</span>170<span class=cite-bracket>]</span></a></sup> and both men were charged with "<a href=https://en.wikipedia.org/wiki/Gross_indecency title="Gross indecency">gross indecency</a>" under <a href=https://en.wikipedia.org/wiki/Criminal_Law_Amendment_Act_1885#Section_11 title="Criminal Law Amendment Act 1885">Section 11</a> of the <a href=https://en.wikipedia.org/wiki/Criminal_Law_Amendment_Act_1885 title="Criminal Law Amendment Act 1885">Criminal Law Amendment Act 1885</a>.<sup id=cite_ref-LeavittP268_172-0 class=reference><a href=#cite_note-LeavittP268-172><span class=cite-bracket>[</span>171<span class=cite-bracket>]</span></a></sup> Initial <a href=https://en.wikipedia.org/wiki/Committal_procedure title="Committal procedure">committal proceedings</a> for the trial were held on 27 February during which Turing's solicitor "reserved his defence", i.e., did not argue or provide evidence against the allegations. The proceedings were held at the <a href=https://en.wikipedia.org/wiki/Sessions_House,_Knutsford title="Sessions House, Knutsford">Sessions House</a> in <a href=https://en.wikipedia.org/wiki/Knutsford title=Knutsford>Knutsford</a>.<sup id=cite_ref-173 class=reference><a href=#cite_note-173><span class=cite-bracket>[</span>172<span class=cite-bracket>]</span></a></sup>
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<p>Turing was later convinced by the advice of his brother and his own solicitor, and he entered a plea of guilty.<sup id=cite_ref-FOOTNOTEHodges1983463_174-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983463-174><span class=cite-bracket>[</span>173<span class=cite-bracket>]</span></a></sup> The case, <i><a href=https://en.wikipedia.org/wiki/Elizabeth_II title="Elizabeth II">Regina</a> v. Turing and Murray,</i> was brought to trial on 31 March 1952.<sup id=cite_ref-FOOTNOTEHodges1983471_175-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983471-175><span class=cite-bracket>[</span>174<span class=cite-bracket>]</span></a></sup> Turing was convicted and given a choice between imprisonment and probation. His probation would be conditional on his agreement to undergo <a href=https://en.wikipedia.org/wiki/Hormone title=Hormone>hormonal</a> physical changes designed to reduce <a href=https://en.wikipedia.org/wiki/Libido title=Libido>libido</a>, known as "<a href=https://en.wikipedia.org/wiki/Chemical_castration title="Chemical castration">chemical castration</a>".<sup id=cite_ref-:2_176-0 class=reference><a href=#cite_note-:2-176><span class=cite-bracket>[</span>175<span class=cite-bracket>]</span></a></sup> He accepted the option of injections of what was then called stilboestrol (now known as <a href=https://en.wikipedia.org/wiki/Diethylstilbestrol title=Diethylstilbestrol>diethylstilbestrol</a> or DES), a synthetic <a href=https://en.wikipedia.org/wiki/Oestrogen class=mw-redirect title=Oestrogen>oestrogen</a>; this feminization of his body was continued for the course of one year. The treatment rendered Turing <a href=https://en.wikipedia.org/wiki/Impotence class=mw-redirect title=Impotence>impotent</a> and caused <a href=https://en.wikipedia.org/wiki/Gynaecomastia class=mw-redirect title=Gynaecomastia>breast tissue to form</a>.<sup id=cite_ref-177 class=reference><a href=#cite_note-177><span class=cite-bracket>[</span>176<span class=cite-bracket>]</span></a></sup> In a letter, Turing wrote that "no doubt I shall emerge from it all a different man, but quite who I've not found out".<sup id=cite_ref-178 class=reference><a href=#cite_note-178><span class=cite-bracket>[</span>177<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-FOOTNOTEHodges1983xxviii_179-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983xxviii-179><span class=cite-bracket>[</span>178<span class=cite-bracket>]</span></a></sup> Murray was given a conditional discharge.<sup id=cite_ref-FOOTNOTEHodges1983473_180-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983473-180><span class=cite-bracket>[</span>179<span class=cite-bracket>]</span></a></sup>
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<p>Turing's conviction led to the removal of his security clearance and barred him from continuing with his cryptographic consultancy for <a href=https://en.wikipedia.org/wiki/GCHQ title=GCHQ>GCHQ</a>, the British <a href=https://en.wikipedia.org/wiki/Signals_intelligence title="Signals intelligence">signals intelligence</a> agency that had evolved from GC&CS in 1946, though he kept his academic post. His trial took place only months after the defection to the Soviet Union of <a href=https://en.wikipedia.org/wiki/Guy_Burgess title="Guy Burgess">Guy Burgess</a> and <a href=https://en.wikipedia.org/wiki/Donald_Maclean_(spy) title="Donald Maclean (spy)">Donald Maclean</a>, in summer 1951, after which the Foreign Office started to consider anyone known to be homosexual as a potential security risk.<sup id=cite_ref-181 class=reference><a href=#cite_note-181><span class=cite-bracket>[</span>180<span class=cite-bracket>]</span></a></sup>
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<p>Turing was denied entry into the United States after his conviction in 1952, but was free to visit other European countries.<sup id=cite_ref-182 class=reference><a href=#cite_note-182><span class=cite-bracket>[</span>181<span class=cite-bracket>]</span></a></sup> In the summer of 1952 he visited Norway which was more tolerant of homosexuals. Among the various men he met there was one named Kjell Carlson. Kjell intended to visit Turing in the UK but the authorities intercepted Kjell's postcard detailing his travel arrangements and were able to intercept and deport him before the two could meet.<sup id=cite_ref-olinick13_183-0 class=reference><a href=#cite_note-olinick13-183><span class=cite-bracket>[</span>182<span class=cite-bracket>]</span></a></sup> It was also during this time that Turing started consulting a psychiatrist, Franz Greenbaum, with whom he got on well and who subsequently became a family friend.<sup id=cite_ref-olinick13_183-1 class=reference><a href=#cite_note-olinick13-183><span class=cite-bracket>[</span>182<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-dowd_184-0 class=reference><a href=#cite_note-dowd-184><span class=cite-bracket>[</span>183<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading2"><h2 id=Death>Death</h2></div>
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<figure class="mw-default-size mw-halign-right" typeof=mw:File/Thumb><a href=https://en.wikipedia.org/wiki/File:Turing_Plaque.jpg class=mw-file-description><img 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" decoding=async width=250 height=230 class=mw-file-element srcset data-file-width=933 data-file-height=858 sizes></a><figcaption>A <a href=https://en.wikipedia.org/wiki/Blue_plaque title="Blue plaque">blue plaque</a> on the house at 43 Adlington Road, <a href=https://en.wikipedia.org/wiki/Wilmslow title=Wilmslow>Wilmslow</a>, where Turing lived and died<sup id=cite_ref-copperfolly_185-0 class=reference><a href=#cite_note-copperfolly-185><span class=cite-bracket>[</span>184<span class=cite-bracket>]</span></a></sup></figcaption></figure>
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<p>On 8 June 1954, at his house at 43 Adlington Road, <a href=https://en.wikipedia.org/wiki/Wilmslow title=Wilmslow>Wilmslow</a>, Turing's housekeeper found him dead.<sup id=cite_ref-copperfolly_185-1 class=reference><a href=#cite_note-copperfolly-185><span class=cite-bracket>[</span>184<span class=cite-bracket>]</span></a></sup> A post mortem was held that evening, which determined that he had died the previous day at age 41 with <a href=https://en.wikipedia.org/wiki/Cyanide_poisoning title="Cyanide poisoning">cyanide poisoning</a> cited as the cause of death.<sup id=cite_ref-186 class=reference><a href=#cite_note-186><span class=cite-bracket>[</span>185<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-187 class=reference><a href=#cite_note-187><span class=cite-bracket>[</span>186<span class=cite-bracket>]</span></a></sup> When his body was discovered, an apple lay half-eaten beside his bed, and although the apple was not tested for cyanide,<sup id=cite_ref-FOOTNOTEHodges1983488_188-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983488-188><span class=cite-bracket>[</span>187<span class=cite-bracket>]</span></a></sup> it was speculated that this was the means by which Turing had consumed a fatal dose.
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<p>Turing's brother, John, identified the body the following day and took the advice given by Franz Greenbaum to accept the verdict of the <a href=https://en.wikipedia.org/wiki/Inquests_in_England_and_Wales title="Inquests in England and Wales">inquest</a>, as there was little prospect of establishing that the death was accidental.<sup id=cite_ref-reflections_189-0 class=reference><a href=#cite_note-reflections-189><span class=cite-bracket>[</span>188<span class=cite-bracket>]</span></a></sup> The inquest was held the following day, which determined the cause of death to be suicide.<sup id=cite_ref-:2_176-1 class=reference><a href=#cite_note-:2-176><span class=cite-bracket>[</span>175<span class=cite-bracket>]</span></a></sup> His nephew, writer Dermot Turing, does not believe that his conviction or hormone treatment had anything to do with his suicide. He points out that the conviction ended in 1952 and the treatment the following year. Furthermore, no physiological evidence was found that the treatment had any impact on his uncle's mental health, and he had just made a list of tasks he needed to perform when he got back to his office after a public holiday.<sup id=cite_ref-:3_190-0 class=reference><a href=#cite_note-:3-190><span class=cite-bracket>[</span>189<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-191 class=reference><a href=#cite_note-191><span class=cite-bracket>[</span>190<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-Collins_81-2 class=reference><a href=#cite_note-Collins-81><span class=cite-bracket>[</span>80<span class=cite-bracket>]</span></a></sup> Turing may have inhaled cyanide fumes from an electroplating experiment in his spare room, and he often ate an apple before bed, leaving it half eaten.<sup id=cite_ref-:3_190-1 class=reference><a href=#cite_note-:3-190><span class=cite-bracket>[</span>189<span class=cite-bracket>]</span></a></sup>
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<p>Turing's remains were cremated at <a href=https://en.wikipedia.org/wiki/Woking_Crematorium title="Woking Crematorium">Woking Crematorium</a> just two days later on 12 June 1954, with just his mother, brother, and <a href=https://en.wikipedia.org/wiki/Lyn_Irvine title="Lyn Irvine">Lyn Newman</a> attending,<sup id=cite_ref-192 class=reference><a href=#cite_note-192><span class=cite-bracket>[</span>191<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-FOOTNOTEHodges1983529_193-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983529-193><span class=cite-bracket>[</span>192<span class=cite-bracket>]</span></a></sup> and his ashes were scattered in the gardens of the crematorium, just as his father's had been.<sup id=cite_ref-FOOTNOTEHodges198350_194-0 class=reference><a href=#cite_note-FOOTNOTEHodges198350-194><span class=cite-bracket>[</span>193<span class=cite-bracket>]</span></a></sup> Turing's mother was on holiday in Italy at the time of his death and returned home after the inquest. She never accepted the verdict of suicide.<sup id=cite_ref-reflections_189-1 class=reference><a href=#cite_note-reflections-189><span class=cite-bracket>[</span>188<span class=cite-bracket>]</span></a></sup>
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<p>Philosopher <a href=https://en.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Jack Copeland</a> has questioned various aspects of the coroner's historical verdict. He suggested an alternative explanation for the cause of Turing's death: the accidental inhalation of cyanide fumes from an apparatus used to <a href=https://en.wikipedia.org/wiki/Electroplating title=Electroplating>electroplate</a> gold onto spoons. The <a href=https://en.wikipedia.org/wiki/Potassium_cyanide title="Potassium cyanide">potassium cyanide</a> was used to <a href=https://en.wikipedia.org/wiki/Gold#Chemistry title=Gold>dissolve the gold</a>. Turing had such an apparatus set up in his tiny spare room. Copeland noted that the autopsy findings were more consistent with inhalation than with ingestion of the poison. Turing also habitually ate an apple before going to bed, and it was not unusual for the apple to be discarded half-eaten.<sup id=cite_ref-Copeland_5-2 class=reference><a href=#cite_note-Copeland-5><span class=cite-bracket>[</span>5<span class=cite-bracket>]</span></a></sup> Furthermore, Turing had reportedly borne his legal setbacks and hormone treatment (which had been discontinued a year previously) "with good humour" and had shown no sign of despondency before his death. He even set down a list of tasks that he intended to complete upon returning to his office after the holiday weekend.<sup id=cite_ref-Copeland_5-3 class=reference><a href=#cite_note-Copeland-5><span class=cite-bracket>[</span>5<span class=cite-bracket>]</span></a></sup> Turing's mother believed that the ingestion was accidental, resulting from her son's careless storage of laboratory chemicals.<sup id=cite_ref-195 class=reference><a href=#cite_note-195><span class=cite-bracket>[</span>194<span class=cite-bracket>]</span></a></sup> Turing biographer <a href=https://en.wikipedia.org/wiki/Andrew_Hodges title="Andrew Hodges">Andrew Hodges</a> theorised that Turing deliberately made his death look accidental in order to shield his mother from the knowledge that he had killed himself.<sup id=cite_ref-FOOTNOTEHodges1983488,_489_196-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983488,_489-196><span class=cite-bracket>[</span>195<span class=cite-bracket>]</span></a></sup>
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<p>Doubts on the suicide thesis have been also cast by <a href=https://en.wikipedia.org/wiki/John_W._Dawson_Jr. title="John W. Dawson Jr.">John W. Dawson Jr.</a> who, in his review of Hodges' book, recalls "Turing's vulnerable position in the Cold War political climate" and points out that "Turing was found dead by a maid, who discovered him 'lying neatly in his bed'—hardly what one would expect of "a man fighting for life against the suffocation induced by cyanide poisoning." Turing had given no hint of suicidal inclinations to his friends and had made no effort to put his affairs in order.<sup id=cite_ref-197 class=reference><a href=#cite_note-197><span class=cite-bracket>[</span>196<span class=cite-bracket>]</span></a></sup>
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<p>Hodges and a later biographer, <a href=https://en.wikipedia.org/wiki/David_Leavitt title="David Leavitt">David Leavitt</a>, have both speculated that Turing was re-enacting a scene from the <a href=https://en.wikipedia.org/wiki/Walt_Disney title="Walt Disney">Walt Disney</a> film <i><a href=https://en.wikipedia.org/wiki/Snow_White_and_the_Seven_Dwarfs_(1937_film) title="Snow White and the Seven Dwarfs (1937 film)">Snow White and the Seven Dwarfs</a></i> (1937), his favourite fairy tale. Both men noted that (in Leavitt's words) he took "an especially keen pleasure in the scene where the Wicked Queen immerses her apple in the poisonous brew".<sup id=cite_ref-FOOTNOTEHodges1983140_198-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983140-198><span class=cite-bracket>[</span>197<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-FOOTNOTEHodges1983149_199-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983149-199><span class=cite-bracket>[</span>198<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-FOOTNOTEHodges1983489_200-0 class=reference><a href=#cite_note-FOOTNOTEHodges1983489-200><span class=cite-bracket>[</span>199<span class=cite-bracket>]</span></a></sup>
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</p>
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 decoding=async width=250 height=256 class=mw-file-element srcset data-file-width=2929 data-file-height=3001 sizes></a><figcaption>Turing's OBE currently held in <a href=https://en.wikipedia.org/wiki/Sherborne_School title="Sherborne School">Sherborne School</a> archives</figcaption></figure>
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<p>It has also been suggested that Turing's belief in <a href=https://en.wikipedia.org/wiki/Fortune-telling title=Fortune-telling>fortune-telling</a> may have caused his depressed mood.<sup id=cite_ref-FOOTNOTEHodges198350_194-1 class=reference><a href=#cite_note-FOOTNOTEHodges198350-194><span class=cite-bracket>[</span>193<span class=cite-bracket>]</span></a></sup> As a youth, Turing had been told by a fortune-teller that he would be a genius. In mid-May 1954, shortly before his death, Turing again decided to consult a fortune-teller during a day-trip to <a href=https://en.wikipedia.org/wiki/Lytham_St_Annes title="Lytham St Annes">St Annes-on-Sea</a> with the Greenbaum family.<sup id=cite_ref-FOOTNOTEHodges198350_194-2 class=reference><a href=#cite_note-FOOTNOTEHodges198350-194><span class=cite-bracket>[</span>193<span class=cite-bracket>]</span></a></sup> According to the Greenbaums' daughter, Barbara:<sup id=cite_ref-dowd_184-1 class=reference><a href=#cite_note-dowd-184><span class=cite-bracket>[</span>183<span class=cite-bracket>]</span></a></sup>
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||
</p>
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<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>But it was a lovely sunny day and Alan was in a cheerful mood and off we went ... Then he thought it would be a good idea to go to the <a href=https://en.wikipedia.org/wiki/Blackpool_Pleasure_Beach title="Blackpool Pleasure Beach">Pleasure Beach at Blackpool</a>. We found a fortune-teller's tent and Alan said he'd like to go in[,] so we waited around for him to come back ... And this sunny, cheerful visage had shrunk into a pale, shaking, horror-stricken face. Something had happened. We don't know what the fortune-teller said but he obviously was deeply unhappy. I think that was probably the last time we saw him before we heard of his suicide.</p></blockquote>
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<div class="mw-heading mw-heading2"><h2 id=Government_apology_and_pardon>Government apology and pardon</h2></div>
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<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1320445320><div role=note class="hatnote navigation-not-searchable">Main article: <a href=https://en.wikipedia.org/wiki/Alan_Turing_law title="Alan Turing law">Alan Turing law</a></div>
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<p>In August 2009, British programmer <a href=https://en.wikipedia.org/wiki/John_Graham-Cumming title="John Graham-Cumming">John Graham-Cumming</a> started a petition urging the British government to apologise for Turing's prosecution as a homosexual.<sup id=cite_ref-201 class=reference><a href=#cite_note-201><span class=cite-bracket>[</span>200<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-202 class=reference><a href=#cite_note-202><span class=cite-bracket>[</span>201<span class=cite-bracket>]</span></a></sup> The petition received more than 30,000 signatures.<sup id=cite_ref-PMapology_203-0 class=reference><a href=#cite_note-PMapology-203><span class=cite-bracket>[</span>202<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-204 class=reference><a href=#cite_note-204><span class=cite-bracket>[</span>203<span class=cite-bracket>]</span></a></sup> The prime minister, <a href=https://en.wikipedia.org/wiki/Gordon_Brown title="Gordon Brown">Gordon Brown</a>, acknowledged the petition, releasing a statement on 10 September 2009 apologising and describing the treatment of Turing as "appalling":<sup id=cite_ref-PMapology_203-1 class=reference><a href=#cite_note-PMapology-203><span class=cite-bracket>[</span>202<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-PM-apology_205-0 class=reference><a href=#cite_note-PM-apology-205><span class=cite-bracket>[</span>204<span class=cite-bracket>]</span></a></sup>
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||
</p>
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<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>Thousands of people have come together to demand justice for Alan Turing and recognition of the appalling way he was treated. While Turing was dealt with under the law of the time and we can't put the clock back, his treatment was of course utterly unfair and I am pleased to have the chance to say how deeply sorry I and we all are for what happened to him ... So on behalf of the British government, and all those who live freely thanks to Alan's work I am very proud to say: we're sorry, you deserved so much better.<sup id=cite_ref-PMapology_203-2 class=reference><a href=#cite_note-PMapology-203><span class=cite-bracket>[</span>202<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-206 class=reference><a href=#cite_note-206><span class=cite-bracket>[</span>205<span class=cite-bracket>]</span></a></sup></p></blockquote>
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<p>In December 2011, William Jones and his member of Parliament, <a href=https://en.wikipedia.org/wiki/John_Leech_(politician) title="John Leech (politician)">John Leech</a>, created an <a href=https://en.wikipedia.org/wiki/E-petition class=mw-redirect title=E-petition>e-petition</a><sup id=cite_ref-PardonPetition_207-0 class=reference><a href=#cite_note-PardonPetition-207><span class=cite-bracket>[</span>206<span class=cite-bracket>]</span></a></sup> requesting that the British government <a href=https://en.wikipedia.org/wiki/Pardon title=Pardon>pardon</a> Turing for his conviction of "gross indecency":<sup id=cite_ref-BBBCPardon_208-0 class=reference><a href=#cite_note-BBBCPardon-208><span class=cite-bracket>[</span>207<span class=cite-bracket>]</span></a></sup>
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||
</p>
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<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>We ask the HM Government to grant a pardon to Alan Turing for the conviction of "gross indecency". In 1952, he was convicted of "gross indecency" with another man and was forced to undergo so-called "organo-therapy"—chemical castration. Two years later, he killed himself with cyanide, aged just 41. Alan Turing was driven to a terrible despair and early death by the nation he'd done so much to save. This remains a shame on the British government and British history. A pardon can go some way to healing this damage. It may act as an apology to many of the other gay men, not as well-known as Alan Turing, who were subjected to these laws.<sup id=cite_ref-PardonPetition_207-1 class=reference><a href=#cite_note-PardonPetition-207><span class=cite-bracket>[</span>206<span class=cite-bracket>]</span></a></sup></p></blockquote>
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||
<p>The petition gathered over 37,000 signatures,<sup id=cite_ref-PardonPetition_207-2 class=reference><a href=#cite_note-PardonPetition-207><span class=cite-bracket>[</span>206<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-turingindependent24dec2013_209-0 class=reference><a href=#cite_note-turingindependent24dec2013-209><span class=cite-bracket>[</span>208<span class=cite-bracket>]</span></a></sup> and was submitted to Parliament by the Manchester MP John Leech but the request was discouraged by Justice Minister <a href=https://en.wikipedia.org/wiki/Tom_McNally,_Baron_McNally#Political_career title="Tom McNally, Baron McNally">Lord McNally</a>, who said:<sup id=cite_ref-PardonPetitionDiscouraged_210-0 class=reference><a href=#cite_note-PardonPetitionDiscouraged-210><span class=cite-bracket>[</span>209<span class=cite-bracket>]</span></a></sup>
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||
</p>
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<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1244412712><blockquote class=templatequote><p>A posthumous pardon was not considered appropriate as Alan Turing was properly convicted of what at the time was a criminal offence. He would have known that his offence was against the law and that he would be prosecuted. It is tragic that Alan Turing was convicted of an offence that now seems both cruel and absurd—particularly poignant given his outstanding contribution to the war effort. However, the law at the time required a prosecution and, as such, long-standing policy has been to accept that such convictions took place and, rather than trying to alter the historical context and to put right what cannot be put right, ensure instead that we never again return to those times.<sup id=cite_ref-211 class=reference><a href=#cite_note-211><span class=cite-bracket>[</span>210<span class=cite-bracket>]</span></a></sup></p></blockquote>
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<p>John Leech, the MP for <a href=https://en.wikipedia.org/wiki/Manchester_Withington_(UK_Parliament_constituency) class=mw-redirect title="Manchester Withington (UK Parliament constituency)">Manchester Withington</a> (2005–15), submitted several bills to Parliament<sup id=cite_ref-212 class=reference><a href=#cite_note-212><span class=cite-bracket>[</span>211<span class=cite-bracket>]</span></a></sup> and led a high-profile campaign to secure the pardon. Leech made the case in the House of Commons that Turing's contribution to the war made him a national hero and that it was "ultimately just embarrassing" that the conviction still stood.<sup id=cite_ref-Fitzgerald_213-0 class=reference><a href=#cite_note-Fitzgerald-213><span class=cite-bracket>[</span>212<span class=cite-bracket>]</span></a></sup> Leech continued to take the bill through Parliament and campaigned for several years, gaining the public support of numerous leading scientists, including <a href=https://en.wikipedia.org/wiki/Stephen_Hawking title="Stephen Hawking">Stephen Hawking</a>.<sup id=cite_ref-214 class=reference><a href=#cite_note-214><span class=cite-bracket>[</span>213<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-215 class=reference><a href=#cite_note-215><span class=cite-bracket>[</span>214<span class=cite-bracket>]</span></a></sup>
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<p>On 26 July 2012, a bill was introduced in the <a href=https://en.wikipedia.org/wiki/British_House_of_Lords class=mw-redirect title="British House of Lords">House of Lords</a> to grant a statutory pardon to Turing for offences under section 11 of the Criminal Law Amendment Act 1885, of which he was convicted on 31 March 1952.<sup id=cite_ref-216 class=reference><a href=#cite_note-216><span class=cite-bracket>[</span>215<span class=cite-bracket>]</span></a></sup> Late in the year in a letter to <i><a href=https://en.wikipedia.org/wiki/The_Daily_Telegraph title="The Daily Telegraph">The Daily Telegraph</a></i>, the physicist Stephen Hawking and 10 other signatories including the <a href=https://en.wikipedia.org/wiki/Astronomer_Royal title="Astronomer Royal">Astronomer Royal</a> <a href=https://en.wikipedia.org/wiki/Martin_Rees,_Baron_Rees_of_Ludlow class=mw-redirect title="Martin Rees, Baron Rees of Ludlow">Lord Rees</a>, <a href=https://en.wikipedia.org/wiki/List_of_presidents_of_the_Royal_Society title="List of presidents of the Royal Society">President of the Royal Society</a> Sir <a href=https://en.wikipedia.org/wiki/Paul_Nurse title="Paul Nurse">Paul Nurse</a>, <a href=https://en.wikipedia.org/wiki/Jean_Barker,_Baroness_Trumpington title="Jean Barker, Baroness Trumpington">Lady Trumpington</a> (who worked for Turing during the war) and <a href=https://en.wikipedia.org/wiki/John_Sharkey,_Baron_Sharkey title="John Sharkey, Baron Sharkey">Lord Sharkey</a> (the bill's sponsor) called on Prime Minister <a href=https://en.wikipedia.org/wiki/David_Cameron title="David Cameron">David Cameron</a> to act on the pardon request.<sup id=cite_ref-217 class=reference><a href=#cite_note-217><span class=cite-bracket>[</span>216<span class=cite-bracket>]</span></a></sup> The government indicated it would support the bill,<sup id=cite_ref-turingguardian19july2013_218-0 class=reference><a href=#cite_note-turingguardian19july2013-218><span class=cite-bracket>[</span>217<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-219 class=reference><a href=#cite_note-219><span class=cite-bracket>[</span>218<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-220 class=reference><a href=#cite_note-220><span class=cite-bracket>[</span>219<span class=cite-bracket>]</span></a></sup> and it passed its third reading in the House of Lords in October.<sup id=cite_ref-turingpinknewsdec2013_221-0 class=reference><a href=#cite_note-turingpinknewsdec2013-221><span class=cite-bracket>[</span>220<span class=cite-bracket>]</span></a></sup>
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<p>At the bill's second reading in the <a href=https://en.wikipedia.org/wiki/House_of_Commons_of_the_United_Kingdom title="House of Commons of the United Kingdom">House of Commons</a> on 29 November 2013, Conservative MP <a href=https://en.wikipedia.org/wiki/Christopher_Chope title="Christopher Chope">Christopher Chope</a> objected to the bill, delaying its passage. The bill was due to return to the House of Commons on 28 February 2014,<sup id=cite_ref-222 class=reference><a href=#cite_note-222><span class=cite-bracket>[</span>221<span class=cite-bracket>]</span></a></sup> but before the bill could be debated in the House of Commons,<sup id=cite_ref-223 class=reference><a href=#cite_note-223><span class=cite-bracket>[</span>222<span class=cite-bracket>]</span></a></sup> the government elected to proceed under the <a href=https://en.wikipedia.org/wiki/Royal_prerogative_of_mercy title="Royal prerogative of mercy">royal prerogative of mercy</a>. On 24 December 2013, <a href=https://en.wikipedia.org/wiki/Queen_Elizabeth_II class=mw-redirect title="Queen Elizabeth II">Queen Elizabeth II</a> signed a <a href=https://en.wikipedia.org/wiki/Royal_prerogative_of_mercy title="Royal prerogative of mercy">pardon</a> for Turing's conviction for "gross indecency", with immediate effect.<sup id=cite_ref-turingpardon24dec2013_224-0 class=reference><a href=#cite_note-turingpardon24dec2013-224><span class=cite-bracket>[</span>223<span class=cite-bracket>]</span></a></sup> Announcing the pardon, Lord Chancellor <a href=https://en.wikipedia.org/wiki/Chris_Grayling title="Chris Grayling">Chris Grayling</a> said Turing deserved to be "remembered and recognised for his fantastic contribution to the war effort" and not for his later criminal conviction.<sup id=cite_ref-turingindependent24dec2013_209-1 class=reference><a href=#cite_note-turingindependent24dec2013-209><span class=cite-bracket>[</span>208<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-BBC-pardon24Dec_225-0 class=reference><a href=#cite_note-BBC-pardon24Dec-225><span class=cite-bracket>[</span>224<span class=cite-bracket>]</span></a></sup> The Queen pronounced Turing pardoned in August 2014.<sup id=cite_ref-226 class=reference><a href=#cite_note-226><span class=cite-bracket>[</span>225<span class=cite-bracket>]</span></a></sup> It was only the fourth royal pardon granted since the conclusion of the Second World War.<sup id=cite_ref-227 class=reference><a href=#cite_note-227><span class=cite-bracket>[</span>226<span class=cite-bracket>]</span></a></sup> Pardons are normally granted only when the person is technically innocent, and a request has been made by the family or other interested party; neither condition was met in regard to Turing's conviction.<sup id=cite_ref-grauniad_228-0 class=reference><a href=#cite_note-grauniad-228><span class=cite-bracket>[</span>227<span class=cite-bracket>]</span></a></sup>
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<p>In September 2016, the government announced its intention to expand this retroactive exoneration to other men convicted of similar historical indecency offences, in what was described as an "<a href=https://en.wikipedia.org/wiki/Alan_Turing_law title="Alan Turing law">Alan Turing law</a>".<sup id=cite_ref-229 class=reference><a href=#cite_note-229><span class=cite-bracket>[</span>228<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-230 class=reference><a href=#cite_note-230><span class=cite-bracket>[</span>229<span class=cite-bracket>]</span></a></sup> The Alan Turing law is now an informal term for the law in the United Kingdom, contained in the <a href=https://en.wikipedia.org/wiki/Policing_and_Crime_Act_2017 title="Policing and Crime Act 2017">Policing and Crime Act 2017</a>, which serves as an <a href=https://en.wikipedia.org/wiki/Amnesty_law title="Amnesty law">amnesty law</a> to retroactively pardon men who were cautioned or convicted under historical legislation that outlawed homosexual acts. The law applies in England and Wales.<sup id=cite_ref-231 class=reference><a href=#cite_note-231><span class=cite-bracket>[</span>230<span class=cite-bracket>]</span></a></sup> Due to his repeated attempts to bring attention to the issue, Leech is now regularly described as the "architect" of Turing's pardon and subsequently the Alan Turing Law, which went on to secure pardons for 75,000 other men and women.<sup id=cite_ref-232 class=reference><a href=#cite_note-232><span class=cite-bracket>[</span>231<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-233 class=reference><a href=#cite_note-233><span class=cite-bracket>[</span>232<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-234 class=reference><a href=#cite_note-234><span class=cite-bracket>[</span>233<span class=cite-bracket>]</span></a></sup> At the British premiere of a film based on Turing's life, <i><a href=https://en.wikipedia.org/wiki/The_Imitation_Game title="The Imitation Game">The Imitation Game</a></i>, the producers thanked Leech for bringing the topic to public attention and securing Turing's pardon.<sup id=cite_ref-235 class=reference><a href=#cite_note-235><span class=cite-bracket>[</span>234<span class=cite-bracket>]</span></a></sup>
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<p>On 19 July 2023, <a href=https://en.wikipedia.org/wiki/Sexual_orientation_and_the_military_of_the_United_Kingdom#Official_apology_to_veterans title="Sexual orientation and the military of the United Kingdom">following an apology to LGBT veterans from the UK Government</a>, <a href=https://en.wikipedia.org/wiki/Secretary_of_State_for_Defence title="Secretary of State for Defence">Defence Secretary</a> <a href=https://en.wikipedia.org/wiki/Ben_Wallace_(politician) title="Ben Wallace (politician)">Ben Wallace</a> suggested Turing should be honoured with a permanent statue on the <a href=https://en.wikipedia.org/wiki/Fourth_plinth#Proposals_for_permanent_statues title="Fourth plinth">fourth plinth of Trafalgar Square</a>, describing Turing as "probably the greatest war hero, in my book, of the Second World War, [whose] achievements shortened the war, saved thousands of lives, helped defeat the Nazis. And his story is a sad story of a society and how it treated him."<sup id=cite_ref-236 class=reference><a href=#cite_note-236><span class=cite-bracket>[</span>235<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-237 class=reference><a href=#cite_note-237><span class=cite-bracket>[</span>236<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-238 class=reference><a href=#cite_note-238><span class=cite-bracket>[</span>237<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading2"><h2 id=Further_reading>Further reading</h2></div>
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<div class="mw-heading mw-heading3"><h3 id=Articles>Articles</h3></div>
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<ul><li><style data-mw-deduplicate=TemplateStyles:r1333433106 class=sf-hidden>.mw-parser-output cite.citation{font-style:inherit;word-wrap:break-word}.mw-parser-output .citation q{quotes:"\"""\"""'""'"}.mw-parser-output .citation:target{background-color:rgba(0,127,255,0.133)}.mw-parser-output .id-lock-free.id-lock-free a{background:url(data:image/svg+xml;base64,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)right 0.1em center/9px no-repeat}.mw-parser-output .id-lock-registration.id-lock-registration a{background:url(data:image/svg+xml;base64,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)right 0.1em center/9px no-repeat}body:not(.skin-timeless):not(.skin-minerva) .mw-parser-output .id-lock-free a,body:not(.skin-timeless):not(.skin-minerva) .mw-parser-output .id-lock-registration a{background-size:contain;padding:0 1em 0 0}.mw-parser-output .cs1-kern-left{padding-left:0.2em}.mw-parser-output .cs1-kern-right{padding-right:0.2em}.mw-parser-output .citation .mw-selflink{font-weight:inherit}@media screen{.mw-parser-output .cs1-format{font-size:95%}}</style><cite id=CITEREFCopeland class="citation journal cs1"><a href=https://en.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Copeland, B. Jack</a> (ed.). <a rel=nofollow class="external text" href=http://www.rutherfordjournal.org/article010111.html>"The Mind and the Computing Machine: Alan Turing and others"</a>. <i><a href=https://en.wikipedia.org/wiki/The_Rutherford_Journal class=mw-redirect title="The Rutherford Journal">The Rutherford Journal</a></i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20120318165042/http://www.rutherfordjournal.org/article010111.html>Archived</a> from the original on 18 March 2012<span class=reference-accessdate>. Retrieved <span class=nowrap>6 April</span> 2009</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Rutherford+Journal&rft.atitle=The+Mind+and+the+Computing+Machine%3A+Alan+Turing+and+others&rft_id=http%3A%2F%2Fwww.rutherfordjournal.org%2Farticle010111.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCopeland class="citation journal cs1">Copeland, B. Jack (ed.). <a rel=nofollow class="external text" href=http://www.rutherfordjournal.org/article040101.html>"Alan Turing: Father of the Modern Computer"</a>. <i><a href=https://en.wikipedia.org/wiki/The_Rutherford_Journal class=mw-redirect title="The Rutherford Journal">The Rutherford Journal</a></i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20220124221719/http://rutherfordjournal.org/article040101.html>Archived</a> from the original on 24 January 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>19 November</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Rutherford+Journal&rft.atitle=Alan+Turing%3A+Father+of+the+Modern+Computer&rft_id=http%3A%2F%2Fwww.rutherfordjournal.org%2Farticle040101.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHodges2004 class="citation encyclopaedia cs1">Hodges, Andrew (2004). "Turing, Alan Mathison". <i><a href=https://en.wikipedia.org/wiki/Dictionary_of_National_Biography#Oxford_Dictionary_of_National_Biography title="Dictionary of National Biography">Oxford Dictionary of National Biography</a></i> (online ed.). Oxford University Press. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1093%2Fref%3Aodnb%2F36578>10.1093/ref:odnb/36578</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Turing%2C+Alan+Mathison&rft.btitle=Oxford+Dictionary+of+National+Biography&rft.edition=online&rft.pub=Oxford+University+Press&rft.date=2004&rft_id=info%3Adoi%2F10.1093%2Fref%3Aodnb%2F36578&rft.aulast=Hodges&rft.aufirst=Andrew&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> <span style=font-size:0.95em;font-size:95%;color:var(--color-subtle,#555)>(Subscription, <a rel=nofollow class="external text" href=https://wikipedialibrary.wmflabs.org/partners/88/>Wikipedia Library</a> access or <a rel=nofollow class="external text" href=https://www.oxforddnb.com/help/subscribe#public>UK public library membership</a> required.)</span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHodges2007 class="citation encyclopaedia cs1">Hodges, Andrew (2007). <a rel=nofollow class="external text" href=http://plato.stanford.edu/entries/turing/>"Alan Turing"</a>. In Edward N. Zalta (ed.). <i><a href=https://en.wikipedia.org/wiki/Stanford_Encyclopedia_of_Philosophy title="Stanford Encyclopedia of Philosophy">Stanford Encyclopedia of Philosophy</a></i> (Winter 2009 ed.). <a href=https://en.wikipedia.org/wiki/Stanford_University title="Stanford University">Stanford University</a><span class=reference-accessdate>. Retrieved <span class=nowrap>10 January</span> 2011</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Alan+Turing&rft.btitle=Stanford+Encyclopedia+of+Philosophy&rft.edition=Winter+2009&rft.pub=Stanford+University&rft.date=2007&rft.aulast=Hodges&rft.aufirst=Andrew&rft_id=http%3A%2F%2Fplato.stanford.edu%2Fentries%2Fturing%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGray1999 class="citation magazine cs1">Gray, Paul (29 March 1999). <a rel=nofollow class="external text" href=https://web.archive.org/web/20071016225903/http://www.time.com/time/magazine/article/0,9171,990624,00.html>"Computer Scientist: Alan Turing"</a>. <i>Time</i>. Archived from <a rel=nofollow class="external text" href=http://www.time.com/time/magazine/article/0,9171,990624,00.html>the original</a> on 16 October 2007.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Time&rft.atitle=Computer+Scientist%3A+Alan+Turing&rft.date=1999-03-29&rft.aulast=Gray&rft.aufirst=Paul&rft_id=http%3A%2F%2Fwww.time.com%2Ftime%2Fmagazine%2Farticle%2F0%2C9171%2C990624%2C00.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id="CITEREFO'ConnellFitzgerald2003" class="citation journal cs1">O'Connell, H; Fitzgerald, M (2003). "Did Alan Turing have Asperger's syndrome?". <i>Irish Journal of Psychological Medicine</i>. <b>20</b> (1). Irish Institute of Psychological Medicine: <span class=nowrap>28–</span>31. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1017%2Fs0790966700007503>10.1017/s0790966700007503</a>. <a href=https://en.wikipedia.org/wiki/ISSN_(identifier) class=mw-redirect title="ISSN (identifier)">ISSN</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/issn/0790-9667>0790-9667</a>. <a href=https://en.wikipedia.org/wiki/PMID_(identifier) class=mw-redirect title="PMID (identifier)">PMID</a> <a rel=nofollow class="external text" href=https://pubmed.ncbi.nlm.nih.gov/30440230>30440230</a>. <a href=https://en.wikipedia.org/wiki/S2CID_(identifier) class=mw-redirect title="S2CID (identifier)">S2CID</a> <a rel=nofollow class="external text" href=https://api.semanticscholar.org/CorpusID:53563123>53563123</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Irish+Journal+of+Psychological+Medicine&rft.atitle=Did+Alan+Turing+have+Asperger%27s+syndrome%3F&rft.volume=20&rft.issue=1&rft.pages=28-31&rft.date=2003&rft.issn=0790-9667&rft_id=https%3A%2F%2Fapi.semanticscholar.org%2FCorpusID%3A53563123%23id-name%3DS2CID&rft_id=info%3Apmid%2F30440230&rft_id=info%3Adoi%2F10.1017%2Fs0790966700007503&rft.aulast=O%27Connell&rft.aufirst=H&rft.au=Fitzgerald%2C+M&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id="CITEREFO'ConnorRobertson" class="citation cs1">O'Connor, John J.; <a href=https://en.wikipedia.org/wiki/Edmund_F._Robertson class=mw-redirect title="Edmund F. Robertson">Robertson, Edmund F.</a> <a rel=nofollow class="external text" href=https://mathshistory.st-andrews.ac.uk/Biographies/Turing.html>"Alan Mathison Turing"</a>. <i><a href=https://en.wikipedia.org/wiki/MacTutor_History_of_Mathematics_Archive title="MacTutor History of Mathematics Archive">MacTutor History of Mathematics Archive</a></i>. <a href=https://en.wikipedia.org/wiki/University_of_St_Andrews title="University of St Andrews">University of St Andrews</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Alan+Mathison+Turing&rft.btitle=MacTutor+History+of+Mathematics+Archive&rft.pub=University+of+St+Andrews&rft.aulast=O%27Connor&rft.aufirst=John+J.&rft.au=Robertson%2C+Edmund+F.&rft_id=https%3A%2F%2Fmathshistory.st-andrews.ac.uk%2FBiographies%2FTuring.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></ul>
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<div class="mw-heading mw-heading3"><h3 id=Books>Books</h3></div>
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<ul><li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAgar2001 class="citation book cs1">Agar, Jon (2001). <i>Turing and the Universal Machine</i>. Duxford: Icon. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-1-84046-250-0 title=Special:BookSources/978-1-84046-250-0><bdi>978-1-84046-250-0</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Turing+and+the+Universal+Machine&rft.place=Duxford&rft.pub=Icon&rft.date=2001&rft.isbn=978-1-84046-250-0&rft.aulast=Agar&rft.aufirst=Jon&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAgar2003 class="citation book cs1">Agar, Jon (2003). <i>The government machine: a revolutionary history of the computer</i>. Cambridge, Massachusetts: MIT Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-262-01202-7 title=Special:BookSources/978-0-262-01202-7><bdi>978-0-262-01202-7</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+government+machine%3A+a+revolutionary+history+of+the+computer&rft.place=Cambridge%2C+Massachusetts&rft.pub=MIT+Press&rft.date=2003&rft.isbn=978-0-262-01202-7&rft.aulast=Agar&rft.aufirst=Jon&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBabbage2016 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Charles_Babbage title="Charles Babbage">Babbage, Charles</a> (2016) [1864]. Campbell-Kelly, Martin (ed.). <i>The Works of Charles Babbage: Passages from the Life of a Philosopher</i>. Oxford: Routledge. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-1-138-76370-8 title=Special:BookSources/978-1-138-76370-8><bdi>978-1-138-76370-8</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Works+of+Charles+Babbage%3A+Passages+from+the+Life+of+a+Philosopher&rft.place=Oxford&rft.pub=Routledge&rft.date=2016&rft.isbn=978-1-138-76370-8&rft.aulast=Babbage&rft.aufirst=Charles&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBeniger1986 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/James_R._Beniger title="James R. Beniger">Beniger, James</a> (1986). <a href=https://en.wikipedia.org/wiki/The_control_revolution:_technological_and_economic_origins_of_the_information_society class=mw-redirect title="The control revolution: technological and economic origins of the information society"><i>The control revolution: technological and economic origins of the information society</i></a>. Cambridge, Massachusetts: Harvard University Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-674-16986-9 title=Special:BookSources/978-0-674-16986-9><bdi>978-0-674-16986-9</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+control+revolution%3A+technological+and+economic+origins+of+the+information+society&rft.place=Cambridge%2C+Massachusetts&rft.pub=Harvard+University+Press&rft.date=1986&rft.isbn=978-0-674-16986-9&rft.aulast=Beniger&rft.aufirst=James&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBernhardt2017 class="citation book cs1">Bernhardt, Chris (2017). <i>Turing's Vision: The Birth of Computer Science</i>. MIT Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-262-53351-5 title=Special:BookSources/978-0-262-53351-5><bdi>978-0-262-53351-5</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Turing%27s+Vision%3A+The+Birth+of+Computer+Science&rft.pub=MIT+Press&rft.date=2017&rft.isbn=978-0-262-53351-5&rft.aulast=Bernhardt&rft.aufirst=Chris&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBodanis2005 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/David_Bodanis title="David Bodanis">Bodanis, David</a> (2005). <i>Electric Universe: How Electricity Switched on the Modern World</i>. New York: Three Rivers Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-307-33598-2 title=Special:BookSources/978-0-307-33598-2><bdi>978-0-307-33598-2</bdi></a>. <a href=https://en.wikipedia.org/wiki/OCLC_(identifier) class=mw-redirect title="OCLC (identifier)">OCLC</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/oclc/61684223>61684223</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Electric+Universe%3A+How+Electricity+Switched+on+the+Modern+World&rft.place=New+York&rft.pub=Three+Rivers+Press&rft.date=2005&rft_id=info%3Aoclcnum%2F61684223&rft.isbn=978-0-307-33598-2&rft.aulast=Bodanis&rft.aufirst=David&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBruderer2012 class="citation book cs1 cs1-prop-foreign-lang-source">Bruderer, Herbert (2012). "Die Maschinen von Charles Babbage, Alan Turing und John von Neumann". <i>Konrad Zuse und die Schweiz. Wer hat den Computer erfunden?</i> (in German). München: Oldenbourg Wissenschaftsverlag. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1524%2F9783486716658>10.1524/9783486716658</a>. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-3-486-71366-4 title=Special:BookSources/978-3-486-71366-4><bdi>978-3-486-71366-4</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Die+Maschinen+von+Charles+Babbage%2C+Alan+Turing+und+John+von+Neumann&rft.btitle=Konrad+Zuse+und+die+Schweiz.+Wer+hat+den+Computer+erfunden%3F&rft.place=M%C3%BCnchen&rft.pub=Oldenbourg+Wissenschaftsverlag&rft.date=2012&rft_id=info%3Adoi%2F10.1524%2F9783486716658&rft.isbn=978-3-486-71366-4&rft.aulast=Bruderer&rft.aufirst=Herbert&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCampbell-KellyAspray1996 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Martin_Campbell-Kelly title="Martin Campbell-Kelly">Campbell-Kelly, Martin</a>; Aspray, William (1996). <span class=id-lock-registration title="Free registration required"><a rel=nofollow class="external text" href=https://archive.org/details/computerhistoryo00camp><i>Computer: A History of the Information Machine</i></a></span>. New York: Basic Books. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-465-02989-1 title=Special:BookSources/978-0-465-02989-1><bdi>978-0-465-02989-1</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Computer%3A+A+History+of+the+Information+Machine&rft.place=New+York&rft.pub=Basic+Books&rft.date=1996&rft.isbn=978-0-465-02989-1&rft.aulast=Campbell-Kelly&rft.aufirst=Martin&rft.au=Aspray%2C+William&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fcomputerhistoryo00camp&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCeruzzi1998 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Paul_E._Ceruzzi title="Paul E. Ceruzzi">Ceruzzi, Paul E.</a> (1998). <i>A History of Modern Computing</i>. Cambridge, Massachusetts, and London: MIT Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-262-53169-6 title=Special:BookSources/978-0-262-53169-6><bdi>978-0-262-53169-6</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=A+History+of+Modern+Computing&rft.place=Cambridge%2C+Massachusetts%2C+and+London&rft.pub=MIT+Press&rft.date=1998&rft.isbn=978-0-262-53169-6&rft.aulast=Ceruzzi&rft.aufirst=Paul+E.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFChandler1977 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Alfred_D._Chandler_Jr. title="Alfred D. Chandler Jr.">Chandler, Alfred</a> (1977). <span class=id-lock-registration title="Free registration required"><a rel=nofollow class="external text" href=https://archive.org/details/visiblehandmanag00chan><i>The Visible Hand: The Managerial Revolution in American Business</i></a></span>. Cambridge, Massachusetts: Belknap Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-674-94052-9 title=Special:BookSources/978-0-674-94052-9><bdi>978-0-674-94052-9</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Visible+Hand%3A+The+Managerial+Revolution+in+American+Business&rft.place=Cambridge%2C+Massachusetts&rft.pub=Belknap+Press&rft.date=1977&rft.isbn=978-0-674-94052-9&rft.aulast=Chandler&rft.aufirst=Alfred&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fvisiblehandmanag00chan&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCoopervan_Leeuwen2013 class="citation book cs1">Cooper, S. Barry; van Leeuwen, Jan (2013). <i>Alan Turing: His Work and Impact</i>. New York: Elsevier. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-12-386980-7 title=Special:BookSources/978-0-12-386980-7><bdi>978-0-12-386980-7</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing%3A+His+Work+and+Impact&rft.place=New+York&rft.pub=Elsevier&rft.date=2013&rft.isbn=978-0-12-386980-7&rft.aulast=Cooper&rft.aufirst=S.+Barry&rft.au=van+Leeuwen%2C+Jan&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCopeland2005 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Copeland, B. Jack</a>, ed. (2005). <span class=id-lock-registration title="Free registration required"><a rel=nofollow class="external text" href=https://archive.org/details/alanturingsautom0000unse><i>Alan Turing's Automatic Computing Engine</i></a></span>. Oxford: Oxford University Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-19-856593-2 title=Special:BookSources/978-0-19-856593-2><bdi>978-0-19-856593-2</bdi></a>. <a href=https://en.wikipedia.org/wiki/OCLC_(identifier) class=mw-redirect title="OCLC (identifier)">OCLC</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/oclc/224640979>224640979</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing%27s+Automatic+Computing+Engine&rft.place=Oxford&rft.pub=Oxford+University+Press&rft.date=2005&rft_id=info%3Aoclcnum%2F224640979&rft.isbn=978-0-19-856593-2&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Falanturingsautom0000unse&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCopelandBowenWilsonSprevak2017 class="citation book cs1">Copeland, B. Jack; <a href=https://en.wikipedia.org/wiki/Jonathan_Bowen title="Jonathan Bowen">Bowen, Jonathan P.</a>; <a href=https://en.wikipedia.org/wiki/Robin_Wilson_(mathematician) title="Robin Wilson (mathematician)">Wilson, Robin</a>; Sprevak, Mark (2017). <a href=https://en.wikipedia.org/wiki/The_Turing_Guide title="The Turing Guide"><i>The Turing Guide</i></a>. <a href=https://en.wikipedia.org/wiki/Oxford_University_Press title="Oxford University Press">Oxford University Press</a>. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-19-874783-3 title=Special:BookSources/978-0-19-874783-3><bdi>978-0-19-874783-3</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Turing+Guide&rft.pub=Oxford+University+Press&rft.date=2017&rft.isbn=978-0-19-874783-3&rft.aulast=Copeland&rft.aufirst=B.+Jack&rft.au=Bowen%2C+Jonathan+P.&rft.au=Wilson%2C+Robin&rft.au=Sprevak%2C+Mark&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFDyson2012 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/George_Dyson_(science_historian) title="George Dyson (science historian)">Dyson, George</a> (2012). <i>Turing's Cathedral: The Origins of the Digital Universe</i>. Vintage. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-1-4000-7599-7 title=Special:BookSources/978-1-4000-7599-7><bdi>978-1-4000-7599-7</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Turing%27s+Cathedral%3A+The+Origins+of+the+Digital+Universe&rft.pub=Vintage&rft.date=2012&rft.isbn=978-1-4000-7599-7&rft.aulast=Dyson&rft.aufirst=George&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFEdwards1996 class="citation book cs1">Edwards, Paul N (1996). <i>The closed world: computers and the politics of discourse in Cold War America</i>. Cambridge, Massachusetts: MIT Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-262-55028-4 title=Special:BookSources/978-0-262-55028-4><bdi>978-0-262-55028-4</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+closed+world%3A+computers+and+the+politics+of+discourse+in+Cold+War+America&rft.place=Cambridge%2C+Massachusetts&rft.pub=MIT+Press&rft.date=1996&rft.isbn=978-0-262-55028-4&rft.aulast=Edwards&rft.aufirst=Paul+N&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGleick2011 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/James_Gleick title="James Gleick">Gleick, James</a> (2011). <a href=https://en.wikipedia.org/wiki/The_Information:_A_History,_a_Theory,_a_Flood title="The Information: A History, a Theory, a Flood"><i>The Information: A History, a Theory, a Flood</i></a>. New York: Pantheon. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-375-42372-7 title=Special:BookSources/978-0-375-42372-7><bdi>978-0-375-42372-7</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Information%3A+A+History%2C+a+Theory%2C+a+Flood&rft.place=New+York&rft.pub=Pantheon&rft.date=2011&rft.isbn=978-0-375-42372-7&rft.aulast=Gleick&rft.aufirst=James&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHochhuth1988 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Rolf_Hochhuth title="Rolf Hochhuth">Hochhuth, Rolf</a> (1988). <i>Alan Turing: en berättelse</i>. Symposion. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-91-7868-109-9 title=Special:BookSources/978-91-7868-109-9><bdi>978-91-7868-109-9</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing%3A+en+ber%C3%A4ttelse&rft.pub=Symposion&rft.date=1988&rft.isbn=978-91-7868-109-9&rft.aulast=Hochhuth&rft.aufirst=Rolf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFLevin2006 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Janna_Levin title="Janna Levin">Levin, Janna</a> (2006). <i>A Madman Dreams of Turing Machines</i>. New York: Knopf. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-1-4000-3240-2 title=Special:BookSources/978-1-4000-3240-2><bdi>978-1-4000-3240-2</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=A+Madman+Dreams+of+Turing+Machines&rft.place=New+York&rft.pub=Knopf&rft.date=2006&rft.isbn=978-1-4000-3240-2&rft.aulast=Levin&rft.aufirst=Janna&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFLubar1993 class="citation book cs1">Lubar, Steven (1993). <span class=id-lock-registration title="Free registration required"><a rel=nofollow class="external text" href=https://archive.org/details/infoculturesmith00luba><i>Infoculture</i></a></span>. Boston, Massachusetts and New York: Houghton Mifflin. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-395-57042-5 title=Special:BookSources/978-0-395-57042-5><bdi>978-0-395-57042-5</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Infoculture&rft.place=Boston%2C+Massachusetts+and+New+York&rft.pub=Houghton+Mifflin&rft.date=1993&rft.isbn=978-0-395-57042-5&rft.aulast=Lubar&rft.aufirst=Steven&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Finfoculturesmith00luba&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFPetzold2008 class="citation book cs1">Petzold, Charles (2008). <i><a href=https://en.wikipedia.org/wiki/The_Annotated_Turing title="The Annotated Turing">The Annotated Turing</a>: A Guided Tour through Alan Turing's Historic Paper on Computability and the Turing Machine</i>. <a href=https://en.wikipedia.org/wiki/Indianapolis title=Indianapolis>Indianapolis</a>: Wiley Publishing. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-470-22905-7 title=Special:BookSources/978-0-470-22905-7><bdi>978-0-470-22905-7</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Annotated+Turing%3A+A+Guided+Tour+through+Alan+Turing%27s+Historic+Paper+on+Computability+and+the+Turing+Machine&rft.place=Indianapolis&rft.pub=Wiley+Publishing&rft.date=2008&rft.isbn=978-0-470-22905-7&rft.aulast=Petzold&rft.aufirst=Charles&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFSmith1998 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Michael_Smith_(newspaper_reporter) title="Michael Smith (newspaper reporter)">Smith, Michael</a> (1998). <i>The Secrets of Station X: How the Bletchley Park codebreakers helped win the war</i>. <a href=https://en.wikipedia.org/wiki/Macmillan_Publishers title="Macmillan Publishers">Boxtree</a>. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0752221892 title=Special:BookSources/978-0752221892><bdi>978-0752221892</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Secrets+of+Station+X%3A+How+the+Bletchley+Park+codebreakers+helped+win+the+war&rft.pub=Boxtree&rft.date=1998&rft.isbn=978-0752221892&rft.aulast=Smith&rft.aufirst=Michael&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFSmith1997 class="citation book cs1">Smith, Roger (1997). <i>Fontana History of the Human Sciences</i>. London: Fontana.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Fontana+History+of+the+Human+Sciences&rft.place=London&rft.pub=Fontana&rft.date=1997&rft.aulast=Smith&rft.aufirst=Roger&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1959 class="citation book cs1">Turing, Sara Stoney (1959). <i>Alan M Turing</i>. W Heffer.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+M+Turing&rft.pub=W+Heffer&rft.date=1959&rft.aulast=Turing&rft.aufirst=Sara+Stoney&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> Turing's mother, who survived him by many years, wrote this 157-page biography of her son, glorifying his life. It was published in 1959, and so could not cover his war work. Scarcely 300 copies were sold (Sara Turing to Lyn Newman, 1967, Library of <a href=https://en.wikipedia.org/wiki/St_John%27s_College,_Cambridge title="St John's College, Cambridge">St John's College, Cambridge</a>). The six-page foreword by <a href=https://en.wikipedia.org/wiki/Lyn_Irvine title="Lyn Irvine">Lyn Irvine</a> includes reminiscences and is more frequently quoted. It was re-published by Cambridge University Press in 2012, to honour the centenary of his birth, and included a new foreword by <a href=https://en.wikipedia.org/wiki/Martin_Davis_(mathematician) title="Martin Davis (mathematician)">Martin Davis</a>, as well as a never-before-published memoir by Turing's older brother John F. Turing.</li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring2012 class="citation book cs1">Turing, Sara (2012). <i>Alan M. Turing</i>. <a href=https://en.wikipedia.org/wiki/Cambridge_University_Press title="Cambridge University Press">Cambridge University Press</a>. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-1-107-02058-0 title=Special:BookSources/978-1-107-02058-0><bdi>978-1-107-02058-0</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+M.+Turing&rft.pub=Cambridge+University+Press&rft.date=2012&rft.isbn=978-1-107-02058-0&rft.aulast=Turing&rft.aufirst=Sara&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> (originally published in 1959 by W. Heffer & Sons, Ltd)</li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFWeizenbaum1976 class="citation book cs1">Weizenbaum, Joseph (1976). <i>Computer Power and Human Reason</i>. London: W.H. Freeman. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/0-7167-0463-3 title=Special:BookSources/0-7167-0463-3><bdi>0-7167-0463-3</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Computer+Power+and+Human+Reason&rft.place=London&rft.pub=W.H.+Freeman&rft.date=1976&rft.isbn=0-7167-0463-3&rft.aulast=Weizenbaum&rft.aufirst=Joseph&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFWhitemoreHodges1988 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Hugh_Whitemore title="Hugh Whitemore">Whitemore, Hugh</a>; <a href=https://en.wikipedia.org/wiki/Andrew_Hodges title="Andrew Hodges">Hodges, Andrew</a> (1988). <i>Breaking the code</i>. S. French.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Breaking+the+code&rft.pub=S.+French&rft.date=1988&rft.aulast=Whitemore&rft.aufirst=Hugh&rft.au=Hodges%2C+Andrew&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> This 1986 Hugh Whitemore play tells the story of Turing's life and death. In the original West End and Broadway runs, <a href=https://en.wikipedia.org/wiki/Derek_Jacobi title="Derek Jacobi">Derek Jacobi</a> played Turing and he recreated the role in a 1997 television film based on the play made jointly by the BBC and <a href=https://en.wikipedia.org/wiki/WGBH-TV title=WGBH-TV>WGBH, Boston</a>. The play is published by Amber Lane Press, <a href=https://en.wikipedia.org/wiki/Oxford title=Oxford>Oxford</a>, ASIN: B000B7TM0Q</li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFWilliams1985 class="citation book cs1">Williams, Michael R. (1985). <i>A History of Computing Technology</i>. <a href=https://en.wikipedia.org/wiki/Englewood_Cliffs,_New_Jersey title="Englewood Cliffs, New Jersey">Englewood Cliffs, New Jersey</a>: <a href=https://en.wikipedia.org/wiki/Prentice-Hall class=mw-redirect title=Prentice-Hall>Prentice-Hall</a>. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/0-8186-7739-2 title=Special:BookSources/0-8186-7739-2><bdi>0-8186-7739-2</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=A+History+of+Computing+Technology&rft.place=Englewood+Cliffs%2C+New+Jersey&rft.pub=Prentice-Hall&rft.date=1985&rft.isbn=0-8186-7739-2&rft.aulast=Williams&rft.aufirst=Michael+R.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFYates1997 class="citation book cs1">Yates, David M. (1997). <i>Turing's Legacy: A history of computing at the National Physical Laboratory 1945–1995</i>. London: <a href=https://en.wikipedia.org/wiki/Science_Museum,_London title="Science Museum, London">London Science Museum</a>. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-901805-94-2 title=Special:BookSources/978-0-901805-94-2><bdi>978-0-901805-94-2</bdi></a>. <a href=https://en.wikipedia.org/wiki/OCLC_(identifier) class=mw-redirect title="OCLC (identifier)">OCLC</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/oclc/123794619>123794619</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Turing%27s+Legacy%3A+A+history+of+computing+at+the+National+Physical+Laboratory+1945%E2%80%931995&rft.place=London&rft.pub=London+Science+Museum&rft.date=1997&rft_id=info%3Aoclcnum%2F123794619&rft.isbn=978-0-901805-94-2&rft.aulast=Yates&rft.aufirst=David+M.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></ul>
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<div class="mw-heading mw-heading2"><h2 id=See_also>See also</h2></div>
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<ul><li><a href=https://en.wikipedia.org/wiki/Legacy_of_Alan_Turing title="Legacy of Alan Turing">Legacy of Alan Turing</a></li>
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<li><a href=https://en.wikipedia.org/wiki/List_of_things_named_after_Alan_Turing title="List of things named after Alan Turing">List of things named after Alan Turing</a></li>
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<li><a href=https://en.wikipedia.org/wiki/List_of_suicides_of_LGBTQ_people title="List of suicides of LGBTQ people">List of suicides of LGBTQ people</a></li>
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<li><a href=https://en.wikipedia.org/wiki/List_of_pioneers_in_computer_science title="List of pioneers in computer science">List of pioneers in computer science</a></ul>
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<div class="mw-heading mw-heading3"><h3 id=Works_cited>Works cited</h3></div>
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<style data-mw-deduplicate=TemplateStyles:r1239549316 class=sf-hidden>.mw-parser-output .refbegin{margin-bottom:0.5em}@media screen{.mw-parser-output .refbegin{font-size:90%}}</style><div class=refbegin>
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<ul><li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAlexandercirca_1945 class="citation web cs1">Alexander, C. Hugh O'D. <a rel=nofollow class="external text" href=http://www.ellsbury.com/gne/gne-000.htm>"Cryptographic History of Work on the German Naval Enigma"</a>. The National Archives, Kew, Reference HW 25/1. <a rel=nofollow class="external text" href=https://web.archive.org/web/20220217145825/http://www.ellsbury.com/gne/gne-000.htm>Archived</a> from the original on 17 February 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>15 November</span> 2010</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Cryptographic+History+of+Work+on+the+German+Naval+Enigma&rft.pub=The+National+Archives%2C+Kew%2C+Reference+HW+25%2F1&rft.aulast=Alexander&rft.aufirst=C.+Hugh+O%27D.&rft_id=http%3A%2F%2Fwww.ellsbury.com%2Fgne%2Fgne-000.htm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBeavers2013 class="citation book cs1">Beavers, Anthony (2013). <a rel=nofollow class="external text" href="https://books.google.com/books?id=C9WQbm4ovFoC&pg=PA481">"Alan Turing: Mathematical Mechanist"</a>. In Cooper, S. Barry; van Leeuwen, Jan (eds.). <i>Alan Turing: His Work and Impact</i>. Waltham: Elsevier. pp. <span class=nowrap>481–</span>485. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-12-386980-7 title=Special:BookSources/978-0-12-386980-7><bdi>978-0-12-386980-7</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Alan+Turing%3A+Mathematical+Mechanist&rft.btitle=Alan+Turing%3A+His+Work+and+Impact&rft.place=Waltham&rft.pages=481-485&rft.pub=Elsevier&rft.date=2013&rft.isbn=978-0-12-386980-7&rft.aulast=Beavers&rft.aufirst=Anthony&rft_id=https%3A%2F%2Fbooks.google.com%2Fbooks%3Fid%3DC9WQbm4ovFoC%26pg%3DPA481&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFChurch1936 class="citation journal cs1"><a href=https://en.wikipedia.org/wiki/Alonzo_Church title="Alonzo Church">Church, Alonzo</a> (1936). <a rel=nofollow class="external text" href=https://archive.org/details/sim_american-journal-of-mathematics_1936-04_58_2/page/344>"An Unsolvable Problem of Elementary Number Theory"</a>. <i><a href=https://en.wikipedia.org/wiki/American_Journal_of_Mathematics title="American Journal of Mathematics">American Journal of Mathematics</a></i>. <b>58</b> (2): <span class=nowrap>345–</span>363. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.2307%2F2371045>10.2307/2371045</a>. <a href=https://en.wikipedia.org/wiki/ISSN_(identifier) class=mw-redirect title="ISSN (identifier)">ISSN</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/issn/0002-9327>0002-9327</a>. <a href=https://en.wikipedia.org/wiki/JSTOR_(identifier) class=mw-redirect title="JSTOR (identifier)">JSTOR</a> <a rel=nofollow class="external text" href=https://www.jstor.org/stable/2371045>2371045</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=American+Journal+of+Mathematics&rft.atitle=An+Unsolvable+Problem+of+Elementary+Number+Theory&rft.volume=58&rft.issue=2&rft.pages=345-363&rft.date=1936&rft.issn=0002-9327&rft_id=https%3A%2F%2Fwww.jstor.org%2Fstable%2F2371045%23id-name%3DJSTOR&rft_id=info%3Adoi%2F10.2307%2F2371045&rft.aulast=Church&rft.aufirst=Alonzo&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fsim_american-journal-of-mathematics_1936-04_58_2%2Fpage%2F344&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCopeland2004a class="citation journal cs1"><a href=https://en.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Copeland, B. Jack</a> (2004a). "Colossus: Its Origins and Originators". <i><a href=https://en.wikipedia.org/wiki/IEEE_Annals_of_the_History_of_Computing title="IEEE Annals of the History of Computing">IEEE Annals of the History of Computing</a></i>. <b>26</b> (4): <span class=nowrap>38–</span>45. <a href=https://en.wikipedia.org/wiki/Bibcode_(identifier) class=mw-redirect title="Bibcode (identifier)">Bibcode</a>:<a rel=nofollow class="external text" href=https://ui.adsabs.harvard.edu/abs/2004IAHC...26d..38C>2004IAHC...26d..38C</a>. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1109%2FMAHC.2004.26>10.1109/MAHC.2004.26</a>. <a href=https://en.wikipedia.org/wiki/S2CID_(identifier) class=mw-redirect title="S2CID (identifier)">S2CID</a> <a rel=nofollow class="external text" href=https://api.semanticscholar.org/CorpusID:20209254>20209254</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=IEEE+Annals+of+the+History+of+Computing&rft.atitle=Colossus%3A+Its+Origins+and+Originators&rft.volume=26&rft.issue=4&rft.pages=38-45&rft.date=2004&rft_id=https%3A%2F%2Fapi.semanticscholar.org%2FCorpusID%3A20209254%23id-name%3DS2CID&rft_id=info%3Adoi%2F10.1109%2FMAHC.2004.26&rft_id=info%3Abibcode%2F2004IAHC...26d..38C&rft.aulast=Copeland&rft.aufirst=B.+Jack&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCopeland2004b class="citation book cs1">Copeland, B. Jack, ed. (2004b). <i>The Essential Turing</i>. Oxford: Oxford University Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-19-825079-1 title=Special:BookSources/978-0-19-825079-1><bdi>978-0-19-825079-1</bdi></a>. <a href=https://en.wikipedia.org/wiki/OCLC_(identifier) class=mw-redirect title="OCLC (identifier)">OCLC</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/oclc/156728127>156728127</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Essential+Turing&rft.place=Oxford&rft.pub=Oxford+University+Press&rft.date=2004&rft_id=info%3Aoclcnum%2F156728127&rft.isbn=978-0-19-825079-1&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCopeland2006 class="citation book cs1">Copeland, B. Jack (2006). <i>Colossus: The secrets of Bletchley Park's code-breaking computers</i>. Oxford University Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-19-284055-4 title=Special:BookSources/978-0-19-284055-4><bdi>978-0-19-284055-4</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Colossus%3A+The+secrets+of+Bletchley+Park%27s+code-breaking+computers&rft.pub=Oxford+University+Press&rft.date=2006&rft.isbn=978-0-19-284055-4&rft.aulast=Copeland&rft.aufirst=B.+Jack&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span>
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<ul><li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHilton2006 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Peter_Hilton title="Peter Hilton">Hilton, Peter</a> (2006). "Living with Fish: Breaking Tunny in the Newmanry and Testery". <i>Colussus</i>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Living+with+Fish%3A+Breaking+Tunny+in+the+Newmanry+and+Testery&rft.btitle=Colussus&rft.date=2006&rft.aulast=Hilton&rft.aufirst=Peter&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> in <a href=#CITEREFCopeland2006>Copeland 2006</a>, pp. 189–203</ul></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGannon2007 class="citation book cs1">Gannon, Paul (2007) [2006]. <i>Colossus: Bletchley Park's Greatest Secret</i>. London: Atlantic Books. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-1-84354-331-2 title=Special:BookSources/978-1-84354-331-2><bdi>978-1-84354-331-2</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Colossus%3A+Bletchley+Park%27s+Greatest+Secret&rft.place=London&rft.pub=Atlantic+Books&rft.date=2007&rft.isbn=978-1-84354-331-2&rft.aulast=Gannon&rft.aufirst=Paul&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHodges1983 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Andrew_Hodges title="Andrew Hodges">Hodges, Andrew</a> (1983). <a href=https://en.wikipedia.org/wiki/Alan_Turing:_The_Enigma title="Alan Turing: The Enigma"><i>Alan Turing: The Enigma</i></a>. London: Burnett Books Ltd. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-09-152130-1 title=Special:BookSources/978-0-09-152130-1><bdi>978-0-09-152130-1</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing%3A+The+Enigma&rft.place=London&rft.pub=Burnett+Books+Ltd&rft.date=1983&rft.isbn=978-0-09-152130-1&rft.aulast=Hodges&rft.aufirst=Andrew&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span>; basis of the film <i><a href=https://en.wikipedia.org/wiki/The_Imitation_Game title="The Imitation Game">The Imitation Game</a></i></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFLeavitt2007 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/David_Leavitt title="David Leavitt">Leavitt, David</a> (2007). <i>The man who knew too much: Alan Turing and the invention of the computer</i>. Phoenix. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-7538-2200-5 title=Special:BookSources/978-0-7538-2200-5><bdi>978-0-7538-2200-5</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+man+who+knew+too+much%3A+Alan+Turing+and+the+invention+of+the+computer&rft.pub=Phoenix&rft.date=2007&rft.isbn=978-0-7538-2200-5&rft.aulast=Leavitt&rft.aufirst=David&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFLewin1978 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Ronald_Lewin title="Ronald Lewin">Lewin, Ronald</a> (1978). <i>Ultra Goes to War: The Secret Story</i>. Classic Military History (Classic Penguin ed.). London: Hutchinson & Co (published 2001). <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-1-56649-231-7 title=Special:BookSources/978-1-56649-231-7><bdi>978-1-56649-231-7</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Ultra+Goes+to+War%3A+The+Secret+Story&rft.place=London&rft.series=Classic+Military+History&rft.edition=Classic+Penguin&rft.pub=Hutchinson+%26+Co&rft.date=1978&rft.isbn=978-1-56649-231-7&rft.aulast=Lewin&rft.aufirst=Ronald&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFMahon1945 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/A._P._Mahon class=mw-redirect title="A. P. Mahon">Mahon, A. P.</a> (June 1945). <a rel=nofollow class="external text" href=https://web.archive.org/web/20070220023304/http://www.ellsbury.com/hut8/hut8-000.htm><i>The History of Hut Eight, 1939 - 1945</i></a>. <a href=https://en.wikipedia.org/wiki/National_Archives,_Kew class=mw-redirect title="National Archives, Kew">National Archives, Kew</a>: United Kingdom. Archived from <a rel=nofollow class="external text" href=http://www.ellsbury.com/hut8/hut8-000.htm>the original</a> on 20 February 2007<span class=reference-accessdate>. Retrieved <span class=nowrap>10 December</span> 2009</span> – via ellsbury.com. <q>Reference HW 25/2</q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+History+of+Hut+Eight%2C+1939+-+1945&rft.place=National+Archives%2C+Kew&rft.pub=United+Kingdom&rft.date=1945-06&rft.aulast=Mahon&rft.aufirst=A.+P.&rft_id=http%3A%2F%2Fwww.ellsbury.com%2Fhut8%2Fhut8-000.htm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></ul>
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<dl><dd><dl><dd>In 1996, a copy was released to the <a href=https://en.wikipedia.org/wiki/National_Archives_and_Records_Administration title="National Archives and Records Administration">National Archives and Records Administration</a>.<sup id=cite_ref-turingarchive/amt-b-27b_239-0 class=reference><a href=#cite_note-turingarchive/amt-b-27b-239><span class=cite-bracket>[</span>238<span class=cite-bracket>]</span></a></sup> Then a copy was released to <a href=https://en.wikipedia.org/wiki/National_Archives,_Kew class=mw-redirect title="National Archives, Kew">National Archives, Kew</a>.<sup id=cite_ref-discovery.NA.uk/C6136632_240-0 class=reference><a href=#cite_note-discovery.NA.uk/C6136632-240><span class=cite-bracket>[</span>239<span class=cite-bracket>]</span></a></sup> Mahon's account is first-hand from October 1941. Also published as a book chapter (<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1093%2Foso%2F9780198250791.003.0010>10.1093/oso/9780198250791.003.0010</a>), and a volume in a series.<sup id=cite_ref-978-0-85420-442-7_241-0 class=reference><a href=#cite_note-978-0-85420-442-7-241><span class=cite-bracket>[</span>240<span class=cite-bracket>]</span></a></sup></dl></dl>
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<ul><li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFOakley2006 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Brian_Oakley title="Brian Oakley">Oakley, Brian</a>, ed. (2006). <i>The Bletchley Park War Diaries: July 1939 – August 1945</i> (2.6 ed.). Wynne Press.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Bletchley+Park+War+Diaries%3A+July+1939+%E2%80%93+August+1945&rft.edition=2.6&rft.pub=Wynne+Press&rft.date=2006&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFSipser2006 class="citation book cs1">Sipser, Michael (2006). <i>Introduction to the Theory of Computation</i>. PWS Publishing. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-534-95097-2 title=Special:BookSources/978-0-534-95097-2><bdi>978-0-534-95097-2</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Introduction+to+the+Theory+of+Computation&rft.pub=PWS+Publishing&rft.date=2006&rft.isbn=978-0-534-95097-2&rft.aulast=Sipser&rft.aufirst=Michael&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></li>
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<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1937 class="citation news cs1">Turing, A. M. (1937) [Delivered to the Society November 1936]. <a rel=nofollow class="external text" href=http://www.comlab.ox.ac.uk/activities/ieg/e-library/sources/tp2-ie.pdf>"On Computable Numbers, with an Application to the Entscheidungsproblem"</a> <span class=cs1-format>(PDF)</span>. <i>Proceedings of the London Mathematical Society</i>. 2. Vol. 42, no. 1. pp. <span class=nowrap>230–</span>65. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1112%2Fplms%2Fs2-42.1.230>10.1112/plms/s2-42.1.230</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20110506090827/http://www.comlab.ox.ac.uk/activities/ieg/e-library/sources/tp2-ie.pdf>Archived</a> <span class=cs1-format>(PDF)</span> from the original on 6 May 2011<span class=reference-accessdate>. Retrieved <span class=nowrap>15 July</span> 2009</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Proceedings+of+the+London+Mathematical+Society&rft.atitle=On+Computable+Numbers%2C+with+an+Application+to+the+Entscheidungsproblem&rft.volume=42&rft.issue=1&rft.pages=230-65&rft.date=1937&rft_id=info%3Adoi%2F10.1112%2Fplms%2Fs2-42.1.230&rft.aulast=Turing&rft.aufirst=A.+M.&rft_id=http%3A%2F%2Fwww.comlab.ox.ac.uk%2Factivities%2Fieg%2Fe-library%2Fsources%2Ftp2-ie.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></ul>
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<div class="mw-heading mw-heading2"><h2 id=Notes>Notes</h2></div>
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<div>
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<div class=mw-references-wrap><ol class=references data-mw-group=note>
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<li id=cite_note-6><span class=mw-cite-backlink><b><a href=#cite_ref-6 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>Turing's death was officially determined as a suicide by an <a href=https://en.wikipedia.org/wiki/Inquest title=Inquest>inquest</a>, but this has been disputed.<sup id=cite_ref-Copeland_5-0 class=reference><a href=#cite_note-Copeland-5><span class=cite-bracket>[</span>5<span class=cite-bracket>]</span></a></sup></span>
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</li>
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</ol></div></div>
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<div class="mw-heading mw-heading2"><h2 id=References>References</h2></div>
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<link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1327269900><div class="mw-references-wrap mw-references-columns" style=column-width:calc(0.9*30em)><ol class=references>
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<li id=cite_note-googlescholar-1><span class=mw-cite-backlink>^ <a href=#cite_ref-googlescholar_1-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-googlescholar_1-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><a rel=nofollow class="external text" href="https://scholar.google.com/citations?user=VWCHlwkAAAAJ">Alan Turing</a> publications indexed by <a href=https://en.wikipedia.org/wiki/Google_Scholar title="Google Scholar">Google Scholar</a> <span class="mw-valign-text-top noprint" typeof=mw:File/Frameless><a href=https://www.wikidata.org/wiki/Q7251#P1960 title="Edit this at Wikidata"><img alt="Edit this at Wikidata" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="20" height="20"><rect fill-opacity="0"/></svg>' decoding=async width=10 height=10 class=mw-file-element data-file-width=20 data-file-height=20 style="background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-30)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important"></a></span></span>
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<li id=cite_note-mathgene-2><span class=mw-cite-backlink>^ <a href=#cite_ref-mathgene_2-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-mathgene_2-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><a rel=nofollow class="external text" href="https://mathgenealogy.org/id.php?id=8014">Alan Turing</a> at the <a href=https://en.wikipedia.org/wiki/Mathematics_Genealogy_Project title="Mathematics Genealogy Project">Mathematics Genealogy Project</a></span>
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<li id=cite_note-gandyphd-3><span class=mw-cite-backlink><b><a href=#cite_ref-gandyphd_3-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGandy1953 class="citation thesis cs1">Gandy, Robin Oliver (1953). <a rel=nofollow class="external text" href=https://www.repository.cam.ac.uk/handle/1810/245090><i>On axiomatic systems in mathematics and theories in physics</i></a> (PhD thesis). University of Cambridge. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.17863%2FCAM.16125>10.17863/CAM.16125</a>. <link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><a href=https://en.wikipedia.org/wiki/EThOS class=mw-redirect title=EThOS>EThOS</a> <a rel=nofollow class="external text" href="http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.590164">uk.bl.ethos.590164</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20171209152236/https://www.repository.cam.ac.uk/handle/1810/245090>Archived</a> from the original on 9 December 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>9 December</span> 2017</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Adissertation&rft.title=On+axiomatic+systems+in+mathematics+and+theories+in+physics&rft.degree=PhD&rft.inst=University+of+Cambridge&rft.date=1953&rft_id=info%3Adoi%2F10.17863%2FCAM.16125&rft.aulast=Gandy&rft.aufirst=Robin+Oliver&rft_id=https%3A%2F%2Fwww.repository.cam.ac.uk%2Fhandle%2F1810%2F245090&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> <span style=position:relative;top:-2px><span typeof=mw:File><a href=https://en.wikipedia.org/wiki/Open_access#Free_access title="Free to read"><img alt="Free access icon" src="data:image/png;base64,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" decoding=async width=9 height=14 class=mw-file-element data-file-width=512 data-file-height=813></a></span></span></span>
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<li id=cite_note-bowen19-4><span class=mw-cite-backlink>^ <a href=#cite_ref-bowen19_4-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-bowen19_4-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBowen2019 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Jonathan_Bowen title="Jonathan Bowen">Bowen, Jonathan P.</a> (2019). "The Impact of Alan Turing: Formal Methods and Beyond". In Bowen, Jonathan P.; <a href=https://en.wikipedia.org/wiki/Zhiming_Liu_(computer_scientist) title="Zhiming Liu (computer scientist)">Liu, Zhiming</a>; Zhang, Zili (eds.). <a rel=nofollow class="external text" href=http://researchopen.lsbu.ac.uk/3224/1/setss2018.pdf><i>Engineering Trustworthy Software Systems</i></a> <span class=cs1-format>(PDF)</span>. <a href=https://en.wikipedia.org/wiki/Lecture_Notes_in_Computer_Science title="Lecture Notes in Computer Science">Lecture Notes in Computer Science</a>. Vol. 11430. Cham: <a href=https://en.wikipedia.org/wiki/Springer_Nature title="Springer Nature">Springer</a>. pp. <span class=nowrap>202–</span>235. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1007%2F978-3-030-17601-3_5>10.1007/978-3-030-17601-3_5</a>. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-3-030-17600-6 title=Special:BookSources/978-3-030-17600-6><bdi>978-3-030-17600-6</bdi></a>. <a href=https://en.wikipedia.org/wiki/S2CID_(identifier) class=mw-redirect title="S2CID (identifier)">S2CID</a> <a rel=nofollow class="external text" href=https://api.semanticscholar.org/CorpusID:121295850>121295850</a>. <a rel=nofollow class="external text" href=https://ghostarchive.org/archive/20221009/http://researchopen.lsbu.ac.uk/3224/1/setss2018.pdf>Archived</a> <span class=cs1-format>(PDF)</span> from the original on 9 October 2022.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=The+Impact+of+Alan+Turing%3A+Formal+Methods+and+Beyond&rft.btitle=Engineering+Trustworthy+Software+Systems&rft.place=Cham&rft.series=Lecture+Notes+in+Computer+Science&rft.pages=202-235&rft.pub=Springer&rft.date=2019&rft_id=https%3A%2F%2Fapi.semanticscholar.org%2FCorpusID%3A121295850%23id-name%3DS2CID&rft_id=info%3Adoi%2F10.1007%2F978-3-030-17601-3_5&rft.isbn=978-3-030-17600-6&rft.aulast=Bowen&rft.aufirst=Jonathan+P.&rft_id=http%3A%2F%2Fresearchopen.lsbu.ac.uk%2F3224%2F1%2Fsetss2018.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-Copeland-5><span class=mw-cite-backlink>^ <a href=#cite_ref-Copeland_5-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-Copeland_5-1><sup><i><b>b</b></i></sup></a> <a href=#cite_ref-Copeland_5-2><sup><i><b>c</b></i></sup></a> <a href=#cite_ref-Copeland_5-3><sup><i><b>d</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFPease2012 class="citation news cs1">Pease, Roland (23 June 2012). <a rel=nofollow class="external text" href=https://www.bbc.co.uk/news/science-environment-18561092>"Alan Turing: Inquest's suicide verdict 'not supportable'<span class=cs1-kern-right></span>"</a>. <i><a href=https://en.wikipedia.org/wiki/BBC_News title="BBC News">BBC News</a></i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20120623101625/http://www.bbc.co.uk/news/science-environment-18561092>Archived</a> from the original on 23 June 2012<span class=reference-accessdate>. Retrieved <span class=nowrap>23 June</span> 2012</span>. <q>We have ... been recreating the narrative of Turing's life, and we have recreated him as an unhappy young man who committed suicide. But the evidence is not there.</q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=Alan+Turing%3A+Inquest%27s+suicide+verdict+%27not+supportable%27&rft.date=2012-06-23&rft.aulast=Pease&rft.aufirst=Roland&rft_id=https%3A%2F%2Fwww.bbc.co.uk%2Fnews%2Fscience-environment-18561092&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-7><span class=mw-cite-backlink><b><a href=#cite_ref-7 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://web.archive.org/web/20190723191531/https://www.bl.uk/people/alan-turing>"Alan Turing"</a>. The British Library. Archived from <a rel=nofollow class="external text" href=https://www.bl.uk/people/alan-turing>the original</a> on 23 July 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>29 July</span> 2019</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Alan+Turing&rft.pub=The+British+Library&rft_id=https%3A%2F%2Fwww.bl.uk%2Fpeople%2Falan-turing&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-frs-8><span class=mw-cite-backlink><b><a href=#cite_ref-frs_8-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFNewman1955 class="citation journal cs1"><a href=https://en.wikipedia.org/wiki/Max_Newman title="Max Newman">Newman, M.H.A.</a> (1955). <a rel=nofollow class="external text" href=https://doi.org/10.1098%2Frsbm.1955.0019>"Alan Mathison Turing. 1912–1954"</a>. <i><a href=https://en.wikipedia.org/wiki/Biographical_Memoirs_of_Fellows_of_the_Royal_Society title="Biographical Memoirs of Fellows of the Royal Society">Biographical Memoirs of Fellows of the Royal Society</a></i>. <b>1</b>: <span class=nowrap>253–</span>263. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<span class=id-lock-free title="Freely accessible"><a rel=nofollow class="external text" href=https://doi.org/10.1098%2Frsbm.1955.0019>10.1098/rsbm.1955.0019</a></span>. <a href=https://en.wikipedia.org/wiki/ISSN_(identifier) class=mw-redirect title="ISSN (identifier)">ISSN</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/issn/0080-4606>0080-4606</a>. <a href=https://en.wikipedia.org/wiki/JSTOR_(identifier) class=mw-redirect title="JSTOR (identifier)">JSTOR</a> <a rel=nofollow class="external text" href=https://www.jstor.org/stable/769256>769256</a>. <a href=https://en.wikipedia.org/wiki/S2CID_(identifier) class=mw-redirect title="S2CID (identifier)">S2CID</a> <a rel=nofollow class="external text" href=https://api.semanticscholar.org/CorpusID:711366>711366</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Biographical+Memoirs+of+Fellows+of+the+Royal+Society&rft.atitle=Alan+Mathison+Turing.+1912%E2%80%931954&rft.volume=1&rft.pages=253-263&rft.date=1955&rft.issn=0080-4606&rft_id=https%3A%2F%2Fapi.semanticscholar.org%2FCorpusID%3A711366%23id-name%3DS2CID&rft_id=https%3A%2F%2Fwww.jstor.org%2Fstable%2F769256%23id-name%3DJSTOR&rft_id=info%3Adoi%2F10.1098%2Frsbm.1955.0019&rft.aulast=Newman&rft.aufirst=M.H.A.&rft_id=https%3A%2F%2Fdoi.org%2F10.1098%252Frsbm.1955.0019&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-AFP-9><span class=mw-cite-backlink><b><a href=#cite_ref-AFP_9-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGray1999 class="citation news cs1">Gray, Paul (29 March 1999). <a rel=nofollow class="external text" href=https://web.archive.org/web/20110119181237/http://www.time.com/time/magazine/article/0,9171,990624,00.html>"Computer Scientist: Alan Turing"</a>. <i>Time</i>. Archived from <a rel=nofollow class="external text" href=http://www.time.com/time/magazine/article/0,9171,990624,00.html>the original</a> on 19 January 2011<span class=reference-accessdate>. Retrieved <span class=nowrap>10 January</span> 2011</span>. <q>Providing a blueprint for the electronic digital computer. The fact remains that everyone who taps at a keyboard, opening a spreadsheet or a word-processing program, is working on an incarnation of a Turing machine.</q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Time&rft.atitle=Computer+Scientist%3A+Alan+Turing&rft.date=1999-03-29&rft.aulast=Gray&rft.aufirst=Paul&rft_id=http%3A%2F%2Fwww.time.com%2Ftime%2Fmagazine%2Farticle%2F0%2C9171%2C990624%2C00.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-10><span class=mw-cite-backlink><b><a href=#cite_ref-10 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFSipser2006>Sipser 2006</a>, p. 137</span>
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<li id=cite_note-11><span class=mw-cite-backlink><b><a href=#cite_ref-11 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFBeavers2013>Beavers 2013</a>, p. 481</span>
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<li id=cite_note-bbc-copeland-12><span class=mw-cite-backlink><b><a href=#cite_ref-bbc-copeland_12-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCopeland2012 class="citation news cs1"><a href=https://en.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Copeland, Jack</a> (18 June 2012). <a rel=nofollow class="external text" href=https://www.bbc.com/news/technology-18419691>"Alan Turing: The codebreaker who saved 'millions of lives'<span class=cs1-kern-right></span>"</a>. BBC News Technology. <a rel=nofollow class="external text" href=https://web.archive.org/web/20141011045451/http://www.bbc.com/news/technology-18419691>Archived</a> from the original on 11 October 2014<span class=reference-accessdate>. Retrieved <span class=nowrap>26 October</span> 2014</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.atitle=Alan+Turing%3A+The+codebreaker+who+saved+%27millions+of+lives%27&rft.date=2012-06-18&rft.aulast=Copeland&rft.aufirst=Jack&rft_id=https%3A%2F%2Fwww.bbc.com%2Fnews%2Ftechnology-18419691&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-13><span class=mw-cite-backlink><b><a href=#cite_ref-13 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>A number of sources state that Winston Churchill said that Turing made the single biggest contribution to Allied victory in the war against Nazi Germany. Whilst it may be a defensible claim, both the <a href=https://en.wikipedia.org/wiki/Churchill_Centre class=mw-redirect title="Churchill Centre">Churchill Centre</a> and Turing's biographer <a href=https://en.wikipedia.org/wiki/Andrew_Hodges title="Andrew Hodges">Andrew Hodges</a> have stated they know of no documentary evidence to support it, nor the date or context in which Churchill supposedly made it, and the Churchill Centre lists it among their Churchill 'Myths', see <link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFSchilling2015 class="citation news cs1">Schilling, Jonathan (8 January 2015). <a rel=nofollow class="external text" href=https://web.archive.org/web/20150217170510/http://www.winstonchurchill.org/resources/myths/churchill-said-turing-made-the-single-biggest-contribution-to-allied-victory>"Myths > Churchill Said Turing Made the Single Biggest Contribution to Allied Victory"</a>. <i>International Churchill Society</i>. The Churchill Centre. Archived from <a rel=nofollow class="external text" href=http://www.winstonchurchill.org/resources/myths/churchill-said-turing-made-the-single-biggest-contribution-to-allied-victory>the original</a> on 17 February 2015<span class=reference-accessdate>. Retrieved <span class=nowrap>9 January</span> 2015</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=International+Churchill+Society&rft.atitle=Myths+%3E+Churchill+Said+Turing+Made+the+Single+Biggest+Contribution+to+Allied+Victory&rft.date=2015-01-08&rft.aulast=Schilling&rft.aufirst=Jonathan&rft_id=http%3A%2F%2Fwww.winstonchurchill.org%2Fresources%2Fmyths%2Fchurchill-said-turing-made-the-single-biggest-contribution-to-allied-victory&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> and <link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHodges class="citation web cs1"><a href=https://en.wikipedia.org/wiki/Andrew_Hodges title="Andrew Hodges">Hodges, Andrew</a>. <a rel=nofollow class="external text" href=http://www.turing.org.uk/book/update/part4.html>"Part 4: The Relay Race"</a>. Update to <a href=https://en.wikipedia.org/wiki/Alan_Turing:_The_Enigma title="Alan Turing: The Enigma">Alan Turing: The Enigma</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20150120190931/http://www.turing.org.uk/book/update/part4.html>Archived</a> from the original on 20 January 2015<span class=reference-accessdate>. Retrieved <span class=nowrap>9 January</span> 2015</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Part+4%3A+The+Relay+Race&rft.pub=Update+to+Alan+Turing%3A+The+Enigma&rft.aulast=Hodges&rft.aufirst=Andrew&rft_id=http%3A%2F%2Fwww.turing.org.uk%2Fbook%2Fupdate%2Fpart4.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> A <a href=https://en.wikipedia.org/wiki/BBC_News title="BBC News">BBC News</a> profile piece that repeated the Churchill claim has subsequently been amended to say there is no evidence for it. See <link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFSpencer2009 class="citation news cs1">Spencer, Clare (11 September 2009). <a rel=nofollow class="external text" href=https://news.bbc.co.uk/2/hi/uk_news/8250592.stm>"Profile: Alan Turing"</a>. <i>BBC News</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20171213095303/http://www.bbc.com/news/technology-18419691>Archived</a> from the original on 13 December 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>17 February</span> 2015</span>. <q>Update 13 February 2015</q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=Profile%3A+Alan+Turing&rft.date=2009-09-11&rft.aulast=Spencer&rft.aufirst=Clare&rft_id=https%3A%2F%2Fnews.bbc.co.uk%2F2%2Fhi%2Fuk_news%2F8250592.stm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> Official war historian <a href=https://en.wikipedia.org/wiki/Harry_Hinsley title="Harry Hinsley">Harry Hinsley</a> estimated that this work shortened the war in Europe by more than two years but added the caveat that this did not account for the <a href=https://en.wikipedia.org/wiki/Manhattan_Project title="Manhattan Project">use of the atomic bomb</a> and other eventualities. <link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHinsley1996 class="citation cs1"><a href=https://en.wikipedia.org/wiki/Harry_Hinsley title="Harry Hinsley">Hinsley, Harry</a> (1996) [1993]. <a rel=nofollow class="external text" href=http://www.cix.co.uk/~klockstone/hinsley.htm><i>The Influence of ULTRA in the Second World War</i></a>. Keith Lockstone's home page. <a rel=nofollow class="external text" href=https://web.archive.org/web/20221015210957/https://www.cix.co.uk/~klockstone/hinsley.htm>Archived</a> from the original on 15 October 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Influence+of+ULTRA+in+the+Second+World+War&rft.pub=Keith+Lockstone%27s+home+page&rft.date=1996&rft.aulast=Hinsley&rft.aufirst=Harry&rft_id=http%3A%2F%2Fwww.cix.co.uk%2F~klockstone%2Fhinsley.htm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> Transcript of a lecture given on Tuesday 19 October 1993 at Cambridge University</span>
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<li id=cite_note-14><span class=mw-cite-backlink><b><a href=#cite_ref-14 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFLeavitt2007>Leavitt 2007</a>, pp. 231–233</span>
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<li id=cite_note-Milinkovitch-15><span class=mw-cite-backlink><b><a href=#cite_ref-Milinkovitch_15-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFMilinkovitchJahanbakhshZakany2023 class="citation journal cs1">Milinkovitch, Michel C.; Jahanbakhsh, Ebrahim; Zakany, Szabolcs (16 October 2023). <a rel=nofollow class="external text" href=https://doi.org/10.1146%2Fannurev-cellbio-120319-024414>"The Unreasonable Effectiveness of Reaction Diffusion in Vertebrate Skin Color Patterning"</a>. <i>Annual Review of Cell and Developmental Biology</i>. <b>39</b> (1): <span class=nowrap>145–</span>174. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<span class=id-lock-free title="Freely accessible"><a rel=nofollow class="external text" href=https://doi.org/10.1146%2Fannurev-cellbio-120319-024414>10.1146/annurev-cellbio-120319-024414</a></span>. <a href=https://en.wikipedia.org/wiki/ISSN_(identifier) class=mw-redirect title="ISSN (identifier)">ISSN</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/issn/1081-0706>1081-0706</a>. <a href=https://en.wikipedia.org/wiki/PMID_(identifier) class=mw-redirect title="PMID (identifier)">PMID</a> <a rel=nofollow class="external text" href=https://pubmed.ncbi.nlm.nih.gov/37843926>37843926</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Annual+Review+of+Cell+and+Developmental+Biology&rft.atitle=The+Unreasonable+Effectiveness+of+Reaction+Diffusion+in+Vertebrate+Skin+Color+Patterning&rft.volume=39&rft.issue=1&rft.pages=145-174&rft.date=2023-10-16&rft.issn=1081-0706&rft_id=info%3Apmid%2F37843926&rft_id=info%3Adoi%2F10.1146%2Fannurev-cellbio-120319-024414&rft.aulast=Milinkovitch&rft.aufirst=Michel+C.&rft.au=Jahanbakhsh%2C+Ebrahim&rft.au=Zakany%2C+Szabolcs&rft_id=https%3A%2F%2Fdoi.org%2F10.1146%252Fannurev-cellbio-120319-024414&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-16><span class=mw-cite-backlink><b><a href=#cite_ref-16 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFOlinick2021 class="citation book cs1">Olinick, Michael (2021). "Chapter 15". <i>Simply Turing</i>. United States: Simply Charly.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Chapter+15&rft.btitle=Simply+Turing&rft.place=United+States&rft.pub=Simply+Charly&rft.date=2021&rft.aulast=Olinick&rft.aufirst=Michael&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-BBC-pardon-17><span class=mw-cite-backlink><b><a href=#cite_ref-BBC-pardon_17-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://www.bbc.com/news/uk-37711518>"<span class=cs1-kern-left></span>'Alan Turing law': Thousands of gay men to be pardoned"</a>. <i>BBC News</i>. 20 October 2016. <a rel=nofollow class="external text" href=https://web.archive.org/web/20161020125029/http://www.bbc.com/news/uk-37711518>Archived</a> from the original on 20 October 2016<span class=reference-accessdate>. Retrieved <span class=nowrap>20 October</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=%27Alan+Turing+law%27%3A+Thousands+of+gay+men+to+be+pardoned&rft.date=2016-10-20&rft_id=https%3A%2F%2Fwww.bbc.com%2Fnews%2Fuk-37711518&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983xiii-18><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983xiii_18-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. xiii.</span>
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<li id=cite_note-FOOTNOTEHodges19835-19><span class=mw-cite-backlink>^ <a href=#cite_ref-FOOTNOTEHodges19835_19-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-FOOTNOTEHodges19835_19-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 5.</span>
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<li id=cite_note-20><span class=mw-cite-backlink><b><a href=#cite_ref-20 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://www.turing.org.uk/turing/scrapbook/early.html>"The Alan Turing Internet Scrapbook"</a>. <a href=https://en.wikipedia.org/wiki/Alan_Turing:_The_Enigma title="Alan Turing: The Enigma">Alan Turing: The Enigma</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20120614051614/http://www.turing.org.uk/turing/scrapbook/early.html>Archived</a> from the original on 14 June 2012<span class=reference-accessdate>. Retrieved <span class=nowrap>2 January</span> 2012</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=The+Alan+Turing+Internet+Scrapbook&rft.pub=Alan+Turing%3A+The+Enigma&rft_id=http%3A%2F%2Fwww.turing.org.uk%2Fturing%2Fscrapbook%2Fearly.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-21><span class=mw-cite-backlink><b><a href=#cite_ref-21 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFMaguire2012 class="citation news cs1">Maguire, Phil (23 June 2012). "An Irishman's Diary". <i><a href=https://en.wikipedia.org/wiki/The_Irish_Times title="The Irish Times">The Irish Times</a></i>. p. 5.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Irish+Times&rft.atitle=An+Irishman%27s+Diary&rft.pages=5&rft.date=2012-06-23&rft.aulast=Maguire&rft.aufirst=Phil&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-22><span class=mw-cite-backlink><b><a href=#cite_ref-22 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>Irish Marriages 1845–1958 / Dublin South, Dublin, Ireland / Group Registration ID 1990366, SR District/Reg Area, Dublin South</span>
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<li id=cite_note-englishheritaget-23><span class=mw-cite-backlink><b><a href=#cite_ref-englishheritaget_23-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://www.english-heritage.org.uk/server/show/nav.001002006005/chooseLetter/T>"London Blue Plaques"</a>. <i>English Heritage</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20090903150218/http://www.english-heritage.org.uk/server/show/nav.001002006005/chooseLetter/T>Archived</a> from the original on 3 September 2009<span class=reference-accessdate>. Retrieved <span class=nowrap>10 February</span> 2007</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=English+Heritage&rft.atitle=London+Blue+Plaques&rft_id=http%3A%2F%2Fwww.english-heritage.org.uk%2Fserver%2Fshow%2Fnav.001002006005%2FchooseLetter%2FT&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-24><span class=mw-cite-backlink><b><a href=#cite_ref-24 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://web.archive.org/web/20130921054045/http://blogs.nature.com/london/2011/03/16/the-scientific-tourist-in-london-17-alan-turings-birth-place>"The Scientific Tourist In London: #17 Alan Turing's Birth Place"</a>. <i>Nature London Blog</i>. Archived from <a rel=nofollow class="external text" href=http://blogs.nature.com/london/2011/03/16/the-scientific-tourist-in-london-17-alan-turings-birth-place>the original</a> on 21 September 2013.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Nature+London+Blog&rft.atitle=The+Scientific+Tourist+In+London%3A+%2317+Alan+Turing%27s+Birth+Place&rft_id=http%3A%2F%2Fblogs.nature.com%2Flondon%2F2011%2F03%2F16%2Fthe-scientific-tourist-in-london-17-alan-turings-birth-place&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span>,</span>
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<li id=cite_note-25><span class=mw-cite-backlink><b><a href=#cite_ref-25 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a rel=nofollow class="external text" href=https://openplaques.org/plaques/381>Plaque #381 on <i>Open Plaques</i></a></span>
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<li id=cite_note-turingorguk-26><span class=mw-cite-backlink><b><a href=#cite_ref-turingorguk_26-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://www.turing.org.uk/turing/scrapbook/memorial.html>"The Alan Turing Internet Scrapbook"</a>. <a rel=nofollow class="external text" href=https://wayback.archive-it.org/all/20110720214124/http://www.turing.org.uk/turing/scrapbook/memorial.html>Archived</a> from the original on 20 July 2011<span class=reference-accessdate>. Retrieved <span class=nowrap>26 September</span> 2006</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=The+Alan+Turing+Internet+Scrapbook&rft_id=http%3A%2F%2Fwww.turing.org.uk%2Fturing%2Fscrapbook%2Fmemorial.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-27><span class=mw-cite-backlink><b><a href=#cite_ref-27 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://web.archive.org/web/20171018191443/https://bletchleypark.org.uk/about-us/bletchley-park-trustees/sir-john-dermot-turing>"Sir John Dermot Turing"</a>. <i>Bletchley Park</i>. Archived from <a rel=nofollow class="external text" href=https://bletchleypark.org.uk/about-us/bletchley-park-trustees/sir-john-dermot-turing>the original</a> on 18 October 2017.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Bletchley+Park&rft.atitle=Sir+John+Dermot+Turing&rft_id=https%3A%2F%2Fbletchleypark.org.uk%2Fabout-us%2Fbletchley-park-trustees%2Fsir-john-dermot-turing&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges198316-28><span class=mw-cite-backlink>^ <a href=#cite_ref-FOOTNOTEHodges198316_28-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-FOOTNOTEHodges198316_28-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 16.</span>
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<li id=cite_note-FOOTNOTEHodges19836-29><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges19836_29-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 6.</span>
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<li id="cite_note-Hastings_&_St._Leonards_Observer_-_29_June_2012_-_Plaque_unveiled_at_Turing's_home_in_St_Leonards-30"><span class=mw-cite-backlink><b><a href="#cite_ref-Hastings_&_St._Leonards_Observer_-_29_June_2012_-_Plaque_unveiled_at_Turing's_home_in_St_Leonards_30-0" aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://web.archive.org/web/20170912121655/http://www.hastingsobserver.co.uk/news/plaque-unveiled-at-turing-s-home-in-st-leonards-1-4003535>"Plaque unveiled at Turing's home in St Leonards"</a>. <i><a href=https://en.wikipedia.org/wiki/Hastings_%26_St._Leonards_Observer class=mw-redirect title="Hastings & St. Leonards Observer">Hastings & St. Leonards Observer</a></i>. 29 June 2012. Archived from <a rel=nofollow class="external text" href=http://www.hastingsobserver.co.uk/news/plaque-unveiled-at-turing-s-home-in-st-leonards-1-4003535>the original</a> on 12 September 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>3 July</span> 2017</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Hastings+%26+St.+Leonards+Observer&rft.atitle=Plaque+unveiled+at+Turing%27s+home+in+St+Leonards&rft.date=2012-06-29&rft_id=http%3A%2F%2Fwww.hastingsobserver.co.uk%2Fnews%2Fplaque-unveiled-at-turing-s-home-in-st-leonards-1-4003535&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id="cite_note-BBC_News_-_25_June_2012_-_St_Leonards_plaque_marks_Alan_Turing's_early_years-31"><span class=mw-cite-backlink><b><a href="#cite_ref-BBC_News_-_25_June_2012_-_St_Leonards_plaque_marks_Alan_Turing's_early_years_31-0" aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://www.bbc.com/news/uk-england-sussex-18580826>"St Leonards plaque marks Alan Turing's early years"</a>. <i><a href=https://en.wikipedia.org/wiki/BBC_News title="BBC News">BBC News</a></i>. 25 June 2012. <a rel=nofollow class="external text" href=https://web.archive.org/web/20171203074933/http://www.bbc.com/news/uk-england-sussex-18580826>Archived</a> from the original on 3 December 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>3 July</span> 2017</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=St+Leonards+plaque+marks+Alan+Turing%27s+early+years&rft.date=2012-06-25&rft_id=https%3A%2F%2Fwww.bbc.com%2Fnews%2Fuk-england-sussex-18580826&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-32><span class=mw-cite-backlink><b><a href=#cite_ref-32 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=http://www.guildford-dragon.com/2012/11/29/founder-of-computer-science-alan-turings-guildford-stargazing/>"Guildford Dragon NEWS"</a>. <i>The Guildford Dragon</i>. 29 November 2012. <a rel=nofollow class="external text" href=https://web.archive.org/web/20131019062927/http://www.guildford-dragon.com/2012/11/29/founder-of-computer-science-alan-turings-guildford-stargazing/>Archived</a> from the original on 19 October 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>31 October</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Guildford+Dragon&rft.atitle=Guildford+Dragon+NEWS&rft.date=2012-11-29&rft_id=http%3A%2F%2Fwww.guildford-dragon.com%2F2012%2F11%2F29%2Ffounder-of-computer-science-alan-turings-guildford-stargazing%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-33><span class=mw-cite-backlink><b><a href=#cite_ref-33 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCawthorne2014 class="citation book cs1">Cawthorne, Nigel (2014). <i>Alan Turing : the enigma man</i>. London: Arcturus Publishing. p. 18. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-1-78404-535-7 title=Special:BookSources/978-1-78404-535-7><bdi>978-1-78404-535-7</bdi></a>. <a href=https://en.wikipedia.org/wiki/OCLC_(identifier) class=mw-redirect title="OCLC (identifier)">OCLC</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/oclc/890938716>890938716</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing+%3A+the+enigma+man&rft.place=London&rft.pages=18&rft.pub=Arcturus+Publishing&rft.date=2014&rft_id=info%3Aoclcnum%2F890938716&rft.isbn=978-1-78404-535-7&rft.aulast=Cawthorne&rft.aufirst=Nigel&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-34><span class=mw-cite-backlink><b><a href=#cite_ref-34 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAlan_Mathison2016 class="citation web cs1">Alan Mathison (April 2016). <a rel=nofollow class="external text" href=http://oldshirburnian.org.uk/wp-content/uploads/2016/04/TURING-Alan-Mathison.pdf>"Alan Turing Archive – Sherborne School (ARCHON CODE: GB1949)"</a> <span class=cs1-format>(PDF)</span>. <i>Sherborne School, Dorset</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20161226093015/http://oldshirburnian.org.uk/wp-content/uploads/2016/04/TURING-Alan-Mathison.pdf>Archived</a> <span class=cs1-format>(PDF)</span> from the original on 26 December 2016<span class=reference-accessdate>. Retrieved <span class=nowrap>5 February</span> 2017</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Sherborne+School%2C+Dorset&rft.atitle=Alan+Turing+Archive+%E2%80%93+Sherborne+School+%28ARCHON+CODE%3A+GB1949%29&rft.date=2016-04&rft.au=Alan+Mathison&rft_id=http%3A%2F%2Foldshirburnian.org.uk%2Fwp-content%2Fuploads%2F2016%2F04%2FTURING-Alan-Mathison.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-35><span class=mw-cite-backlink><b><a href=#cite_ref-35 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://oldshirburnian.org.uk/alan-turing/>"Alan Turing OBE, PhD, FRS (1912–1954)"</a>. <i>The Old Shirburnian Society</i>. 1 September 2016. <a rel=nofollow class="external text" href=https://web.archive.org/web/20201104133822/https://oldshirburnian.org.uk/alan-turing/>Archived</a> from the original on 4 November 2020<span class=reference-accessdate>. Retrieved <span class=nowrap>10 October</span> 2020</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=The+Old+Shirburnian+Society&rft.atitle=Alan+Turing+OBE%2C+PhD%2C+FRS+%281912%E2%80%931954%29&rft.date=2016-09-01&rft_id=https%3A%2F%2Foldshirburnian.org.uk%2Falan-turing%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-metamagical-36><span class=mw-cite-backlink><b><a href=#cite_ref-metamagical_36-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHofstadter1985 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Douglas_Hofstadter title="Douglas Hofstadter">Hofstadter, Douglas R.</a> (1985). <i>Metamagical Themas: Questing for the Essence of Mind and Pattern</i>. Basic Books. p. <a rel=nofollow class="external text" href="https://books.google.com/books?id=o8jzWF7rD6oC&pg=PA484">484</a>. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-465-04566-2 title=Special:BookSources/978-0-465-04566-2><bdi>978-0-465-04566-2</bdi></a>. <a href=https://en.wikipedia.org/wiki/OCLC_(identifier) class=mw-redirect title="OCLC (identifier)">OCLC</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/oclc/230812136>230812136</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Metamagical+Themas%3A+Questing+for+the+Essence+of+Mind+and+Pattern&rft.pages=484&rft.pub=Basic+Books&rft.date=1985&rft_id=info%3Aoclcnum%2F230812136&rft.isbn=978-0-465-04566-2&rft.aulast=Hofstadter&rft.aufirst=Douglas+R.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges198334-37><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges198334_37-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 34.</span>
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<li id=cite_note-38><span class=mw-cite-backlink><b><a href=#cite_ref-38 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://oldshirburnian.org.uk/wp-content/uploads/2015/01/Obituary-for-Christopher-Morcom-The-Shirburnian-March-1930.pdf>"<i>The Shirburnian</i>"</a> <span class=cs1-format>(PDF)</span>. <a rel=nofollow class="external text" href=https://ghostarchive.org/archive/20221009/https://oldshirburnian.org.uk/wp-content/uploads/2015/01/Obituary-for-Christopher-Morcom-The-Shirburnian-March-1930.pdf>Archived</a> <span class=cs1-format>(PDF)</span> from the original on 9 October 2022.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=The+Shirburnian&rft_id=https%3A%2F%2Foldshirburnian.org.uk%2Fwp-content%2Fuploads%2F2015%2F01%2FObituary-for-Christopher-Morcom-The-Shirburnian-March-1930.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-39><span class=mw-cite-backlink><b><a href=#cite_ref-39 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation book cs1"><a rel=nofollow class="external text" href="https://books.google.com/books?id=v-8gAQAAMAAJ"><i>The Alyson Almanac: A Treasury of Information for the Gay and Lesbian Community</i></a>. Alyson Publications. 1989. p. 192. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-932870-19-3 title=Special:BookSources/978-0-932870-19-3><bdi>978-0-932870-19-3</bdi></a>. <a rel=nofollow class="external text" href="https://web.archive.org/web/20231107005431/https://books.google.com/books?id=v-8gAQAAMAAJ">Archived</a> from the original on 7 November 2023<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>. <q>After his first love, Christopher Morcom, died of tuberculosis ...</q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Alyson+Almanac%3A+A+Treasury+of+Information+for+the+Gay+and+Lesbian+Community&rft.pages=192&rft.pub=Alyson+Publications&rft.date=1989&rft.isbn=978-0-932870-19-3&rft_id=https%3A%2F%2Fbooks.google.com%2Fbooks%3Fid%3Dv-8gAQAAMAAJ&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-40><span class=mw-cite-backlink><b><a href=#cite_ref-40 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHodges1992 class="citation book cs1">Hodges, Andrew (1992). <a rel=nofollow class="external text" href="https://books.google.com/books?id=VWvPIWm75XIC"><i>Alan Turing: The Enigma</i></a>. Vintage. p. 35. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-09-911641-7 title=Special:BookSources/978-0-09-911641-7><bdi>978-0-09-911641-7</bdi></a>. <a rel=nofollow class="external text" href="https://web.archive.org/web/20230908030210/https://books.google.com/books?id=VWvPIWm75XIC">Archived</a> from the original on 8 September 2023<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>. <q>This was first love, which Alan would himself come to regard as the first of many for others of his own sex.</q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing%3A+The+Enigma&rft.pages=35&rft.pub=Vintage&rft.date=1992&rft.isbn=978-0-09-911641-7&rft.aulast=Hodges&rft.aufirst=Andrew&rft_id=https%3A%2F%2Fbooks.google.com%2Fbooks%3Fid%3DVWvPIWm75XIC&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-41><span class=mw-cite-backlink><b><a href=#cite_ref-41 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation book cs1"><a rel=nofollow class="external text" href="https://books.google.com/books?id=wkvGAAAAIAAJ"><i>Tekhnema: Journal of Philosophy and Technology</i></a>. American University of Paris. 1995. p. 57. <q>... Turing's first platonic love, Christopher Morcom ...</q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Tekhnema%3A+Journal+of+Philosophy+and+Technology&rft.pages=57&rft.pub=American+University+of+Paris&rft.date=1995&rft_id=https%3A%2F%2Fbooks.google.com%2Fbooks%3Fid%3DwkvGAAAAIAAJ&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-NYReviewBooks-42><span class=mw-cite-backlink><b><a href=#cite_ref-NYReviewBooks_42-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCaryl,_Christian2014 class="citation web cs1">Caryl, Christian (19 December 2014). <a rel=nofollow class="external text" href=http://www.nybooks.com/blogs/nyrblog/2014/dec/19/poor-imitation-alan-turing/>"Poor Imitation of Alan Turing"</a>. <i><a href=https://en.wikipedia.org/wiki/New_York_Review_of_Books class=mw-redirect title="New York Review of Books">New York Review of Books</a></i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20150107010418/http://www.nybooks.com/blogs/nyrblog/2014/dec/19/poor-imitation-alan-turing/>Archived</a> from the original on 7 January 2015<span class=reference-accessdate>. Retrieved <span class=nowrap>9 January</span> 2015</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=New+York+Review+of+Books&rft.atitle=Poor+Imitation+of+Alan+Turing&rft.date=2014-12-19&rft.au=Caryl%2C+Christian&rft_id=http%3A%2F%2Fwww.nybooks.com%2Fblogs%2Fnyrblog%2F2014%2Fdec%2F19%2Fpoor-imitation-alan-turing%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-43><span class=mw-cite-backlink><b><a href=#cite_ref-43 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHassall2012–2013 class="citation web cs1">Hassall, Rachel (2012–2013). <a rel=nofollow class="external text" href=https://web.archive.org/web/20140415082353/http://oldshirburnian.org.uk/wp-content/uploads/2014/03/The-Sherborne-Formula-Vivat-2012-2013-optimised.pdf>"The Sherborne Formula: The Making of Alan Turing"</a> <span class=cs1-format>(PDF)</span>. <i>Vivat!</i>. Archived from <a rel=nofollow class="external text" href=http://oldshirburnian.org.uk/wp-content/uploads/2014/03/The-Sherborne-Formula-Vivat-2012-2013-optimised.pdf>the original</a> <span class=cs1-format>(PDF)</span> on 15 April 2014.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Vivat%21&rft.atitle=The+Sherborne+Formula%3A+The+Making+of+Alan+Turing&rft.date=2012%2F2013&rft.aulast=Hassall&rft.aufirst=Rachel&rft_id=http%3A%2F%2Foldshirburnian.org.uk%2Fwp-content%2Fuploads%2F2014%2F03%2FThe-Sherborne-Formula-Vivat-2012-2013-optimised.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-teuscher-44><span class=mw-cite-backlink><b><a href=#cite_ref-teuscher_44-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTeuscher2004 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Christof_Teuscher title="Christof Teuscher">Teuscher, Christof</a>, ed. (2004). <i>Alan Turing: Life and Legacy of a Great Thinker</i>. <a href=https://en.wikipedia.org/wiki/Springer_Science%2BBusiness_Media title="Springer Science+Business Media">Springer-Verlag</a>. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-3-540-20020-8 title=Special:BookSources/978-3-540-20020-8><bdi>978-3-540-20020-8</bdi></a>. <a href=https://en.wikipedia.org/wiki/OCLC_(identifier) class=mw-redirect title="OCLC (identifier)">OCLC</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/oclc/53434737>53434737</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing%3A+Life+and+Legacy+of+a+Great+Thinker&rft.pub=Springer-Verlag&rft.date=2004&rft_id=info%3Aoclcnum%2F53434737&rft.isbn=978-3-540-20020-8&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges198361-45><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges198361_45-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 61.</span>
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<li id=cite_note-FOOTNOTEHodges198387-46><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges198387_46-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 87.</span>
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<li id=cite_note-FOOTNOTEHodges198390-47><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges198390_47-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 90.</span>
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<li id=cite_note-48><span class=mw-cite-backlink><b><a href=#cite_ref-48 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGray class="citation news cs1">Gray, Paul. <a rel=nofollow class="external text" href=https://web.archive.org/web/20110119181237/http://www.time.com/time/magazine/article/0,9171,990624,00.html>"Alan Turing"</a>. <i>Time Magazine's Most Important People of the Century</i>. p. 2. Archived from <a rel=nofollow class="external text" href=http://www.time.com/time/magazine/article/0,9171,990624,00.html>the original</a> on 19 January 2011.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Time+Magazine%27s+Most+Important+People+of+the+Century&rft.atitle=Alan+Turing&rft.pages=2&rft.aulast=Gray&rft.aufirst=Paul&rft_id=http%3A%2F%2Fwww.time.com%2Ftime%2Fmagazine%2Farticle%2F0%2C9171%2C990624%2C00.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges198382-83-49><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges198382-83_49-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 82-83.</span>
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<li id=cite_note-50><span class=mw-cite-backlink><b><a href=#cite_ref-50 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://oldshirburnian.org.uk/alan-turing-and-the-nature-of-spirit/>"Alan Turing and the 'Nature of Spirit'<span class=cs1-kern-right></span>"</a>. <i>oldshirburnian.org.uk</i>. 15 August 2020. <a rel=nofollow class="external text" href=https://web.archive.org/web/20171220185715/http://oldshirburnian.org.uk/alan-turing-and-the-nature-of-spirit/>Archived</a> from the original on 20 December 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=oldshirburnian.org.uk&rft.atitle=Alan+Turing+and+the+%27Nature+of+Spirit%27&rft.date=2020-08-15&rft_id=https%3A%2F%2Foldshirburnian.org.uk%2Falan-turing-and-the-nature-of-spirit%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges198374–75-51><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges198374%E2%80%9375_51-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 74–75.</span>
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<li id=cite_note-52><span class=mw-cite-backlink><b><a href=#cite_ref-52 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://www.bankofengland.co.uk/monetary-policy/inflation/inflation-calculator>"Inflation calculator"</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20181005211045/https://www.bankofengland.co.uk/monetary-policy/inflation/inflation-calculator>Archived</a> from the original on 5 October 2018<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Inflation+calculator&rft_id=https%3A%2F%2Fwww.bankofengland.co.uk%2Fmonetary-policy%2Finflation%2Finflation-calculator&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-53><span class=mw-cite-backlink><b><a href=#cite_ref-53 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>(Schedule B was a three-year scheme consisting of Parts I and II, of the <a href=https://en.wikipedia.org/wiki/Mathematical_Tripos title="Mathematical Tripos">Mathematical Tripos</a>, with extra courses at the end of the third year, as Part III only emerged as a separate degree in 1934</span>
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<li id=cite_note-54><span class=mw-cite-backlink><b><a href=#cite_ref-54 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://turingarchive.kings.cam.ac.uk/publications-lectures-and-talks-amtb/amt-b-10>"AMT-B-10 | the Turing Digital Archive"</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=AMT-B-10+%26%23124%3B+the+Turing+Digital+Archive&rft_id=https%3A%2F%2Fturingarchive.kings.cam.ac.uk%2Fpublications-lectures-and-talks-amtb%2Famt-b-10&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-55><span class=mw-cite-backlink><b><a href=#cite_ref-55 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAldrich2009 class="citation journal cs1">Aldrich, John (December 2009). <a rel=nofollow class="external text" href=https://www.jehps.net/Decembre2009/Aldrich.pdf>"England and Continental Probability in the Inter-War Years"</a> <span class=cs1-format>(PDF)</span>. <i>Electronic Journ@l for History of Probability and Statistics</i>. <b>5</b> (2): <span class=nowrap>7–</span>11.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Electronic+Journ%40l+for+History+of+Probability+and+Statistics&rft.atitle=England+and+Continental+Probability+in+the+Inter-War+Years&rft.volume=5&rft.issue=2&rft.pages=7-11&rft.date=2009-12&rft.aulast=Aldrich&rft.aufirst=John&rft_id=https%3A%2F%2Fwww.jehps.net%2FDecembre2009%2FAldrich.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-lecturer-56><span class=mw-cite-backlink><b><a href=#cite_ref-lecturer_56-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1939 class="citation web cs1">Turing, Alan (1939). <a rel=nofollow class="external text" href=https://archivesearch.lib.cam.ac.uk/repositories/7/archival_objects/272543>"Letter From Alan Turing to his mother, Sara Turing, 1939-01-23"</a>. <i>cam.ac.uk</i>. <q><span class=cs1-kern-left></span>"My lectures are going off rather well. There are 14 people coming to them at present. No doubt the attendance will drop off as the term advances."<span class=cs1-kern-right></span></q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=cam.ac.uk&rft.atitle=Letter+From+Alan+Turing+to+his+mother%2C+Sara+Turing%2C+1939-01-23&rft.date=1939&rft.aulast=Turing&rft.aufirst=Alan&rft_id=https%3A%2F%2Farchivesearch.lib.cam.ac.uk%2Frepositories%2F7%2Farchival_objects%2F272543&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-57><span class=mw-cite-backlink><b><a href=#cite_ref-57 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring2015 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Dermot_Turing title="Dermot Turing">Turing, Dermot</a> (2015). <i><a href=https://en.wikipedia.org/wiki/Prof:_Alan_Turing_Decoded title="Prof: Alan Turing Decoded">Prof: Alan Turing Decoded</a></i>. <a href=https://en.wikipedia.org/wiki/The_History_Press title="The History Press">The History Press</a>. p. 69. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/9781841656434 title=Special:BookSources/9781841656434><bdi>9781841656434</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Prof%3A+Alan+Turing+Decoded&rft.pages=69&rft.pub=The+History+Press&rft.date=2015&rft.isbn=9781841656434&rft.aulast=Turing&rft.aufirst=Dermot&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983113-58><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983113_58-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 113.</span>
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<li id=cite_note-59><span class=mw-cite-backlink><b><a href=#cite_ref-59 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFZabell1995 class="citation journal cs1">Zabell, S. L. (1995). "Alan Turing and the Central Limit Theorem". <i>The American Mathematical Monthly</i>. <b>102</b> (6): <span class=nowrap>483–</span>494. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1080%2F00029890.1995.12004608>10.1080/00029890.1995.12004608</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+American+Mathematical+Monthly&rft.atitle=Alan+Turing+and+the+Central+Limit+Theorem&rft.volume=102&rft.issue=6&rft.pages=483-494&rft.date=1995&rft_id=info%3Adoi%2F10.1080%2F00029890.1995.12004608&rft.aulast=Zabell&rft.aufirst=S.+L.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-computable-60><span class=mw-cite-backlink><b><a href=#cite_ref-computable_60-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1938 class="citation journal cs1">Turing, A. M. (1938). "On Computable Numbers, with an Application to the Entscheidungsproblem: A correction". <i>Proceedings of the London Mathematical Society</i>. 2. <b>43</b> (1) (published 1937): <span class=nowrap>544–</span>46. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1112%2Fplms%2Fs2-43.6.544>10.1112/plms/s2-43.6.544</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Proceedings+of+the+London+Mathematical+Society&rft.atitle=On+Computable+Numbers%2C+with+an+Application+to+the+Entscheidungsproblem%3A+A+correction&rft.volume=43&rft.issue=1&rft.pages=544-46&rft.date=1938&rft_id=info%3Adoi%2F10.1112%2Fplms%2Fs2-43.6.544&rft.aulast=Turing&rft.aufirst=A.+M.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-61><span class=mw-cite-backlink><b><a href=#cite_ref-61 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFTuring1937>Turing 1937</a></span>
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<li id=cite_note-62><span class=mw-cite-backlink><b><a href=#cite_ref-62 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFB._Jack_CopelandCarl_J._PosyOron_Shagrir2013 class="citation book cs1">B. Jack Copeland; Carl J. Posy; Oron Shagrir (2013). <a rel=nofollow class="external text" href="https://books.google.com/books?id=MlsJuSj2OkEC&pg=PA211"><i>Computability: Turing, Gödel, Church, and Beyond</i></a>. MIT Press. p. 211. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-262-01899-9 title=Special:BookSources/978-0-262-01899-9><bdi>978-0-262-01899-9</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Computability%3A+Turing%2C+G%C3%B6del%2C+Church%2C+and+Beyond&rft.pages=211&rft.pub=MIT+Press&rft.date=2013&rft.isbn=978-0-262-01899-9&rft.au=B.+Jack+Copeland&rft.au=Carl+J.+Posy&rft.au=Oron+Shagrir&rft_id=https%3A%2F%2Fbooks.google.com%2Fbooks%3Fid%3DMlsJuSj2OkEC%26pg%3DPA211&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-63><span class=mw-cite-backlink><b><a href=#cite_ref-63 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAvi_Wigderson2019 class="citation book cs1">Avi Wigderson (2019). <i>Mathematics and Computation</i>. Princeton University Press. p. 15. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-691-18913-0 title=Special:BookSources/978-0-691-18913-0><bdi>978-0-691-18913-0</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Mathematics+and+Computation&rft.pages=15&rft.pub=Princeton+University+Press&rft.date=2019&rft.isbn=978-0-691-18913-0&rft.au=Avi+Wigderson&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-64><span class=mw-cite-backlink><b><a href=#cite_ref-64 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFChurch1936>Church 1936</a></span>
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<li id=cite_note-65><span class=mw-cite-backlink><b><a href=#cite_ref-65 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGrime2012 class="citation web cs1">Grime, James (February 2012). <a rel=nofollow class="external text" href=https://nrich.maths.org/8050>"What Did Turing Do for Us?"</a>. <i><a href=https://en.wikipedia.org/wiki/NRICH class=mw-redirect title=NRICH>NRICH</a></i>. <a href=https://en.wikipedia.org/wiki/University_of_Cambridge title="University of Cambridge">University of Cambridge</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20160304175703/http://nrich.maths.org/8050>Archived</a> from the original on 4 March 2016<span class=reference-accessdate>. Retrieved <span class=nowrap>28 February</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=NRICH&rft.atitle=What+Did+Turing+Do+for+Us%3F&rft.date=2012-02&rft.aulast=Grime&rft.aufirst=James&rft_id=https%3A%2F%2Fnrich.maths.org%2F8050&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-66><span class=mw-cite-backlink><b><a href=#cite_ref-66 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>"von Neumann ... firmly emphasised to me, and to others I am sure, that the fundamental conception is owing to Turing—insofar as not anticipated by Babbage, Lovelace and others." Letter by <a href=https://en.wikipedia.org/wiki/Stanley_Frankel class=mw-redirect title="Stanley Frankel">Stanley Frankel</a> to <a href=https://en.wikipedia.org/wiki/Brian_Randell title="Brian Randell">Brian Randell</a>, 1972, quoted in <a href=https://en.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Jack Copeland</a> (2004) <i>The Essential Turing</i>, p. 22.</span>
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<li id=cite_note-67><span class=mw-cite-backlink><b><a href=#cite_ref-67 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFDe_Mol2021 class="citation cs1">De Mol, Liesbeth (2021). <a rel=nofollow class="external text" href=https://plato.stanford.edu/archives/win2021/entries/turing-machine/>"Turing Machines"</a>. In Zalta, Edward N. (ed.). <i>The Stanford Encyclopedia of Philosophy</i> (Winter 2021 ed.). Metaphysics Research Lab, Stanford University. <a rel=nofollow class="external text" href=https://web.archive.org/web/20221016224306/https://plato.stanford.edu/archives/win2021/entries/turing-machine/>Archived</a> from the original on 16 October 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>12 July</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Turing+Machines&rft.btitle=The+Stanford+Encyclopedia+of+Philosophy&rft.edition=Winter+2021&rft.pub=Metaphysics+Research+Lab%2C+Stanford+University&rft.date=2021&rft.aulast=De+Mol&rft.aufirst=Liesbeth&rft_id=https%3A%2F%2Fplato.stanford.edu%2Farchives%2Fwin2021%2Fentries%2Fturing-machine%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983138-68><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983138_68-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 138.</span>
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<li id=cite_note-69><span class=mw-cite-backlink><b><a href=#cite_ref-69 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1939 class="citation journal cs1 cs1-prop-long-vol"><a class="mw-selflink selflink">Turing, A.M.</a> (1939). "Systems of Logic Based on Ordinals". <i>Proceedings of the London Mathematical Society</i>. s2-45 (1): <span class=nowrap>161–</span>228. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1112%2Fplms%2Fs2-45.1.161>10.1112/plms/s2-45.1.161</a>. <a href=https://en.wikipedia.org/wiki/Hdl_(identifier) class=mw-redirect title="Hdl (identifier)">hdl</a>:<span class=id-lock-free title="Freely accessible"><a rel=nofollow class="external text" href=https://hdl.handle.net/21.11116%2F0000-0001-91CE-3>21.11116/0000-0001-91CE-3</a></span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Proceedings+of+the+London+Mathematical+Society&rft.atitle=Systems+of+Logic+Based+on+Ordinals&rft.volume=s2-45&rft.issue=1&rft.pages=161-228&rft.date=1939&rft_id=info%3Ahdl%2F21.11116%2F0000-0001-91CE-3&rft_id=info%3Adoi%2F10.1112%2Fplms%2Fs2-45.1.161&rft.aulast=Turing&rft.aufirst=A.M.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-turingphd-70><span class=mw-cite-backlink><b><a href=#cite_ref-turingphd_70-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1938 class="citation thesis cs1 cs1-prop-long-vol"><a class="mw-selflink selflink">Turing, Alan</a> (1938). <i>Systems of Logic Based on Ordinals</i>. <i>Proceedings of the London Mathematical Society</i> (PhD thesis). Vol. s2-45. Princeton University. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1112%2Fplms%2Fs2-45.1.161>10.1112/plms/s2-45.1.161</a>. <a href=https://en.wikipedia.org/wiki/Hdl_(identifier) class=mw-redirect title="Hdl (identifier)">hdl</a>:<span class=id-lock-free title="Freely accessible"><a rel=nofollow class="external text" href=https://hdl.handle.net/21.11116%2F0000-0001-91CE-3>21.11116/0000-0001-91CE-3</a></span>. <link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><a href=https://en.wikipedia.org/wiki/ProQuest title=ProQuest>ProQuest</a> <a rel=nofollow class="external text" href=https://www.proquest.com/docview/301792588>301792588</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Adissertation&rft.title=Systems+of+Logic+Based+on+Ordinals&rft.degree=PhD&rft.inst=Princeton+University&rft.date=1938&rft_id=info%3Ahdl%2F21.11116%2F0000-0001-91CE-3&rft_id=info%3Adoi%2F10.1112%2Fplms%2Fs2-45.1.161&rft.aulast=Turing&rft.aufirst=Alan&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-71><span class=mw-cite-backlink><b><a href=#cite_ref-71 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1938 class="citation web cs1"><a class="mw-selflink selflink">Turing, A.M.</a> (1938). <a rel=nofollow class="external text" href=https://web.archive.org/web/20121023103503/https://webspace.princeton.edu/users/jedwards/Turing%20Centennial%202012/Mudd%20Archive%20files/12285_AC100_Turing_1938.pdf>"Systems of Logic Based on Ordinals"</a> <span class=cs1-format>(PDF)</span>. Archived from <a rel=nofollow class="external text" href=https://webspace.princeton.edu/users/jedwards/Turing%20Centennial%202012/Mudd%20Archive%20files/12285_AC100_Turing_1938.pdf>the original</a> <span class=cs1-format>(PDF)</span> on 23 October 2012<span class=reference-accessdate>. Retrieved <span class=nowrap>4 February</span> 2012</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Systems+of+Logic+Based+on+Ordinals&rft.date=1938&rft.aulast=Turing&rft.aufirst=A.M.&rft_id=https%3A%2F%2Fwebspace.princeton.edu%2Fusers%2Fjedwards%2FTuring%2520Centennial%25202012%2FMudd%2520Archive%2520files%2F12285_AC100_Turing_1938.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-72><span class=mw-cite-backlink><b><a href=#cite_ref-72 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><i>John Von Neumann: The Scientific Genius Who Pioneered the Modern Computer, Game Theory, Nuclear Deterrence, and Much More</i>, Norman MacRae, 1999, American Mathematical Society, Chapter 8</span>
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<li id=cite_note-FOOTNOTEHodges1983152-73><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983152_73-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 152.</span>
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<li id=cite_note-74><span class=mw-cite-backlink><b><a href=#cite_ref-74 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFDiamond1976 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Cora_Diamond title="Cora Diamond">Diamond, Cora</a>, ed. (1976). <i>Wittgenstein's Lectures on the Foundations of Mathematics</i>. University of Chicago Press.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Wittgenstein%27s+Lectures+on+the+Foundations+of+Mathematics&rft.pub=University+of+Chicago+Press&rft.date=1976&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983153-154-75><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983153-154_75-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 153-154.</span>
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<li id=cite_note-76><span class=mw-cite-backlink><b><a href=#cite_ref-76 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBriggs2011 class="citation audio-visual cs1"><a href=https://en.wikipedia.org/wiki/Asa_Briggs title="Asa Briggs">Briggs, Asa</a> (21 November 2011). <i>Britain's Greatest Codebreaker</i> (TV broadcast). <a href=https://en.wikipedia.org/wiki/Channel_4 title="Channel 4">UK Channel 4</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Britain%27s+Greatest+Codebreaker&rft.pub=UK+Channel+4&rft.date=2011-11-21&rft.aulast=Briggs&rft.aufirst=Asa&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-77><span class=mw-cite-backlink><b><a href=#cite_ref-77 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCopeland2001 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Copeland, Jack</a> (2001). "Colossus and the Dawning of the Computer Age". In Smith, Michael; Erskine, Ralph (eds.). <i>Action This Day</i>. Bantam. p. 352. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-593-04910-5 title=Special:BookSources/978-0-593-04910-5><bdi>978-0-593-04910-5</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Colossus+and+the+Dawning+of+the+Computer+Age&rft.btitle=Action+This+Day&rft.pages=352&rft.pub=Bantam&rft.date=2001&rft.isbn=978-0-593-04910-5&rft.aulast=Copeland&rft.aufirst=Jack&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-78><span class=mw-cite-backlink><b><a href=#cite_ref-78 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFCopeland2004a>Copeland 2004a</a>, p. 217</span>
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<li id=cite_note-79><span class=mw-cite-backlink><b><a href=#cite_ref-79 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFClark2012 class="citation news cs1">Clark, Liat (18 June 2012). <a rel=nofollow class="external text" href="https://www.wired.co.uk/news/archive/2012-06/18/turing-contributions?page=all">"Turing's achievements: codebreaking, AI and the birth of computer science (Wired UK)"</a>. <i>Wired</i>. <a rel=nofollow class="external text" href="https://web.archive.org/web/20131102122933/http://www.wired.co.uk/news/archive/2012-06/18/turing-contributions?page=all">Archived</a> from the original on 2 November 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>31 October</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Wired&rft.atitle=Turing%27s+achievements%3A+codebreaking%2C+AI+and+the+birth+of+computer+science+%28Wired+UK%29&rft.date=2012-06-18&rft.aulast=Clark&rft.aufirst=Liat&rft_id=https%3A%2F%2Fwww.wired.co.uk%2Fnews%2Farchive%2F2012-06%2F18%2Fturing-contributions%3Fpage%3Dall&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-Copeland2006p378-80><span class=mw-cite-backlink>^ <a href=#cite_ref-Copeland2006p378_80-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-Copeland2006p378_80-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text>Copeland, 2006 p. 378.</span>
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<li id=cite_note-Collins-81><span class=mw-cite-backlink>^ <a href=#cite_ref-Collins_81-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-Collins_81-1><sup><i><b>b</b></i></sup></a> <a href=#cite_ref-Collins_81-2><sup><i><b>c</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCollins2020 class="citation web cs1">Collins, Jeremy (24 June 2020). <a rel=nofollow class="external text" href=https://www.nationalww2museum.org/war/articles/alan-turing-betchley-park>"Alan Turing and the Hidden Heroes of Bletchley Park: A Conversation with Sir John Dermot Turing"</a>. New Orleans: The National WWII Museum. <a rel=nofollow class="external text" href=https://web.archive.org/web/20211202101721/https://www.nationalww2museum.org/war/articles/alan-turing-betchley-park>Archived</a> from the original on 2 December 2021<span class=reference-accessdate>. Retrieved <span class=nowrap>24 August</span> 2021</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Alan+Turing+and+the+Hidden+Heroes+of+Bletchley+Park%3A+A+Conversation+with+Sir+John+Dermot+Turing&rft.place=New+Orleans&rft.pub=The+National+WWII+Museum&rft.date=2020-06-24&rft.aulast=Collins&rft.aufirst=Jeremy&rft_id=https%3A%2F%2Fwww.nationalww2museum.org%2Fwar%2Farticles%2Falan-turing-betchley-park&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-82><span class=mw-cite-backlink><b><a href=#cite_ref-82 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://www.iwm.org.uk/history/how-alan-turing-cracked-the-enigma-code>"How Alan Turing Cracked The Enigma Code"</a>. <i>Imperial War Museums</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20220124140731/https://www.iwm.org.uk/history/how-alan-turing-cracked-the-enigma-code>Archived</a> from the original on 24 January 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>12 July</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Imperial+War+Museums&rft.atitle=How+Alan+Turing+Cracked+The+Enigma+Code&rft_id=https%3A%2F%2Fwww.iwm.org.uk%2Fhistory%2Fhow-alan-turing-cracked-the-enigma-code&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-83><span class=mw-cite-backlink><b><a href=#cite_ref-83 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuringBayley2012 class="citation journal cs1">Turing, Alan M.; Bayley, D. (2012). <a rel=nofollow class="external text" href=http://www.tandfonline.com/doi/abs/10.1080/01611194.2012.713803>"Report on Speech Secrecy System DELILAH, a Technical Description Compiled by A. M. Turing and Lieutenant D. Bayley REME, 1945–1946"</a>. <i>Cryptologia</i>. <b>36</b> (4): <span class=nowrap>295–</span>340. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1080%2F01611194.2012.713803>10.1080/01611194.2012.713803</a>. <a href=https://en.wikipedia.org/wiki/ISSN_(identifier) class=mw-redirect title="ISSN (identifier)">ISSN</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/issn/0161-1194>0161-1194</a>. <a href=https://en.wikipedia.org/wiki/S2CID_(identifier) class=mw-redirect title="S2CID (identifier)">S2CID</a> <a rel=nofollow class="external text" href=https://api.semanticscholar.org/CorpusID:205488183>205488183</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20230712092022/https://www.tandfonline.com/doi/abs/10.1080/01611194.2012.713803>Archived</a> from the original on 12 July 2023<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Cryptologia&rft.atitle=Report+on+Speech+Secrecy+System+DELILAH%2C+a+Technical+Description+Compiled+by+A.+M.+Turing+and+Lieutenant+D.+Bayley+REME%2C+1945%E2%80%931946&rft.volume=36&rft.issue=4&rft.pages=295-340&rft.date=2012&rft_id=https%3A%2F%2Fapi.semanticscholar.org%2FCorpusID%3A205488183%23id-name%3DS2CID&rft.issn=0161-1194&rft_id=info%3Adoi%2F10.1080%2F01611194.2012.713803&rft.aulast=Turing&rft.aufirst=Alan+M.&rft.au=Bayley%2C+D.&rft_id=http%3A%2F%2Fwww.tandfonline.com%2Fdoi%2Fabs%2F10.1080%2F01611194.2012.713803&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-84><span class=mw-cite-backlink><b><a href=#cite_ref-84 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuringc._1941 class="citation web cs1">Turing, Alan (c. 1941). <a rel=nofollow class="external text" href=http://discovery.nationalarchives.gov.uk/details/r/C11510465>"The Applications of Probability to Cryptography"</a>. The National Archives (United Kingdom): HW 25/37. <a rel=nofollow class="external text" href=https://web.archive.org/web/20150407234050/http://discovery.nationalarchives.gov.uk/details/r/C11510465>Archived</a> from the original on 7 April 2015<span class=reference-accessdate>. Retrieved <span class=nowrap>25 March</span> 2015</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=The+Applications+of+Probability+to+Cryptography&rft.aulast=Turing&rft.aufirst=Alan&rft_id=http%3A%2F%2Fdiscovery.nationalarchives.gov.uk%2Fdetails%2Fr%2FC11510465&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-85><span class=mw-cite-backlink><b><a href=#cite_ref-85 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuringc._1941 class="citation web cs1">Turing, Alan (c. 1941). <a rel=nofollow class="external text" href=http://discovery.nationalarchives.gov.uk/details/r/C11510466>"Paper on Statistics of Repetitions"</a>. The National Archives (United Kingdom): HW 25/38. <a rel=nofollow class="external text" href=https://web.archive.org/web/20150408013845/http://discovery.nationalarchives.gov.uk/details/r/C11510466>Archived</a> from the original on 8 April 2015<span class=reference-accessdate>. Retrieved <span class=nowrap>25 March</span> 2015</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Paper+on+Statistics+of+Repetitions&rft.aulast=Turing&rft.aufirst=Alan&rft_id=http%3A%2F%2Fdiscovery.nationalarchives.gov.uk%2Fdetails%2Fr%2FC11510466&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-bbcrichard-86><span class=mw-cite-backlink><b><a href=#cite_ref-bbcrichard_86-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFVallance2012 class="citation news cs1">Vallance, Chris (19 April 2012). <a rel=nofollow class="external text" href=https://www.bbc.co.uk/news/technology-17771962>"Alan Turing papers on code breaking released by GCHQ"</a>. <i>BBC News</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20121004192554/http://www.bbc.co.uk/news/technology-17771962>Archived</a> from the original on 4 October 2012<span class=reference-accessdate>. Retrieved <span class=nowrap>20 April</span> 2012</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=Alan+Turing+papers+on+code+breaking+released+by+GCHQ&rft.date=2012-04-19&rft.aulast=Vallance&rft.aufirst=Chris&rft_id=https%3A%2F%2Fwww.bbc.co.uk%2Fnews%2Ftechnology-17771962&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983208-87><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983208_87-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 208.</span>
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<li id=cite_note-88><span class=mw-cite-backlink><b><a href=#cite_ref-88 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1940 class="citation book cs1">Turing, Alan M. (1940). <span class=id-lock-registration title="Free registration required"><a rel=nofollow class="external text" href=https://archive.org/details/hw-25-3/><i>The Prof's Book: Turing's Treatise on the Enigma</i></a></span>. <q>In late 1940 Alan Turing wrote a report describing the methods he and his colleagues at Bletchley Park had used to break into the German Enigma cipher systems. At Bletchley it was known as 'the Prof's Book.' A copy of this handbook was at last released from secrecy by the American National Security Agency in April 1996, under the title <i>Turing's Treatise on the Enigma</i>. Subsequently, a much better original copy was released by the (British) National Archives, box HW 25/3. This also revealed a title which had been lost in the American copy: <i>Mathematical theory of ENIGMA machine</i>. (Though, oddly, the report does not actually have any mathematical theory.)</q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Prof%27s+Book%3A+Turing%27s+Treatise+on+the+Enigma&rft.date=1940&rft.aulast=Turing&rft.aufirst=Alan+M.&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fhw-25-3%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-89><span class=mw-cite-backlink><b><a href=#cite_ref-89 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFLewin1978>Lewin 1978</a>, p. 57</span>
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<li id=cite_note-90><span class=mw-cite-backlink><b><a href=#cite_ref-90 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHilton class="citation web cs1">Hilton, Peter. <a rel=nofollow class="external text" href=http://www.ams.org/publicoutreach/math-history/hmath1-hilton22.pdf>"A Century of Mathematics in America, Part 1, Reminiscences of Bletchley Park"</a> <span class=cs1-format>(PDF)</span>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190829112241/http://www.ams.org/publicoutreach/math-history/hmath1-hilton22.pdf>Archived</a> <span class=cs1-format>(PDF)</span> from the original on 29 August 2019.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=A+Century+of+Mathematics+in+America%2C+Part+1%2C+Reminiscences+of+Bletchley+Park&rft.aulast=Hilton&rft.aufirst=Peter&rft_id=http%3A%2F%2Fwww.ams.org%2Fpublicoutreach%2Fmath-history%2Fhmath1-hilton22.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-91><span class=mw-cite-backlink><b><a href=#cite_ref-91 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHilton class="citation web cs1">Hilton, Peter. <a rel=nofollow class="external text" href=https://www.pbs.org/wgbh/nova/transcripts/2615decoding.html>"NOVA | Transcripts | Decoding Nazi Secrets"</a>. <i><a href=https://en.wikipedia.org/wiki/PBS title=PBS>PBS</a></i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190829112240/https://www.pbs.org/wgbh/nova/transcripts/2615decoding.html>Archived</a> from the original on 29 August 2019.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=PBS&rft.atitle=NOVA+%7C+Transcripts+%7C+Decoding+Nazi+Secrets&rft.aulast=Hilton&rft.aufirst=Peter&rft_id=https%3A%2F%2Fwww.pbs.org%2Fwgbh%2Fnova%2Ftranscripts%2F2615decoding.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-92><span class=mw-cite-backlink><b><a href=#cite_ref-92 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBrown1975 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Anthony_Cave_Brown title="Anthony Cave Brown">Brown, Anthony Cave</a> (1975). <span class=id-lock-registration title="Free registration required"><a rel=nofollow class="external text" href=https://archive.org/details/bodyguardoflies00brow><i>Bodyguard of Lies: The Extraordinary True Story Behind D-Day</i></a></span>. The Lyons Press. p. 19. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-1-59921-383-5 title=Special:BookSources/978-1-59921-383-5><bdi>978-1-59921-383-5</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Bodyguard+of+Lies%3A+The+Extraordinary+True+Story+Behind+D-Day&rft.pages=19&rft.pub=The+Lyons+Press&rft.date=1975&rft.isbn=978-1-59921-383-5&rft.aulast=Brown&rft.aufirst=Anthony+Cave&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fbodyguardoflies00brow&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-93><span class=mw-cite-backlink><b><a href=#cite_ref-93 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGraham-Cumming,_John2010 class="citation news cs1">Graham-Cumming, John (10 March 2010). <a rel=nofollow class="external text" href=https://www.theguardian.com/commentisfree/2010/mar/10/alan-turing-2012-olympics>"An Olympic honour for Alan Turing"</a>. <i>The Guardian</i>. London. <a rel=nofollow class="external text" href=https://web.archive.org/web/20161201171628/https://www.theguardian.com/commentisfree/2010/mar/10/alan-turing-2012-olympics>Archived</a> from the original on 1 December 2016<span class=reference-accessdate>. Retrieved <span class=nowrap>10 December</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Guardian&rft.atitle=An+Olympic+honour+for+Alan+Turing&rft.date=2010-03-10&rft.au=Graham-Cumming%2C+John&rft_id=https%3A%2F%2Fwww.theguardian.com%2Fcommentisfree%2F2010%2Fmar%2F10%2Falan-turing-2012-olympics&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-94><span class=mw-cite-backlink><b><a href=#cite_ref-94 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFButcher2009 class="citation web cs1">Butcher, Pat (14 September 2009). <a rel=nofollow class="external text" href=http://www.globerunner.org/index.php/09/in-praise-of-great-men/>"In Praise of Great Men"</a>. Globe Runner. <a rel=nofollow class="external text" href=https://web.archive.org/web/20130818145759/http://www.globerunner.org/index.php/09/in-praise-of-great-men/>Archived</a> from the original on 18 August 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>23 June</span> 2012</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=In+Praise+of+Great+Men&rft.pub=Globe+Runner&rft.date=2009-09-14&rft.aulast=Butcher&rft.aufirst=Pat&rft_id=http%3A%2F%2Fwww.globerunner.org%2Findex.php%2F09%2Fin-praise-of-great-men%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-95><span class=mw-cite-backlink><b><a href=#cite_ref-95 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHodges class="citation web cs1"><a href=https://en.wikipedia.org/wiki/Andrew_Hodges title="Andrew Hodges">Hodges, Andrew</a>. <a rel=nofollow class="external text" href=http://www.turing.org.uk/bio/part6.html>"Alan Turing: a short biography"</a>. Alan Turing: The Enigma. <a rel=nofollow class="external text" href=https://web.archive.org/web/20130914091359/http://www.turing.org.uk/bio/part6.html>Archived</a> from the original on 14 September 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>12 June</span> 2014</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Alan+Turing%3A+a+short+biography&rft.pub=Alan+Turing%3A+The+Enigma&rft.aulast=Hodges&rft.aufirst=Andrew&rft_id=http%3A%2F%2Fwww.turing.org.uk%2Fbio%2Fpart6.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-96><span class=mw-cite-backlink><b><a href=#cite_ref-96 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGraham-Cumming2010 class="citation news cs1"><a href=https://en.wikipedia.org/wiki/John_Graham-Cumming title="John Graham-Cumming">Graham-Cumming, John</a> (10 March 2010). <a rel=nofollow class="external text" href=https://www.theguardian.com/commentisfree/2010/mar/10/alan-turing-2012-olympics>"Alan Turing: a short biography"</a>. <i>The Guardian</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20141108165218/http://www.theguardian.com/commentisfree/2010/mar/10/alan-turing-2012-olympics>Archived</a> from the original on 8 November 2014<span class=reference-accessdate>. Retrieved <span class=nowrap>12 June</span> 2014</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Guardian&rft.atitle=Alan+Turing%3A+a+short+biography&rft.date=2010-03-10&rft.aulast=Graham-Cumming&rft.aufirst=John&rft_id=https%3A%2F%2Fwww.theguardian.com%2Fcommentisfree%2F2010%2Fmar%2F10%2Falan-turing-2012-olympics&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-97><span class=mw-cite-backlink><b><a href=#cite_ref-97 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFButcher1999 class="citation web cs1">Butcher, Pat (December 1999). <a rel=nofollow class="external text" href=http://www-groups.dcs.st-and.ac.uk/~history/Extras/Turing_running.html>"Turing as a runner"</a>. The MacTutor History of Mathematics archive. <a rel=nofollow class="external text" href=https://web.archive.org/web/20141113020916/http://www-groups.dcs.st-and.ac.uk/~history/Extras/Turing_running.html>Archived</a> from the original on 13 November 2014<span class=reference-accessdate>. Retrieved <span class=nowrap>12 June</span> 2014</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Turing+as+a+runner&rft.pub=The+MacTutor+History+of+Mathematics+archive&rft.date=1999-12&rft.aulast=Butcher&rft.aufirst=Pat&rft_id=http%3A%2F%2Fwww-groups.dcs.st-and.ac.uk%2F~history%2FExtras%2FTuring_running.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-98><span class=mw-cite-backlink><b><a href=#cite_ref-98 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFKottke2018 class="citation web cs1">Kottke, Jason (17 April 2018). <a rel=nofollow class="external text" href=https://kottke.org/18/04/alan-turing-was-an-excellent-runner>"Turing was an excellent runner"</a>. <i>kottke.org</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20210609192748/https://kottke.org/18/04/alan-turing-was-an-excellent-runner>Archived</a> from the original on 9 June 2021<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=kottke.org&rft.atitle=Turing+was+an+excellent+runner&rft.date=2018-04-17&rft.aulast=Kottke&rft.aufirst=Jason&rft_id=https%3A%2F%2Fkottke.org%2F18%2F04%2Falan-turing-was-an-excellent-runner&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-99><span class=mw-cite-backlink><b><a href=#cite_ref-99 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>See for example <link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFRichelson1997 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Jeffrey_T._Richelson title="Jeffrey T. Richelson">Richelson, Jeffery T.</a> (1997). <i>A Century of Spies: Intelligence in the Twentieth Century</i>. New York: Oxford University Press. p. 296.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=A+Century+of+Spies%3A+Intelligence+in+the+Twentieth+Century&rft.place=New+York&rft.pages=296&rft.pub=Oxford+University+Press&rft.date=1997&rft.aulast=Richelson&rft.aufirst=Jeffery+T.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> and <link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHartcup2000 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Guy_Hartcup title="Guy Hartcup">Hartcup, Guy</a> (2000). <i>The Effect of Science on the Second World War</i>. Basingstoke, Hampshire: Macmillan Press. pp. <span class=nowrap>96–</span>99.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Effect+of+Science+on+the+Second+World+War&rft.place=Basingstoke%2C+Hampshire&rft.pages=96-99&rft.pub=Macmillan+Press&rft.date=2000&rft.aulast=Hartcup&rft.aufirst=Guy&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-Hinsley_1996-100><span class=mw-cite-backlink><b><a href=#cite_ref-Hinsley_1996_100-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHinsley1996 class="citation cs1"><a href=https://en.wikipedia.org/wiki/Harry_Hinsley title="Harry Hinsley">Hinsley, Harry</a> (1996) [1993]. <a rel=nofollow class="external text" href=http://www.cix.co.uk/~klockstone/hinsley.htm><i>The Influence of ULTRA in the Second World War</i></a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20221015210957/https://www.cix.co.uk/~klockstone/hinsley.htm>Archived</a> from the original on 15 October 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Influence+of+ULTRA+in+the+Second+World+War&rft.date=1996&rft.aulast=Hinsley&rft.aufirst=Harry&rft_id=http%3A%2F%2Fwww.cix.co.uk%2F~klockstone%2Fhinsley.htm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> Transcript of a lecture given on Tuesday 19 October 1993 at Cambridge University</span>
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<li id=cite_note-101><span class=mw-cite-backlink><b><a href=#cite_ref-101 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://www.bbc.co.uk/news/technology-18541715>"Alan Turing: Colleagues share their memories"</a>. <i>BBC News</i>. 23 June 2012. <a rel=nofollow class="external text" href=https://web.archive.org/web/20180707105436/https://www.bbc.co.uk/news/technology-18541715>Archived</a> from the original on 7 July 2018<span class=reference-accessdate>. Retrieved <span class=nowrap>21 June</span> 2018</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=Alan+Turing%3A+Colleagues+share+their+memories&rft.date=2012-06-23&rft_id=https%3A%2F%2Fwww.bbc.co.uk%2Fnews%2Ftechnology-18541715&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-thegazette.co.uk-102><span class=mw-cite-backlink><b><a href=#cite_ref-thegazette.co.uk_102-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://www.thegazette.co.uk/all-notices/content/114>"This month in history: Alan Turing and the Enigma code"</a>. <i>thegazette.co.uk</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190626211800/https://www.thegazette.co.uk/all-notices/content/114>Archived</a> from the original on 26 June 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>6 February</span> 2019</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=thegazette.co.uk&rft.atitle=This+month+in+history%3A+Alan+Turing+and+the+Enigma+code&rft_id=https%3A%2F%2Fwww.thegazette.co.uk%2Fall-notices%2Fcontent%2F114&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-103><span class=mw-cite-backlink><b><a href=#cite_ref-103 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFWelchman1997 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Gordon_Welchman title="Gordon Welchman">Welchman, Gordon</a> (1997) [1982]. <i>The Hut Six story: Breaking the Enigma codes</i>. Cleobury Mortimer, England: M&M Baldwin. p. 81. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-947712-34-1 title=Special:BookSources/978-0-947712-34-1><bdi>978-0-947712-34-1</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=The+Hut+Six+story%3A+Breaking+the+Enigma+codes&rft.place=Cleobury+Mortimer%2C+England&rft.pages=81&rft.pub=M%26M+Baldwin&rft.date=1997&rft.isbn=978-0-947712-34-1&rft.aulast=Welchman&rft.aufirst=Gordon&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-104><span class=mw-cite-backlink><b><a href=#cite_ref-104 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>Jack Good in "The Men Who Cracked Enigma", 2003: with his caveat: "if my memory is correct".</span>
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<li id=cite_note-105><span class=mw-cite-backlink><b><a href=#cite_ref-105 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://www.tnmoc.org/bombe>"The Turing-Welchman Bombe"</a>. <i>The National Museum of Computing</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20220124200142/https://www.tnmoc.org/bombe>Archived</a> from the original on 24 January 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>18 March</span> 2021</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=The+National+Museum+of+Computing&rft.atitle=The+Turing-Welchman+Bombe&rft_id=https%3A%2F%2Fwww.tnmoc.org%2Fbombe&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-106><span class=mw-cite-backlink><b><a href=#cite_ref-106 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFOakley2006>Oakley 2006</a>, p. 40/03B</span>
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<li id=cite_note-FOOTNOTEHodges1983218-107><span class=mw-cite-backlink>^ <a href=#cite_ref-FOOTNOTEHodges1983218_107-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-FOOTNOTEHodges1983218_107-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 218.</span>
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<li id=cite_note-FOOTNOTEHodges1983221-108><span class=mw-cite-backlink>^ <a href=#cite_ref-FOOTNOTEHodges1983221_108-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-FOOTNOTEHodges1983221_108-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 221.</span>
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<li id=cite_note-109><span class=mw-cite-backlink><b><a href=#cite_ref-109 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>Copeland, <i>The Essential Turing</i>, <a rel=nofollow class="external text" href=http://www.maths.ed.ac.uk/~aar/turingletter.pdf>pp. 336–337</a> <a rel=nofollow class="external text" href=https://web.archive.org/web/20150218142127/http://www.maths.ed.ac.uk/~aar/turingletter.pdf>Archived</a> 18 February 2015 at the <a href=https://en.wikipedia.org/wiki/Wayback_Machine title="Wayback Machine">Wayback Machine</a>.</span>
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<li id=cite_note-codebreaker-110><span class=mw-cite-backlink><b><a href=#cite_ref-codebreaker_110-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCopelandProudfoot2004 class="citation web cs1"><a href=https://en.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Copeland, Jack</a>; Proudfoot, Diane (May 2004). <a rel=nofollow class="external text" href=http://www.alanturing.net/turing_archive/pages/Reference%20Articles/codebreaker.html>"Alan Turing, Codebreaker and Computer Pioneer"</a>. alanturing.net. <a rel=nofollow class="external text" href=https://web.archive.org/web/20070709065520/http://www.alanturing.net/turing_archive/pages/Reference%20Articles/codebreaker.html>Archived</a> from the original on 9 July 2007<span class=reference-accessdate>. Retrieved <span class=nowrap>27 July</span> 2007</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Alan+Turing%2C+Codebreaker+and+Computer+Pioneer&rft.pub=alanturing.net&rft.date=2004-05&rft.aulast=Copeland&rft.aufirst=Jack&rft.au=Proudfoot%2C+Diane&rft_id=http%3A%2F%2Fwww.alanturing.net%2Fturing_archive%2Fpages%2FReference%2520Articles%2Fcodebreaker.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-111><span class=mw-cite-backlink><b><a href=#cite_ref-111 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://www.bletchleypark.org.uk/news/docview.rhtm/454075>"Bletchley Park Unveils Statue Commemorating Alan Turing"</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20070630083823/http://www.bletchleypark.org.uk/news/docview.rhtm/454075>Archived</a> from the original on 30 June 2007<span class=reference-accessdate>. Retrieved <span class=nowrap>30 June</span> 2007</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Bletchley+Park+Unveils+Statue+Commemorating+Alan+Turing&rft_id=http%3A%2F%2Fwww.bletchleypark.org.uk%2Fnews%2Fdocview.rhtm%2F454075&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEMahon194514-112><span class=mw-cite-backlink>^ <a href=#cite_ref-FOOTNOTEMahon194514_112-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-FOOTNOTEMahon194514_112-1><sup><i><b>b</b></i></sup></a> <a href=#cite_ref-FOOTNOTEMahon194514_112-2><sup><i><b>c</b></i></sup></a></span> <span class=reference-text><a href=#CITEREFMahon1945>Mahon 1945</a>, p. 14.</span>
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<li id=cite_note-113><span class=mw-cite-backlink><b><a href=#cite_ref-113 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFLeavitt2007>Leavitt 2007</a>, pp. 184–186</span>
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<li id=cite_note-114><span class=mw-cite-backlink><b><a href=#cite_ref-114 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGladwin1997 class="citation journal cs1 cs1-prop-long-vol">Gladwin, Lee (Fall 1997). <a rel=nofollow class="external text" href=https://www.archives.gov/files/publications/prologue/1997/fall/turing.pdf>"Alan Turing, Enigma, and the Breaking of German Machine Ciphers in World War II"</a> <span class=cs1-format>(PDF)</span>. <i>Prologue Magazine</i>. Fall 1997: <span class=nowrap>202–</span>217. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190626211657/https://www.archives.gov/files/publications/prologue/1997/fall/turing.pdf>Archived</a> <span class=cs1-format>(PDF)</span> from the original on 26 June 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>13 April</span> 2019</span> – via National Archives.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Prologue+Magazine&rft.atitle=Alan+Turing%2C+Enigma%2C+and+the+Breaking+of+German+Machine+Ciphers+in+World+War+II&rft.ssn=fall&rft.volume=Fall+1997&rft.pages=202-217&rft.date=1997&rft.aulast=Gladwin&rft.aufirst=Lee&rft_id=https%3A%2F%2Fwww.archives.gov%2Ffiles%2Fpublications%2Fprologue%2F1997%2Ffall%2Fturing.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-115><span class=mw-cite-backlink><b><a href=#cite_ref-115 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGoodMichieTimms1945 class="citation cs1"><a href=https://en.wikipedia.org/wiki/I._J._Good title="I. J. Good">Good, Jack</a>; <a href=https://en.wikipedia.org/wiki/Donald_Michie title="Donald Michie">Michie, Donald</a>; Timms, Geoffrey (1945). <a rel=nofollow class="external text" href=http://www.alanturing.net/turing_archive/archive/t/t15/TR15-018.html><i>General Report on Tunny: With Emphasis on Statistical Methods</i></a>. Part 3 Organisation: 38 Wheel-breaking from Key, Page 293. UK Public Record Office HW 25/4 and HW 25/5. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190421091539/http://www.alanturing.net/turing_archive/archive/t/t15/TR15-018.html>Archived</a> from the original on 21 April 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>13 April</span> 2019</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=General+Report+on+Tunny%3A+With+Emphasis+on+Statistical+Methods&rft.pages=Part+3+Organisation%3A+38+Wheel-breaking+from+Key%2C+Page+293&rft.date=1945&rft.aulast=Good&rft.aufirst=Jack&rft.au=Michie%2C+Donald&rft.au=Timms%2C+Geoffrey&rft_id=http%3A%2F%2Fwww.alanturing.net%2Fturing_archive%2Farchive%2Ft%2Ft15%2FTR15-018.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983204-245-116><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983204-245_116-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 204-245.</span>
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<li id=cite_note-117><span class=mw-cite-backlink><b><a href=#cite_ref-117 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://www.turing.org.uk/sources/washington.html>"Alan Turing's Report from Washington, 1942"</a>. <i>www.turing.org.uk</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20230712083844/https://www.turing.org.uk/sources/washington.html>Archived</a> from the original on 12 July 2023<span class=reference-accessdate>. Retrieved <span class=nowrap>12 July</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=www.turing.org.uk&rft.atitle=Alan+Turing%27s+Report+from+Washington%2C+1942&rft_id=https%3A%2F%2Fwww.turing.org.uk%2Fsources%2Fwashington.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-118><span class=mw-cite-backlink><b><a href=#cite_ref-118 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://www.turing.org.uk/sources/dayton123.html>"Alan Turing's Dayton Report, 1942"</a>. <i>www.turing.org.uk</i><span class=reference-accessdate>. Retrieved <span class=nowrap>12 July</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=www.turing.org.uk&rft.atitle=Alan+Turing%27s+Dayton+Report%2C+1942&rft_id=https%3A%2F%2Fwww.turing.org.uk%2Fsources%2Fdayton123.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-119><span class=mw-cite-backlink><b><a href=#cite_ref-119 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring2001 class="citation journal cs1">Turing, Alan M. (2001). "Visit to National Cash Register Corporation of Dayton, Ohio". <i>Cryptologia</i>. <b>25</b> (1): <span class=nowrap>1–</span>10. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1080%2F0161-110191889734>10.1080/0161-110191889734</a>. <a href=https://en.wikipedia.org/wiki/S2CID_(identifier) class=mw-redirect title="S2CID (identifier)">S2CID</a> <a rel=nofollow class="external text" href=https://api.semanticscholar.org/CorpusID:14207094>14207094</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Cryptologia&rft.atitle=Visit+to+National+Cash+Register+Corporation+of+Dayton%2C+Ohio&rft.volume=25&rft.issue=1&rft.pages=1-10&rft.date=2001&rft_id=info%3Adoi%2F10.1080%2F0161-110191889734&rft_id=https%3A%2F%2Fapi.semanticscholar.org%2FCorpusID%3A14207094%23id-name%3DS2CID&rft.aulast=Turing&rft.aufirst=Alan+M.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983245-253-120><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983245-253_120-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 245-253.</span>
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<li id=cite_note-121><span class=mw-cite-backlink><b><a href=#cite_ref-121 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://www.marshallfoundation.org/newsroom/marshall-legacy-series/codebreaking/>"Marshall Legacy Series: Codebreaking – Events"</a>. <i>marshallfoundation.org</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190407030638/https://www.marshallfoundation.org/newsroom/marshall-legacy-series/codebreaking/>Archived</a> from the original on 7 April 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>7 April</span> 2019</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=marshallfoundation.org&rft.atitle=Marshall+Legacy+Series%3A+Codebreaking+%E2%80%93+Events&rft_id=https%3A%2F%2Fwww.marshallfoundation.org%2Fnewsroom%2Fmarshall-legacy-series%2Fcodebreaking%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-122><span class=mw-cite-backlink><b><a href=#cite_ref-122 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFAlexandercirca_1945>Alexander & circa 1945</a>, p. 42</span>
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<li id=cite_note-123><span class=mw-cite-backlink><b><a href=#cite_ref-123 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFCopeland2006>Copeland 2006</a>, p. 380</span>
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<li id=cite_note-124><span class=mw-cite-backlink><b><a href=#cite_ref-124 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFCopeland2006>Copeland 2006</a>, p. 381</span>
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<li id=cite_note-125><span class=mw-cite-backlink><b><a href=#cite_ref-125 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFCopeland2006>Copeland 2006</a>, p. 72</span>
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<li id=cite_note-126><span class=mw-cite-backlink><b><a href=#cite_ref-126 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFGannon2007>Gannon 2007</a>, p. 230</span>
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<li id=cite_note-127><span class=mw-cite-backlink><b><a href=#cite_ref-127 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHilton2006>Hilton 2006</a>, pp. 197–199</span>
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<li id=cite_note-128><span class=mw-cite-backlink><b><a href=#cite_ref-128 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFCopeland2006>Copeland 2006</a>, pp. 382, 383</span>
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<li id=cite_note-FOOTNOTEHodges1983245-250-129><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983245-250_129-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 245-250.</span>
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<li id=cite_note-130><span class=mw-cite-backlink><b><a href=#cite_ref-130 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHarper2023 class="citation journal cs1"><a href=https://en.wikipedia.org/wiki/John_Harper_(computer_engineer) title="John Harper (computer engineer)">Harper, John</a> (Spring 2023). <a rel=nofollow class="external text" href=https://www.computerconservationsociety.org/resurrection/res101.htm#d>"Delilah Voice Secrecy System"</a>. <i>Resurrection: The Journal of the Computer Conservation Society</i> (101). The Computer Conservation Society: <span class=nowrap>8–</span>9<span class=reference-accessdate>. Retrieved <span class=nowrap>28 June</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Resurrection%3A+The+Journal+of+the+Computer+Conservation+Society&rft.atitle=Delilah+Voice+Secrecy+System&rft.ssn=spring&rft.issue=101&rft.pages=8-9&rft.date=2023&rft.aulast=Harper&rft.aufirst=John&rft_id=https%3A%2F%2Fwww.computerconservationsociety.org%2Fresurrection%2Fres101.htm%23d&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-131><span class=mw-cite-backlink><b><a href=#cite_ref-131 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHarper2023 class="citation journal cs1"><a href=https://en.wikipedia.org/wiki/John_Harper_(computer_engineer) title="John Harper (computer engineer)">Harper, John</a> (Summer 2023). <a rel=nofollow class="external text" href=https://www.computerconservationsociety.org/resurrection/res102.htm#c>"Delilah Voice Secrecy System [part 2]: The Design, Development and Commissioning of Delilah in 1943 – 1945"</a>. <i>Resurrection: The Journal of the Computer Conservation Society</i> (102). The Computer Conservation Society: <span class=nowrap>16–</span>19. <a rel=nofollow class="external text" href=https://web.archive.org/web/20230703233634/https://www.computerconservationsociety.org/resurrection/res102.htm#c>Archived</a> from the original on 3 July 2023<span class=reference-accessdate>. Retrieved <span class=nowrap>28 June</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Resurrection%3A+The+Journal+of+the+Computer+Conservation+Society&rft.atitle=Delilah+Voice+Secrecy+System+%5Bpart+2%5D%3A+The+Design%2C+Development+and+Commissioning+of+Delilah+in+1943+%E2%80%93+1945&rft.ssn=summer&rft.issue=102&rft.pages=16-19&rft.date=2023&rft.aulast=Harper&rft.aufirst=John&rft_id=https%3A%2F%2Fwww.computerconservationsociety.org%2Fresurrection%2Fres102.htm%23c&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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</li>
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<li id=cite_note-FOOTNOTEHodges1983273-132><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983273_132-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 273.</span>
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<li id=cite_note-FOOTNOTEHodges1983346-133><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983346_133-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 346.</span>
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<li id=cite_note-134><span class=mw-cite-backlink><b><a href=#cite_ref-134 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a rel=nofollow class="external text" href=https://openplaques.org/plaques/1619>Plaque #1619 on <i>Open Plaques</i></a></span>
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<li id=cite_note-135><span class=mw-cite-backlink><b><a href=#cite_ref-135 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFCopeland2006>Copeland 2006</a>, p. 108</span>
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<li id=cite_note-136><span class=mw-cite-backlink><b><a href=#cite_ref-136 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFRandell1980 class="citation news cs1"><a href=https://en.wikipedia.org/wiki/Brian_Randell title="Brian Randell">Randell, Brian</a> (1980). <a rel=nofollow class="external text" href=http://www.cs.ncl.ac.uk/research/pubs/books/papers/133.pdf>"A History of Computing in the Twentieth Century: Colossus"</a> <span class=cs1-format>(PDF)</span>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20120127144927/http://www.cs.ncl.ac.uk/research/pubs/books/papers/133.pdf>Archived</a> <span class=cs1-format>(PDF)</span> from the original on 27 January 2012<span class=reference-accessdate>. Retrieved <span class=nowrap>27 January</span> 2012</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.atitle=A+History+of+Computing+in+the+Twentieth+Century%3A+Colossus&rft.date=1980&rft.aulast=Randell&rft.aufirst=Brian&rft_id=http%3A%2F%2Fwww.cs.ncl.ac.uk%2Fresearch%2Fpubs%2Fbooks%2Fpapers%2F133.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> citing <link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFWomersley1946 class="citation journal cs1"><a href=https://en.wikipedia.org/wiki/John_R._Womersley title="John R. Womersley">Womersley, J.R.</a> (13 February 1946). "<span class=cs1-kern-left></span>'ACE' Machine Project". <i>Executive Committee, National Physical Laboratory, Teddington, Middlesex</i>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Executive+Committee%2C+National+Physical+Laboratory%2C+Teddington%2C+Middlesex&rft.atitle=%27ACE%27+Machine+Project&rft.date=1946-02-13&rft.aulast=Womersley&rft.aufirst=J.R.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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</li>
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<li id=cite_note-FOOTNOTEHodges1983416-137><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983416_137-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 416.</span>
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<li id=cite_note-138><span class=mw-cite-backlink><b><a href=#cite_ref-138 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>See <a href=#CITEREFCopeland2004b>Copeland 2004b</a>, pp. 410–432</span>
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<li id=cite_note-139><span class=mw-cite-backlink><b><a href=#cite_ref-139 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://www.npl.co.uk/about/history/notable-individuals/turing/>"Turing at NPL"</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20150705082340/http://www.npl.co.uk/about/history/notable-individuals/turing/>Archived</a> from the original on 5 July 2015<span class=reference-accessdate>. Retrieved <span class=nowrap>3 July</span> 2015</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Turing+at+NPL&rft_id=http%3A%2F%2Fwww.npl.co.uk%2Fabout%2Fhistory%2Fnotable-individuals%2Fturing%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-140><span class=mw-cite-backlink><b><a href=#cite_ref-140 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBruderer,_Herbert class="citation web cs1">Bruderer, Herbert. <a rel=nofollow class="external text" href=http://www.mathcomp.leeds.ac.uk/turing2012/Images/Turing_Zuse.pdf>"Did Alan Turing interrogate Konrad Zuse in Göttingen in 1947?"</a> <span class=cs1-format>(PDF)</span>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20130521211106/http://www.mathcomp.leeds.ac.uk/turing2012/Images/Turing_Zuse.pdf>Archived</a> <span class=cs1-format>(PDF)</span> from the original on 21 May 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>7 February</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Did+Alan+Turing+interrogate+Konrad+Zuse+in+G%C3%B6ttingen+in+1947%3F&rft.au=Bruderer%2C+Herbert&rft_id=http%3A%2F%2Fwww.mathcomp.leeds.ac.uk%2Fturing2012%2FImages%2FTuring_Zuse.pdf&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-141><span class=mw-cite-backlink><b><a href=#cite_ref-141 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFDobson2021 class="citation web cs1">Dobson, Charlotte (28 June 2021). <a rel=nofollow class="external text" href=https://www.manchestereveningnews.co.uk/news/greater-manchester-news/alan-turing-enigma-machine-home-20918089>"Alan Turing's home could be yours - for £1.1m"</a>. <i>Manchester Evening News</i>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Manchester+Evening+News&rft.atitle=Alan+Turing%27s+home+could+be+yours+-+for+%C2%A31.1m&rft.date=2021-06-28&rft.aulast=Dobson&rft.aufirst=Charlotte&rft_id=https%3A%2F%2Fwww.manchestereveningnews.co.uk%2Fnews%2Fgreater-manchester-news%2Falan-turing-enigma-machine-home-20918089&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-142><span class=mw-cite-backlink><b><a href=#cite_ref-142 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>Minute Book of the Manchester Lit & Phil, 1954 </span>
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<li id=cite_note-143><span class=mw-cite-backlink><b><a href=#cite_ref-143 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFSwinton2019 class="citation web cs1">Swinton, Jonathan (2 October 2019). <a rel=nofollow class="external text" href=https://www.manturing.net/manufacturing-blog/2019/10/2/if-i-walked-that-way-id-get-arrested-the-birth-of-the-alan-turing-way>"If I walked that Way I'd get arrested: the birth of the Alan Turing Way"</a>. <i>manturing.net</i><span class=reference-accessdate>. Retrieved <span class=nowrap>13 September</span> 2025</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=manturing.net&rft.atitle=If+I+walked+that+Way+I%27d+get+arrested%3A+the+birth+of+the+Alan+Turing+Way&rft.date=2019-10-02&rft.aulast=Swinton&rft.aufirst=Jonathan&rft_id=https%3A%2F%2Fwww.manturing.net%2Fmanufacturing-blog%2F2019%2F10%2F2%2Fif-i-walked-that-way-id-get-arrested-the-birth-of-the-alan-turing-way&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-144><span class=mw-cite-backlink><b><a href=#cite_ref-144 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFSwinton2019 class="citation book cs1">Swinton, Jonathan (2019). <a rel=nofollow class="external text" href=https://www.manturing.net/><i>Alan Turing's Manchester</i></a>. Manchester: Infang Publishing. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-9931789-2-4 title=Special:BookSources/978-0-9931789-2-4><bdi>978-0-9931789-2-4</bdi></a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190217172318/https://www.manturing.net/>Archived</a> from the original on 17 February 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>18 March</span> 2019</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing%27s+Manchester&rft.place=Manchester&rft.pub=Infang+Publishing&rft.date=2019&rft.isbn=978-0-9931789-2-4&rft.aulast=Swinton&rft.aufirst=Jonathan&rft_id=https%3A%2F%2Fwww.manturing.net%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-doi10.1093/qjmam/1.1.287-145><span class=mw-cite-backlink><b><a href=#cite_ref-doi10.1093/qjmam/1.1.287_145-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1948 class="citation journal cs1">Turing, A.M. (1948). <a rel=nofollow class="external text" href=https://doi.org/10.1093%2Fqjmam%2F1.1.287>"Rounding-Off Errors in Matrix Processes"</a>. <i>The Quarterly Journal of Mechanics and Applied Mathematics</i>. <b>1</b> (1): <span class=nowrap>287–</span>308. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<span class=id-lock-free title="Freely accessible"><a rel=nofollow class="external text" href=https://doi.org/10.1093%2Fqjmam%2F1.1.287>10.1093/qjmam/1.1.287</a></span>. <a href=https://en.wikipedia.org/wiki/Hdl_(identifier) class=mw-redirect title="Hdl (identifier)">hdl</a>:<a rel=nofollow class="external text" href=https://hdl.handle.net/10338.dmlcz%2F103139>10338.dmlcz/103139</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Quarterly+Journal+of+Mechanics+and+Applied+Mathematics&rft.atitle=Rounding-Off+Errors+in+Matrix+Processes&rft.volume=1&rft.issue=1&rft.pages=287-308&rft.date=1948&rft_id=info%3Ahdl%2F10338.dmlcz%2F103139&rft_id=info%3Adoi%2F10.1093%2Fqjmam%2F1.1.287&rft.aulast=Turing&rft.aufirst=A.M.&rft_id=https%3A%2F%2Fdoi.org%2F10.1093%252Fqjmam%252F1.1.287&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-mind-146><span class=mw-cite-backlink><b><a href=#cite_ref-mind_146-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAlan_Turing1950 class="citation journal cs1"><a class="mw-selflink selflink">Alan Turing</a> (1950). <a rel=nofollow class="external text" href=https://academic.oup.com/mind/article/LIX/236/433/986238>"Computing Machinery and Intelligence"</a>. <i><a href=https://en.wikipedia.org/wiki/Mind_(journal) title="Mind (journal)">Mind</a></i>. <b>LIX</b> (253): <span class=nowrap>433–</span>460. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1093%2FMIND%2FLIX.236.433>10.1093/MIND/LIX.236.433</a>. <a href=https://en.wikipedia.org/wiki/ISSN_(identifier) class=mw-redirect title="ISSN (identifier)">ISSN</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/issn/0026-4423>0026-4423</a>. <a href=https://en.wikipedia.org/wiki/OCLC_(identifier) class=mw-redirect title="OCLC (identifier)">OCLC</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/oclc/8091504888>8091504888</a>. <a href=https://en.wikipedia.org/wiki/WDQ_(identifier) class=mw-redirect title="WDQ (identifier)">Wikidata</a> <a href=https://www.wikidata.org/wiki/Q772056 class=extiw title=d:Q772056>Q772056</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Mind&rft.atitle=Computing+Machinery+and+Intelligence&rft.volume=LIX&rft.issue=253&rft.pages=433-460&rft.date=1950&rft_id=info%3Aoclcnum%2F8091504888&rft.issn=0026-4423&rft_id=info%3Adoi%2F10.1093%2FMIND%2FLIX.236.433&rft.au=Alan+Turing&rft_id=https%3A%2F%2Facademic.oup.com%2Fmind%2Farticle%2FLIX%2F236%2F433%2F986238&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-147><span class=mw-cite-backlink><b><a href=#cite_ref-147 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHarnad2008 class="citation book cs1"><a href=https://en.wikipedia.org/wiki/Stevan_Harnad title="Stevan Harnad">Harnad, Stevan</a> (2008). <a rel=nofollow class="external text" href=https://web.archive.org/web/20171018070225/https://eprints.soton.ac.uk/262954/>"The Annotation Game: On Turing (1950) on Computing, Machinery and Intelligence"</a>. In Epstein, Robert; Peters, Grace (eds.). <i>Parsing the Turing Test: Philosophical and Methodological Issues in the Quest for the Thinking Computer</i>. Springer. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/9781402067082 title=Special:BookSources/9781402067082><bdi>9781402067082</bdi></a>. Archived from <a rel=nofollow class="external text" href=http://eprints.soton.ac.uk/262954/>the original</a> on 18 October 2017.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=The+Annotation+Game%3A+On+Turing+%281950%29+on+Computing%2C+Machinery+and+Intelligence&rft.btitle=Parsing+the+Turing+Test%3A+Philosophical+and+Methodological+Issues+in+the+Quest+for+the+Thinking+Computer&rft.pub=Springer&rft.date=2008&rft.isbn=9781402067082&rft.aulast=Harnad&rft.aufirst=Stevan&rft_id=http%3A%2F%2Feprints.soton.ac.uk%2F262954%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-148><span class=mw-cite-backlink><b><a href=#cite_ref-148 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFClark class="citation magazine cs1">Clark, Liat. <a rel=nofollow class="external text" href="https://www.wired.co.uk/news/archive/2012-06/18/turing-contributions?page=all">"Turing's achievements: codebreaking, AI and the birth of computer science"</a>. <i>Wired</i>. <a rel=nofollow class="external text" href="https://web.archive.org/web/20131102122933/http://www.wired.co.uk/news/archive/2012-06/18/turing-contributions?page=all">Archived</a> from the original on 2 November 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>11 November</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Wired&rft.atitle=Turing%27s+achievements%3A+codebreaking%2C+AI+and+the+birth+of+computer+science&rft.aulast=Clark&rft.aufirst=Liat&rft_id=https%3A%2F%2Fwww.wired.co.uk%2Fnews%2Farchive%2F2012-06%2F18%2Fturing-contributions%3Fpage%3Dall&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-149><span class=mw-cite-backlink><b><a href=#cite_ref-149 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href="https://web.archive.org/web/20060219033248/http://www.chessgames.com/perl/chessgame?gid=1356927">"Alan Turing vs Alick Glennie (1952) "Turing Test"<span class=cs1-kern-right></span>"</a>. <i>Chessgames.com</i>. Archived from <a rel=nofollow class="external text" href="http://www.chessgames.com/perl/chessgame?gid=1356927">the original</a> on 19 February 2006.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Chessgames.com&rft.atitle=Alan+Turing+vs+Alick+Glennie+%281952%29+%22Turing+Test%22&rft_id=http%3A%2F%2Fwww.chessgames.com%2Fperl%2Fchessgame%3Fgid%3D1356927&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-150><span class=mw-cite-backlink><b><a href=#cite_ref-150 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFKasparov2017 class="citation news cs1">Kasparov, Garry (15–16 April 2017). "Smart machines will free us all". <i>The Wall Street Journal</i>. p. c3.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Wall+Street+Journal&rft.atitle=Smart+machines+will+free+us+all&rft.pages=c3&rft.date=2017-04-15%2F2017-04-16&rft.aulast=Kasparov&rft.aufirst=Garry&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-151><span class=mw-cite-backlink><b><a href=#cite_ref-151 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id="CITEREFO'ConnorRobertson" class="citation cs1">O'Connor, John J.; <a href=https://en.wikipedia.org/wiki/Edmund_F._Robertson class=mw-redirect title="Edmund F. Robertson">Robertson, Edmund F.</a> <a rel=nofollow class="external text" href=https://mathshistory.st-andrews.ac.uk/Biographies/Champernowne.html>"David Gawen Champernowne"</a>. <i><a href=https://en.wikipedia.org/wiki/MacTutor_History_of_Mathematics_Archive title="MacTutor History of Mathematics Archive">MacTutor History of Mathematics Archive</a></i>. <a href=https://en.wikipedia.org/wiki/University_of_St_Andrews title="University of St Andrews">University of St Andrews</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=David+Gawen+Champernowne&rft.btitle=MacTutor+History+of+Mathematics+Archive&rft.pub=University+of+St+Andrews&rft.aulast=O%27Connor&rft.aufirst=John+J.&rft.au=Robertson%2C+Edmund+F.&rft_id=https%3A%2F%2Fmathshistory.st-andrews.ac.uk%2FBiographies%2FChampernowne.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-152><span class=mw-cite-backlink><b><a href=#cite_ref-152 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFPinar_SayginCicekliAkman2000 class="citation journal cs1">Pinar Saygin, A.; Cicekli, I.; Akman, V. (2000). "Turing Test: 50 Years Later". <i>Minds and Machines</i>. <b>10</b> (4): <span class=nowrap>463–</span>518. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1023%2FA%3A1011288000451>10.1023/A:1011288000451</a>. <a href=https://en.wikipedia.org/wiki/Hdl_(identifier) class=mw-redirect title="Hdl (identifier)">hdl</a>:<span class=id-lock-free title="Freely accessible"><a rel=nofollow class="external text" href=https://hdl.handle.net/11693%2F24987>11693/24987</a></span>. <a href=https://en.wikipedia.org/wiki/S2CID_(identifier) class=mw-redirect title="S2CID (identifier)">S2CID</a> <a rel=nofollow class="external text" href=https://api.semanticscholar.org/CorpusID:990084>990084</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Minds+and+Machines&rft.atitle=Turing+Test%3A+50+Years+Later&rft.volume=10&rft.issue=4&rft.pages=463-518&rft.date=2000&rft_id=info%3Ahdl%2F11693%2F24987&rft_id=https%3A%2F%2Fapi.semanticscholar.org%2FCorpusID%3A990084%23id-name%3DS2CID&rft_id=info%3Adoi%2F10.1023%2FA%3A1011288000451&rft.aulast=Pinar+Saygin&rft.aufirst=A.&rft.au=Cicekli%2C+I.&rft.au=Akman%2C+V.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-chemical-153><span class=mw-cite-backlink><b><a href=#cite_ref-chemical_153-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAlan_Turing1952 class="citation journal cs1"><a class="mw-selflink selflink">Alan Turing</a> (14 August 1952). <a rel=nofollow class="external text" href=http://rstb.royalsocietypublishing.org/content/237/641/37>"The chemical basis of morphogenesis"</a>. <i><a href=https://en.wikipedia.org/wiki/Philosophical_Transactions_of_the_Royal_Society_B title="Philosophical Transactions of the Royal Society B">Philosophical Transactions of the Royal Society B</a></i>. <b>237</b> (641): <span class=nowrap>37–</span>72. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1098%2FRSTB.1952.0012>10.1098/RSTB.1952.0012</a>. <a href=https://en.wikipedia.org/wiki/ISSN_(identifier) class=mw-redirect title="ISSN (identifier)">ISSN</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/issn/0962-8436>0962-8436</a>. <a href=https://en.wikipedia.org/wiki/Zbl_(identifier) class=mw-redirect title="Zbl (identifier)">Zbl</a> <a rel=nofollow class="external text" href="https://zbmath.org/?format=complete&q=an:1403.92034">1403.92034</a>. <a href=https://en.wikipedia.org/wiki/WDQ_(identifier) class=mw-redirect title="WDQ (identifier)">Wikidata</a> <a href=https://www.wikidata.org/wiki/Q769913 class=extiw title=d:Q769913>Q769913</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Philosophical+Transactions+of+the+Royal+Society+B&rft.atitle=The+chemical+basis+of+morphogenesis&rft.volume=237&rft.issue=641&rft.pages=37-72&rft.date=1952-08-14&rft_id=https%3A%2F%2Fzbmath.org%2F%3Fformat%3Dcomplete%26q%3Dan%3A1403.92034%23id-name%3DZbl&rft.issn=0962-8436&rft_id=info%3Adoi%2F10.1098%2FRSTB.1952.0012&rft.au=Alan+Turing&rft_id=http%3A%2F%2Frstb.royalsocietypublishing.org%2Fcontent%2F237%2F641%2F37&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-154><span class=mw-cite-backlink><b><a href=#cite_ref-154 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGribbin2004 class="citation book cs1">Gribbin, John (2004). <i>Deep Simplicity</i>. Random House. p. 126.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Deep+Simplicity&rft.pages=126&rft.pub=Random+House&rft.date=2004&rft.aulast=Gribbin&rft.aufirst=John&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-155><span class=mw-cite-backlink><b><a href=#cite_ref-155 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://web.archive.org/web/20030823032620/http://www.swintons.net/deodands/archives/000087.html>"Turing's Last, Lost work"</a>. Archived from <a rel=nofollow class="external text" href=http://www.swintons.net/deodands/archives/000087.html>the original</a> on 23 August 2003<span class=reference-accessdate>. Retrieved <span class=nowrap>28 November</span> 2011</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Turing%27s+Last%2C+Lost+work&rft_id=http%3A%2F%2Fwww.swintons.net%2Fdeodands%2Farchives%2F000087.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-156><span class=mw-cite-backlink><b><a href=#cite_ref-156 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFDouadyDumaisGoléPick2024 class="citation book cs1">Douady, Stéphane; Dumais, Jacques; Golé, Christophe; Pick, Nancy (2024). <i>Do plants know math? unwinding the story of plant spirals, from Leonardo da Vinci to now</i>. Princeton University Press. Princeton, New Jersey: Princeton University Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-691-15865-5 title=Special:BookSources/978-0-691-15865-5><bdi>978-0-691-15865-5</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Do+plants+know+math%3F+unwinding+the+story+of+plant+spirals%2C+from+Leonardo+da+Vinci+to+now&rft.place=Princeton%2C+New+Jersey&rft.pub=Princeton+University+Press&rft.date=2024&rft.isbn=978-0-691-15865-5&rft.aulast=Douady&rft.aufirst=St%C3%A9phane&rft.au=Dumais%2C+Jacques&rft.au=Gol%C3%A9%2C+Christophe&rft.au=Pick%2C+Nancy&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-157><span class=mw-cite-backlink><b><a href=#cite_ref-157 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFMurray1988 class="citation journal cs1">Murray, James D. (March 1988). "How the Leopard Gets Its Spots". <i>Scientific American</i>. <b>258</b> (3): <span class=nowrap>80–</span>87. <a href=https://en.wikipedia.org/wiki/Bibcode_(identifier) class=mw-redirect title="Bibcode (identifier)">Bibcode</a>:<a rel=nofollow class="external text" href=https://ui.adsabs.harvard.edu/abs/1988SciAm.258c..80M>1988SciAm.258c..80M</a>. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1038%2Fscientificamerican0388-80>10.1038/scientificamerican0388-80</a>. <a href=https://en.wikipedia.org/wiki/JSTOR_(identifier) class=mw-redirect title="JSTOR (identifier)">JSTOR</a> <a rel=nofollow class="external text" href=https://www.jstor.org/stable/24989019>24989019</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Scientific+American&rft.atitle=How+the+Leopard+Gets+Its+Spots&rft.volume=258&rft.issue=3&rft.pages=80-87&rft.date=1988-03&rft_id=https%3A%2F%2Fwww.jstor.org%2Fstable%2F24989019%23id-name%3DJSTOR&rft_id=info%3Adoi%2F10.1038%2Fscientificamerican0388-80&rft_id=info%3Abibcode%2F1988SciAm.258c..80M&rft.aulast=Murray&rft.aufirst=James+D.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-158><span class=mw-cite-backlink><b><a href=#cite_ref-158 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFMurray2007 class="citation book cs1">Murray, James D. (2007). "Chapter 6". <i>Mathematical Biology I</i>. Springer Verlag.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Chapter+6&rft.btitle=Mathematical+Biology+I&rft.pub=Springer+Verlag&rft.date=2007&rft.aulast=Murray&rft.aufirst=James+D.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-159><span class=mw-cite-backlink><b><a href=#cite_ref-159 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFGribbin2004 class="citation book cs1">Gribbin, John (2004). <i>Deep Simplicity</i>. Random House. p. 134.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Deep+Simplicity&rft.pages=134&rft.pub=Random+House&rft.date=2004&rft.aulast=Gribbin&rft.aufirst=John&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-160><span class=mw-cite-backlink><b><a href=#cite_ref-160 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFVogel2012 class="citation journal cs1">Vogel, G. (2012). "Turing Pattern Fingered for Digit Formation". <i>Science</i>. <b>338</b> (6113): 1406. <a href=https://en.wikipedia.org/wiki/Bibcode_(identifier) class=mw-redirect title="Bibcode (identifier)">Bibcode</a>:<a rel=nofollow class="external text" href=https://ui.adsabs.harvard.edu/abs/2012Sci...338.1406V>2012Sci...338.1406V</a>. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1126%2Fscience.338.6113.1406>10.1126/science.338.6113.1406</a>. <a href=https://en.wikipedia.org/wiki/PMID_(identifier) class=mw-redirect title="PMID (identifier)">PMID</a> <a rel=nofollow class="external text" href=https://pubmed.ncbi.nlm.nih.gov/23239707>23239707</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Science&rft.atitle=Turing+Pattern+Fingered+for+Digit+Formation&rft.volume=338&rft.issue=6113&rft.pages=1406&rft.date=2012&rft_id=info%3Apmid%2F23239707&rft_id=info%3Adoi%2F10.1126%2Fscience.338.6113.1406&rft_id=info%3Abibcode%2F2012Sci...338.1406V&rft.aulast=Vogel&rft.aufirst=G.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-161><span class=mw-cite-backlink><b><a href=#cite_ref-161 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFShethMarconBastidaJunco2012 class="citation journal cs1">Sheth, R.; Marcon, L.; Bastida, M.F.; Junco, M.; Quintana, L.; Dahn, R.; Kmita, M.; Sharpe, J.; Ros, M.A. (2012). <a rel=nofollow class="external text" href=https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4486416>"Hox Genes Regulate Digit Patterning by Controlling the Wavelength of a Turing-Type Mechanism"</a>. <i>Science</i>. <b>338</b> (6113): <span class=nowrap>1476–</span>1480. <a href=https://en.wikipedia.org/wiki/Bibcode_(identifier) class=mw-redirect title="Bibcode (identifier)">Bibcode</a>:<a rel=nofollow class="external text" href=https://ui.adsabs.harvard.edu/abs/2012Sci...338.1476S>2012Sci...338.1476S</a>. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.1126%2Fscience.1226804>10.1126/science.1226804</a>. <a href=https://en.wikipedia.org/wiki/PMC_(identifier) class=mw-redirect title="PMC (identifier)">PMC</a> <span class=id-lock-free title="Freely accessible"><a rel=nofollow class="external text" href=https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4486416>4486416</a></span>. <a href=https://en.wikipedia.org/wiki/PMID_(identifier) class=mw-redirect title="PMID (identifier)">PMID</a> <a rel=nofollow class="external text" href=https://pubmed.ncbi.nlm.nih.gov/23239739>23239739</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Science&rft.atitle=Hox+Genes+Regulate+Digit+Patterning+by+Controlling+the+Wavelength+of+a+Turing-Type+Mechanism&rft.volume=338&rft.issue=6113&rft.pages=1476-1480&rft.date=2012&rft_id=https%3A%2F%2Fwww.ncbi.nlm.nih.gov%2Fpmc%2Farticles%2FPMC4486416%23id-name%3DPMC&rft_id=info%3Apmid%2F23239739&rft_id=info%3Adoi%2F10.1126%2Fscience.1226804&rft_id=info%3Abibcode%2F2012Sci...338.1476S&rft.aulast=Sheth&rft.aufirst=R.&rft.au=Marcon%2C+L.&rft.au=Bastida%2C+M.F.&rft.au=Junco%2C+M.&rft.au=Quintana%2C+L.&rft.au=Dahn%2C+R.&rft.au=Kmita%2C+M.&rft.au=Sharpe%2C+J.&rft.au=Ros%2C+M.A.&rft_id=https%3A%2F%2Fwww.ncbi.nlm.nih.gov%2Fpmc%2Farticles%2FPMC4486416&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-162><span class=mw-cite-backlink><b><a href=#cite_ref-162 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAndrew_Hodges class="citation web cs1">Andrew Hodges. <a rel=nofollow class="external text" href=http://www.turing.org.uk/sources/biblio3.html>"The Alan Turing Bibliography"</a>. turing.org.uk. p. morphogenesis. <a rel=nofollow class="external text" href=https://web.archive.org/web/20150905180420/http://www.turing.org.uk/sources/biblio3.html>Archived</a> from the original on 5 September 2015<span class=reference-accessdate>. Retrieved <span class=nowrap>27 July</span> 2015</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=The+Alan+Turing+Bibliography&rft.pages=morphogenesis&rft.pub=turing.org.uk&rft.au=Andrew+Hodges&rft_id=http%3A%2F%2Fwww.turing.org.uk%2Fsources%2Fbiblio3.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-163><span class=mw-cite-backlink><b><a href=#cite_ref-163 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFJames_R._Riordon2023 class="citation news cs1">James R. Riordon (26 March 2023). <a rel=nofollow class="external text" href=https://www.sciencenews.org/article/seeds-alan-turing-patterns-nature-math>"Chia seedlings verify Alan Turing's ideas about patterns in nature"</a>. <i>Science News</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20240702160511/https://www.sciencenews.org/article/seeds-alan-turing-patterns-nature-math>Archived</a> from the original on 2 July 2024<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Science+News&rft.atitle=Chia+seedlings+verify+Alan+Turing%27s+ideas+about+patterns+in+nature&rft.date=2023-03-26&rft.au=James+R.+Riordon&rft_id=https%3A%2F%2Fwww.sciencenews.org%2Farticle%2Fseeds-alan-turing-patterns-nature-math&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-164><span class=mw-cite-backlink><b><a href=#cite_ref-164 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id="CITEREFBrendan_D'Aquino2023" class="citation news cs1">Brendan D'Aquino (7 March 2023). <a rel=nofollow class="external text" href=https://meetings.aps.org/Meeting/MAR23/Session/F46.3>"Abstract: F46.00003 : Studying Turing patterns in vegetation"</a>. <i>American Physical Society</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20240702162242/https://meetings.aps.org/Meeting/MAR23/Session/F46.3>Archived</a> from the original on 2 July 2024<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=American+Physical+Society&rft.atitle=Abstract%3A+F46.00003+%3A+Studying+Turing+patterns+in+vegetation&rft.date=2023-03-07&rft.au=Brendan+D%27Aquino&rft_id=https%3A%2F%2Fmeetings.aps.org%2FMeeting%2FMAR23%2FSession%2FF46.3&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-165><span class=mw-cite-backlink><b><a href=#cite_ref-165 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFMyrberg_Burström2015 class="citation book cs1">Myrberg Burström, Nanouschka (2015). <a rel=nofollow class="external text" href=https://www.academia.edu/13683478><i>A tale of buried treasure, some good estimations, and golden unicorns: The numismatic connections of Alan Turing</i></a>. Stockholm: Svenska Numismatiska Föreningen. pp. <span class=nowrap>226–</span>230. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/9789197942720 title=Special:BookSources/9789197942720><bdi>9789197942720</bdi></a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20240702161450/https://www.academia.edu/13683478>Archived</a> from the original on 2 July 2024<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=A+tale+of+buried+treasure%2C+some+good+estimations%2C+and+golden+unicorns%3A+The+numismatic+connections+of+Alan+Turing&rft.place=Stockholm&rft.pages=226-230&rft.pub=Svenska+Numismatiska+F%C3%B6reningen&rft.date=2015&rft.isbn=9789197942720&rft.aulast=Myrberg+Burstr%C3%B6m&rft.aufirst=Nanouschka&rft_id=https%3A%2F%2Fwww.academia.edu%2F13683478&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983643-166><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983643_166-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 643.</span>
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<li id=cite_note-167><span class=mw-cite-backlink><b><a href=#cite_ref-167 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFLeavitt2007>Leavitt 2007</a>, pp. 176–178</span>
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<li id=cite_note-scienceblogs/turings-chess-168><span class=mw-cite-backlink><b><a href=#cite_ref-scienceblogs/turings-chess_168-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFagelman2010 class="citation web cs1">agelman (11 July 2010). <a rel=nofollow class="external text" href=https://scienceblogs.com/appliedstatistics/2010/01/23/a-problem-with-turings-run-aro>"A problem with Turing's run-around-the-house chess game?"</a>. <i>ScienceBlogs .com</i><span class=reference-accessdate>. Retrieved <span class=nowrap>19 November</span> 2025</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=ScienceBlogs+.com&rft.atitle=A+problem+with+Turing%27s+run-around-the-house+chess+game%3F&rft.date=2010-07-11&rft.au=agelman&rft_id=https%3A%2F%2Fscienceblogs.com%2Fappliedstatistics%2F2010%2F01%2F23%2Fa-problem-with-turings-run-aro&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-RF.2019.024-169><span class=mw-cite-backlink><b><a href=#cite_ref-RF.2019.024_169-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFŁupkowski2019 class="citation journal cs1">Łupkowski, Paweł (22 June 2019). <a rel=nofollow class="external text" href=https://apcz.umk.pl/RF/article/view/RF.2019.024>"Turinga propozycja testu dla "papierowej maszyny szachowej" z 1948 roku jako prototyp dla testu Turinga"</a> [Turing’s 1948 ‘Paper Chess Machine’ Test as a Prototype of the Turing Test]. <i><a href="https://en.wikipedia.org/w/index.php?title=Ruch_Filozoficzny&action=edit&redlink=1" class=new title="Ruch Filozoficzny (page does not exist)">Ruch Filozoficzny</a><span class=noprint style=font-size:85%;font-style:normal> [<a href=https://pl.wikipedia.org/wiki/Ruch_Filozoficzny class=extiw title="pl:Ruch Filozoficzny">pl</a>]</span> [The Philosophical Movement]</i>. <b>75</b> (2). <a href=https://en.wikipedia.org/wiki/Adam_Mickiewicz_University_in_Pozna%C5%84 title="Adam Mickiewicz University in Poznań">Adam Mickiewicz University in Poznań</a>: 117. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.12775%2Frf.2019.024>10.12775/rf.2019.024</a><span class=reference-accessdate>. Retrieved <span class=nowrap>19 November</span> 2025</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Ruch+Filozoficzny%3Cspan+class%3D%22noprint%22+style%3D%22font-size%3A85%25%3B+font-style%3A+normal%3B+%22%3E+%26%2391%3Bpl%26%2393%3B%3C%2Fspan%3E+%5BThe+Philosophical+Movement%5D&rft.atitle=Turinga+propozycja+testu+dla+%22papierowej+maszyny+szachowej%22+z+1948+roku+jako+prototyp+dla+testu+Turinga&rft.volume=75&rft.issue=2&rft.pages=117&rft.date=2019-06-22&rft_id=info%3Adoi%2F10.12775%2Frf.2019.024&rft.aulast=%C5%81upkowski&rft.aufirst=Pawe%C5%82&rft_id=https%3A%2F%2Fapcz.umk.pl%2FRF%2Farticle%2Fview%2FRF.2019.024&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span> <a rel=nofollow class="external text" href=https://apcz.umk.pl/RF/article/download/RF.2019.024/17758/50247>PDF</a> <span style=position:relative;top:-2px><span typeof=mw:File><a href=https://en.wikipedia.org/wiki/Open_access title="open access publication – free to read"><img alt="Open access icon" src="data:image/png;base64,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" decoding=async width=9 height=14 class=mw-file-element data-file-width=640 data-file-height=1000></a></span></span></span>
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<li id=cite_note-170><span class=mw-cite-backlink><b><a href=#cite_ref-170 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://spartacus-educational.com/Alan_Turing.htm>"Alan Turing"</a>. <i>Spartacus Educational</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20211125054932/https://spartacus-educational.com/Alan_Turing.htm>Archived</a> from the original on 25 November 2021<span class=reference-accessdate>. Retrieved <span class=nowrap>22 July</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Spartacus+Educational&rft.atitle=Alan+Turing&rft_id=https%3A%2F%2Fspartacus-educational.com%2FAlan_Turing.htm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983458-171><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983458_171-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 458.</span>
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<li id=cite_note-LeavittP268-172><span class=mw-cite-backlink><b><a href=#cite_ref-LeavittP268_172-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFLeavitt2007>Leavitt 2007</a>, p. 268</span>
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<li id=cite_note-173><span class=mw-cite-backlink><b><a href=#cite_ref-173 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://www.manchestereveningnews.co.uk/news/nostalgia/historic-courthouse-near-manchester-famous-26261769>"Historic courthouse near Manchester where famous trial took place unrecognisable after stunning renovation"</a>. <i>Manchester Evenings News</i>. 20 February 2023. <a rel=nofollow class="external text" href=https://web.archive.org/web/20230405175213/https://www.manchestereveningnews.co.uk/news/nostalgia/historic-courthouse-near-manchester-famous-26261769>Archived</a> from the original on 5 April 2023<span class=reference-accessdate>. Retrieved <span class=nowrap>5 April</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Manchester+Evenings+News&rft.atitle=Historic+courthouse+near+Manchester+where+famous+trial+took+place+unrecognisable+after+stunning+renovation&rft.date=2023-02-20&rft_id=https%3A%2F%2Fwww.manchestereveningnews.co.uk%2Fnews%2Fnostalgia%2Fhistoric-courthouse-near-manchester-famous-26261769&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983463-174><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983463_174-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 463.</span>
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<li id=cite_note-FOOTNOTEHodges1983471-175><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983471_175-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 471.</span>
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<li id=cite_note-:2-176><span class=mw-cite-backlink>^ <a href=#cite_ref-:2_176-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-:2_176-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFPeralta2022 class="citation journal cs1">Peralta, René (23 June 2022). <a rel=nofollow class="external text" href=https://www.nist.gov/blogs/taking-measure/alan-turings-everlasting-contributions-computing-ai-and-cryptography>"Alan Turing's Everlasting Contributions to Computing, AI and Cryptography"</a>. <i>NIST</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20240823194432/https://www.nist.gov/blogs/taking-measure/alan-turings-everlasting-contributions-computing-ai-and-cryptography>Archived</a> from the original on 23 August 2024<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=NIST&rft.atitle=Alan+Turing%27s+Everlasting+Contributions+to+Computing%2C+AI+and+Cryptography&rft.date=2022-06-23&rft.aulast=Peralta&rft.aufirst=Ren%C3%A9&rft_id=https%3A%2F%2Fwww.nist.gov%2Fblogs%2Ftaking-measure%2Falan-turings-everlasting-contributions-computing-ai-and-cryptography&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-177><span class=mw-cite-backlink><b><a href=#cite_ref-177 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFHodges,_Andrew2012 class="citation book cs1">Hodges, Andrew (2012). <i>Alan Turing: The Enigma The Centenary Edition</i>. Princeton University.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing%3A+The+Enigma+The+Centenary+Edition&rft.pub=Princeton+University&rft.date=2012&rft.au=Hodges%2C+Andrew&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-178><span class=mw-cite-backlink><b><a href=#cite_ref-178 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring1952 class="citation web cs1">Turing, Alan (1952). <a rel=nofollow class="external text" href=https://web.archive.org/web/20130120024901/http://www.lettersofnote.com/2012/06/yours-in-distress-alan.html>"Letters of Note: Yours in distress, Alan"</a>. Archived from <a rel=nofollow class="external text" href=http://www.lettersofnote.com/2012/06/yours-in-distress-alan.html>the original</a> on 20 January 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>16 December</span> 2012</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Letters+of+Note%3A+Yours+in+distress%2C+Alan&rft.date=1952&rft.aulast=Turing&rft.aufirst=Alan&rft_id=http%3A%2F%2Fwww.lettersofnote.com%2F2012%2F06%2Fyours-in-distress-alan.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983xxviii-179><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983xxviii_179-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. xxviii.</span>
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<li id=cite_note-FOOTNOTEHodges1983473-180><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983473_180-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 473.</span>
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<li id=cite_note-181><span class=mw-cite-backlink><b><a href=#cite_ref-181 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://theconversation.com/revealed-the-panic-that-followed-the-defection-of-the-cambridge-spies-49623>"The Panic that followed the defection of the Cambridge spies"</a>. <i>The Conversation</i>. 23 October 2015. <a rel=nofollow class="external text" href=https://web.archive.org/web/20230813085159/https://theconversation.com/revealed-the-panic-that-followed-the-defection-of-the-cambridge-spies-49623>Archived</a> from the original on 13 August 2023<span class=reference-accessdate>. Retrieved <span class=nowrap>12 August</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=The+Conversation&rft.atitle=The+Panic+that+followed+the+defection+of+the+Cambridge+spies&rft.date=2015-10-23&rft_id=https%3A%2F%2Ftheconversation.com%2Frevealed-the-panic-that-followed-the-defection-of-the-cambridge-spies-49623&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-182><span class=mw-cite-backlink><b><a href=#cite_ref-182 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFCopeland2006>Copeland 2006</a>, p. 143</span>
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<li id=cite_note-olinick13-183><span class=mw-cite-backlink>^ <a href=#cite_ref-olinick13_183-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-olinick13_183-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFOlinick2021 class="citation book cs1">Olinick, Michael (2021). "Chapter 13". <i>Simply Turing</i>. United States: Simply Charly.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Chapter+13&rft.btitle=Simply+Turing&rft.place=United+States&rft.pub=Simply+Charly&rft.date=2021&rft.aulast=Olinick&rft.aufirst=Michael&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-dowd-184><span class=mw-cite-backlink>^ <a href=#cite_ref-dowd_184-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-dowd_184-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFVincent_Dowd2014 class="citation web cs1">Vincent Dowd (6 June 2014). <a rel=nofollow class="external text" href=https://www.bbc.co.uk/news/magazine-27701207>"What was Alan Turing really like?"</a>. BBC. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190117020715/https://www.bbc.co.uk/news/magazine-27701207>Archived</a> from the original on 17 January 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>16 January</span> 2019</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=What+was+Alan+Turing+really+like%3F&rft.pub=BBC&rft.date=2014-06-06&rft.au=Vincent+Dowd&rft_id=https%3A%2F%2Fwww.bbc.co.uk%2Fnews%2Fmagazine-27701207&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-copperfolly-185><span class=mw-cite-backlink>^ <a href=#cite_ref-copperfolly_185-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-copperfolly_185-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFAnon2021 class="citation web cs1">Anon (2021). <a rel=nofollow class="external text" href=https://web.archive.org/web/20210703105309/https://assets.savills.com/properties/GBWSRSWIS210139/WIS210139_WIS21003746.PDF>"Turing's House: Copper Folly, 43 Adlington Road, Wilmslow, Cheshire, SK9 2BJ"</a> <span class=cs1-format>(PDF)</span>. <i>savills.com</i>. Archived from <a rel=nofollow class="external text" href=https://assets.savills.com/properties/GBWSRSWIS210139/WIS210139_WIS21003746.PDF>the original</a> <span class=cs1-format>(PDF)</span> on 3 July 2021.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=savills.com&rft.atitle=Turing%27s+House%3A+Copper+Folly%2C+43+Adlington+Road%2C+Wilmslow%2C+Cheshire%2C+SK9+2BJ&rft.date=2021&rft.au=Anon&rft_id=https%3A%2F%2Fassets.savills.com%2Fproperties%2FGBWSRSWIS210139%2FWIS210139_WIS21003746.PDF&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-186><span class=mw-cite-backlink><b><a href=#cite_ref-186 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://turingarchive.kings.cam.ac.uk/material-given-kings-college-cambridge-1960-amtk/amt-k-6>"Post Mortem Examination"</a>. <i>Turing Digital Archive</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20240715235055/https://turingarchive.kings.cam.ac.uk/material-given-kings-college-cambridge-1960-amtk/amt-k-6>Archived</a> from the original on 15 July 2024<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Turing+Digital+Archive&rft.atitle=Post+Mortem+Examination&rft_id=https%3A%2F%2Fturingarchive.kings.cam.ac.uk%2Fmaterial-given-kings-college-cambridge-1960-amtk%2Famt-k-6&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-187><span class=mw-cite-backlink><b><a href=#cite_ref-187 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation encyclopaedia cs1"><a rel=nofollow class="external text" href=https://www.britannica.com/biography/Alan-Turing#toc330986>"Alan Turing. Biography, Facts, & Education"</a>. <i>Encyclopædia Britannica</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20171011184445/https://www.britannica.com/biography/Alan-Turing#toc330986>Archived</a> from the original on 11 October 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>11 October</span> 2017</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.atitle=Alan+Turing.+Biography%2C+Facts%2C+%26+Education&rft.btitle=Encyclop%C3%A6dia+Britannica&rft_id=https%3A%2F%2Fwww.britannica.com%2Fbiography%2FAlan-Turing%23toc330986&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983488-188><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983488_188-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 488.</span>
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<li id=cite_note-reflections-189><span class=mw-cite-backlink>^ <a href=#cite_ref-reflections_189-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-reflections_189-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFTuring2021 class="citation book cs1">Turing, Dermot (2021). <i>Reflections of Alan Turing</i>. The History Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/9781803990125 title=Special:BookSources/9781803990125><bdi>9781803990125</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Reflections+of+Alan+Turing&rft.pub=The+History+Press&rft.date=2021&rft.isbn=9781803990125&rft.aulast=Turing&rft.aufirst=Dermot&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-:3-190><span class=mw-cite-backlink>^ <a href=#cite_ref-:3_190-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-:3_190-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFStewart2017 class="citation book cs1">Stewart, Ian (12 September 2017). <i>Significant Figures: The Lives and Work of Great Mathematicians</i>. New York: Basic Books. p. 254. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/9780465096121 title=Special:BookSources/9780465096121><bdi>9780465096121</bdi></a>. <a href=https://en.wikipedia.org/wiki/OCLC_(identifier) class=mw-redirect title="OCLC (identifier)">OCLC</a> <a rel=nofollow class="external text" href=https://search.worldcat.org/oclc/1030547312>1030547312</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Significant+Figures%3A+The+Lives+and+Work+of+Great+Mathematicians&rft.place=New+York&rft.pages=254&rft.pub=Basic+Books&rft.date=2017-09-12&rft_id=info%3Aoclcnum%2F1030547312&rft.isbn=9780465096121&rft.aulast=Stewart&rft.aufirst=Ian&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-191><span class=mw-cite-backlink><b><a href=#cite_ref-191 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text> McDonald, Sally. <a rel=nofollow class="external text" href=https://www.sundaypost.com/fp/alan-turing-revelations/>Family of acclaimed mathematician Alan Turing on why the story of his complicated life and lasting legacy deserves to be told afresh</a>. <i><a href=https://en.wikipedia.org/wiki/The_Sunday_Post title="The Sunday Post">The Sunday Post</a></i>, March 21, 2021.</span>
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<li id=cite_note-192><span class=mw-cite-backlink><b><a href=#cite_ref-192 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBackhouse2016 class="citation book cs1">Backhouse, Paul (2016). <i>Alan Turing: Guildford's best kept secret</i>. Guildford Town Guides.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Alan+Turing%3A+Guildford%27s+best+kept+secret&rft.pub=Guildford+Town+Guides&rft.date=2016&rft.aulast=Backhouse&rft.aufirst=Paul&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983529-193><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983529_193-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 529.</span>
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<li id=cite_note-FOOTNOTEHodges198350-194><span class=mw-cite-backlink>^ <a href=#cite_ref-FOOTNOTEHodges198350_194-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-FOOTNOTEHodges198350_194-1><sup><i><b>b</b></i></sup></a> <a href=#cite_ref-FOOTNOTEHodges198350_194-2><sup><i><b>c</b></i></sup></a></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 50.</span>
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<li id=cite_note-195><span class=mw-cite-backlink><b><a href=#cite_ref-195 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href="https://www.christies.com/lotfinder/lot_details.aspx?intObjectID=5685694">"TURING, Ethel Sara (1881–1976, mother of Alan Turing). Series of 11 autograph letters to Robin Gandy, Guilford, 28 July 1954 – 11 June 1971 (most before 1959), altogether 29 pages, 8vo (2 letters dated 17 May and 26 May 1955 incomplete, lacking continuation leaves, occasional light soiling)"</a>. <i>christies.com</i>. <a rel=nofollow class="external text" href="https://web.archive.org/web/20190207015923/https://www.christies.com/lotfinder/lot_details.aspx?intObjectID=5685694">Archived</a> from the original on 7 February 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>6 February</span> 2019</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=christies.com&rft.atitle=TURING%2C+Ethel+Sara+%281881%E2%80%931976%2C+mother+of+Alan+Turing%29.+Series+of+11+autograph+letters+to+Robin+Gandy%2C+Guilford%2C+28+July+1954+%E2%80%93+11+June+1971+%28most+before+1959%29%2C+altogether+29+pages%2C+8vo+%282+letters+dated+17+May+and+26+May+1955+incomplete%2C+lacking+continuation+leaves%2C+occasional+light+soiling%29&rft_id=https%3A%2F%2Fwww.christies.com%2Flotfinder%2Flot_details.aspx%3FintObjectID%3D5685694&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983488,_489-196><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983488,_489_196-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, pp. 488, 489.</span>
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<li id=cite_note-197><span class=mw-cite-backlink><b><a href=#cite_ref-197 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFDawson_Jr.1985 class="citation journal cs1"><a href=https://en.wikipedia.org/wiki/John_W._Dawson_Jr. title="John W. Dawson Jr.">Dawson Jr., John W.</a> (December 1985). <a rel=nofollow class="external text" href=https://doi.org/10.2307/2273992>"<span class=cs1-kern-left></span>"Review of Andrew Hodges. Alan Turing: the enigma"<span class=cs1-kern-right></span>"</a>. <i><a href=https://en.wikipedia.org/wiki/Journal_of_Symbolic_Logic title="Journal of Symbolic Logic">Journal of Symbolic Logic</a></i>. <b>50</b> (4): <span class=nowrap>1065–</span>1067. <a href=https://en.wikipedia.org/wiki/Doi_(identifier) class=mw-redirect title="Doi (identifier)">doi</a>:<a rel=nofollow class="external text" href=https://doi.org/10.2307%2F2273992>10.2307/2273992</a>. <a href=https://en.wikipedia.org/wiki/JSTOR_(identifier) class=mw-redirect title="JSTOR (identifier)">JSTOR</a> <a rel=nofollow class="external text" href=https://www.jstor.org/stable/2273992>2273992</a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Journal+of+Symbolic+Logic&rft.atitle=%22Review+of+Andrew+Hodges.+Alan+Turing%3A+the+enigma%22&rft.volume=50&rft.issue=4&rft.pages=1065-1067&rft.date=1985-12&rft_id=info%3Adoi%2F10.2307%2F2273992&rft_id=https%3A%2F%2Fwww.jstor.org%2Fstable%2F2273992%23id-name%3DJSTOR&rft.aulast=Dawson+Jr.&rft.aufirst=John+W.&rft_id=https%3A%2F%2Fdoi.org%2F10.2307%2F2273992&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-FOOTNOTEHodges1983140-198><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983140_198-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 140.</span>
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<li id=cite_note-FOOTNOTEHodges1983149-199><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983149_199-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 149.</span>
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<li id=cite_note-FOOTNOTEHodges1983489-200><span class=mw-cite-backlink><b><a href=#cite_ref-FOOTNOTEHodges1983489_200-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><a href=#CITEREFHodges1983>Hodges 1983</a>, p. 489.</span>
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<li id=cite_note-201><span class=mw-cite-backlink><b><a href=#cite_ref-201 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://news.bbc.co.uk/1/hi/technology/8226509.stm>"Thousands call for Turing apology"</a>. <i>BBC News</i>. 31 August 2009. <a rel=nofollow class="external text" href=https://web.archive.org/web/20090831100747/http://news.bbc.co.uk/2/hi/technology/8226509.stm>Archived</a> from the original on 31 August 2009<span class=reference-accessdate>. Retrieved <span class=nowrap>31 August</span> 2009</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=Thousands+call+for+Turing+apology&rft.date=2009-08-31&rft_id=https%3A%2F%2Fnews.bbc.co.uk%2F1%2Fhi%2Ftechnology%2F8226509.stm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-202><span class=mw-cite-backlink><b><a href=#cite_ref-202 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation book cs1"><a rel=nofollow class="external text" href=http://www.cnn.com/2009/WORLD/europe/09/01/alan.turing.petition/index.html><i>Petition seeks apology for Enigma code-breaker Turing</i></a>. CNN. 1 September 2009. <a rel=nofollow class="external text" href=https://web.archive.org/web/20091005081407/http://www.cnn.com/2009/WORLD/europe/09/01/alan.turing.petition/index.html>Archived</a> from the original on 5 October 2009<span class=reference-accessdate>. Retrieved <span class=nowrap>1 September</span> 2009</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Petition+seeks+apology+for+Enigma+code-breaker+Turing&rft.pub=CNN&rft.date=2009-09-01&rft_id=http%3A%2F%2Fwww.cnn.com%2F2009%2FWORLD%2Feurope%2F09%2F01%2Falan.turing.petition%2Findex.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-PMapology-203><span class=mw-cite-backlink>^ <a href=#cite_ref-PMapology_203-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-PMapology_203-1><sup><i><b>b</b></i></sup></a> <a href=#cite_ref-PMapology_203-2><sup><i><b>c</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFDavies2009 class="citation news cs1">Davies, Caroline (11 September 2009). <a rel=nofollow class="external text" href=https://www.theguardian.com/world/2009/sep/11/pm-apology-to-alan-turing>"PM's apology to codebreaker Alan Turing: we were inhumane"</a>. <i>The Guardian</i>. UK. <a rel=nofollow class="external text" href=https://web.archive.org/web/20170204085908/https://www.theguardian.com/world/2009/sep/11/pm-apology-to-alan-turing>Archived</a> from the original on 4 February 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>10 December</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Guardian&rft.atitle=PM%27s+apology+to+codebreaker+Alan+Turing%3A+we+were+inhumane&rft.date=2009-09-11&rft.aulast=Davies&rft.aufirst=Caroline&rft_id=https%3A%2F%2Fwww.theguardian.com%2Fworld%2F2009%2Fsep%2F11%2Fpm-apology-to-alan-turing&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-204><span class=mw-cite-backlink><b><a href=#cite_ref-204 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text>The petition was only open to UK citizens.</span>
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<li id=cite_note-PM-apology-205><span class=mw-cite-backlink><b><a href=#cite_ref-PM-apology_205-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://news.bbc.co.uk/2/hi/technology/8249792.stm>"PM apology after Turing petition"</a>. <i>BBC News</i>. 11 September 2009. <a rel=nofollow class="external text" href=https://web.archive.org/web/20120531004935/http://news.bbc.co.uk/2/hi/technology/8249792.stm>Archived</a> from the original on 31 May 2012<span class=reference-accessdate>. Retrieved <span class=nowrap>11 September</span> 2009</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=PM+apology+after+Turing+petition&rft.date=2009-09-11&rft_id=https%3A%2F%2Fnews.bbc.co.uk%2F2%2Fhi%2Ftechnology%2F8249792.stm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-206><span class=mw-cite-backlink><b><a href=#cite_ref-206 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://web.archive.org/web/20121109124247/http://www.cs.auckland.ac.nz/~ian/TuringApology.html>"Full text of the Prime Minister's apology"</a>. Archived from <a rel=nofollow class="external text" href=https://www.cs.auckland.ac.nz/~ian/TuringApology.html>the original</a> on 9 November 2012.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Full+text+of+the+Prime+Minister%27s+apology&rft_id=http%3A%2F%2Fwww.cs.auckland.ac.nz%2F~ian%2FTuringApology.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-PardonPetition-207><span class=mw-cite-backlink>^ <a href=#cite_ref-PardonPetition_207-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-PardonPetition_207-1><sup><i><b>b</b></i></sup></a> <a href=#cite_ref-PardonPetition_207-2><sup><i><b>c</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://web.archive.org/web/20120110183548/http://submissions.epetitions.direct.gov.uk/petitions/23526>"Grant a pardon to Alan Turing"</a>. 6 December 2011. Archived from <a rel=nofollow class="external text" href=https://submissions.epetitions.direct.gov.uk/petitions/23526>the original</a> on 10 January 2012.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Grant+a+pardon+to+Alan+Turing&rft.date=2011-12-06&rft_id=https%3A%2F%2Fsubmissions.epetitions.direct.gov.uk%2Fpetitions%2F23526&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-BBBCPardon-208><span class=mw-cite-backlink><b><a href=#cite_ref-BBBCPardon_208-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://www.bbc.co.uk/news/uk-england-manchester-16061279>"Petition to pardon computer pioneer Alan Turing started"</a>. <i>BBC News</i>. 6 December 2011. <a rel=nofollow class="external text" href=https://web.archive.org/web/20180619135127/https://www.bbc.co.uk/news/uk-england-manchester-16061279>Archived</a> from the original on 19 June 2018<span class=reference-accessdate>. Retrieved <span class=nowrap>21 June</span> 2018</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=Petition+to+pardon+computer+pioneer+Alan+Turing+started&rft.date=2011-12-06&rft_id=https%3A%2F%2Fwww.bbc.co.uk%2Fnews%2Fuk-england-manchester-16061279&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-turingindependent24dec2013-209><span class=mw-cite-backlink>^ <a href=#cite_ref-turingindependent24dec2013_209-0><span class=cite-accessibility-label>Jump up to: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-turingindependent24dec2013_209-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFWright,_Oliver2013 class="citation news cs1">Wright, Oliver (23 December 2013). <a rel=nofollow class="external text" href=https://www.independent.co.uk/news/uk/home-news/alan-turing-gets-his-royal-pardon-for-gross-indecency--61-years-after-he-poisoned-himself-9023116.html>"Alan Turing gets his royal pardon for 'gross indecency' – 61 years after he poisoned himself"</a>. <i>The Independent</i>. London. <a rel=nofollow class="external text" href=https://web.archive.org/web/20131224035745/http://www.independent.co.uk/news/uk/home-news/alan-turing-gets-his-royal-pardon-for-gross-indecency--61-years-after-he-poisoned-himself-9023116.html>Archived</a> from the original on 24 December 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>21 August</span> 2017</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Independent&rft.atitle=Alan+Turing+gets+his+royal+pardon+for+%27gross+indecency%27+%E2%80%93+61+years+after+he+poisoned+himself&rft.date=2013-12-23&rft.au=Wright%2C+Oliver&rft_id=https%3A%2F%2Fwww.independent.co.uk%2Fnews%2Fuk%2Fhome-news%2Falan-turing-gets-his-royal-pardon-for-gross-indecency--61-years-after-he-poisoned-himself-9023116.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-PardonPetitionDiscouraged-210><span class=mw-cite-backlink><b><a href=#cite_ref-PardonPetitionDiscouraged_210-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFWainwright2012 class="citation web cs1">Wainwright, Martin (7 February 2012). <a rel=nofollow class="external text" href=https://www.theguardian.com/uk/the-northerner/2012/feb/07/alan-turing-pardon-lord-mcnally-lord-sharkey-computers>"Government rejects a pardon for computer genius Alan Turing"</a>. <i>The Guardian</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20170204091026/https://www.theguardian.com/uk/the-northerner/2012/feb/07/alan-turing-pardon-lord-mcnally-lord-sharkey-computers>Archived</a> from the original on 4 February 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>10 December</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=The+Guardian&rft.atitle=Government+rejects+a+pardon+for+computer+genius+Alan+Turing&rft.date=2012-02-07&rft.aulast=Wainwright&rft.aufirst=Martin&rft_id=https%3A%2F%2Fwww.theguardian.com%2Fuk%2Fthe-northerner%2F2012%2Ffeb%2F07%2Falan-turing-pardon-lord-mcnally-lord-sharkey-computers&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-211><span class=mw-cite-backlink><b><a href=#cite_ref-211 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://publications.parliament.uk/pa/ld201212/ldhansrd/text/120202w0001.htm>"hansard"</a>. Parliament of the United Kingdom. 2 February 2012. <a rel=nofollow class="external text" href=https://web.archive.org/web/20170706132556/https://www.publications.parliament.uk/pa/ld201212/ldhansrd/text/120202w0001.htm>Archived</a> from the original on 6 July 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>29 August</span> 2017</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=hansard&rft.pub=Parliament+of+the+United+Kingdom&rft.date=2012-02-02&rft_id=https%3A%2F%2Fpublications.parliament.uk%2Fpa%2Fld201212%2Fldhansrd%2Ftext%2F120202w0001.htm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-212><span class=mw-cite-backlink><b><a href=#cite_ref-212 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFStevenson2013 class="citation web cs1">Stevenson, Alex (24 December 2013). <a rel=nofollow class="external text" href=http://www.politics.co.uk/news/2013/12/24/better-late-than-never-alan-turing-is-finally-pardoned>"Better late than never, Alan Turing is finally pardoned"</a>. politics.co.uk. <a rel=nofollow class="external text" href=https://web.archive.org/web/20160816015157/http://www.politics.co.uk/news/2013/12/24/better-late-than-never-alan-turing-is-finally-pardoned>Archived</a> from the original on 16 August 2016<span class=reference-accessdate>. Retrieved <span class=nowrap>25 September</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Better+late+than+never%2C+Alan+Turing+is+finally+pardoned&rft.pub=politics.co.uk&rft.date=2013-12-24&rft.aulast=Stevenson&rft.aufirst=Alex&rft_id=http%3A%2F%2Fwww.politics.co.uk%2Fnews%2F2013%2F12%2F24%2Fbetter-late-than-never-alan-turing-is-finally-pardoned&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-Fitzgerald-213><span class=mw-cite-backlink><b><a href=#cite_ref-Fitzgerald_213-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFFitzgerald2016 class="citation web cs1">Fitzgerald, Todd (24 September 2016). <a rel=nofollow class="external text" href=http://www.manchestereveningnews.co.uk/news/greater-manchester-news/alan-turings-court-convictions-go-11931942>"Alan Turing's court convictions go on display for the first time"</a>. manchestereveningnews.co.uk. <a rel=nofollow class="external text" href=https://web.archive.org/web/20160925151625/http://www.manchestereveningnews.co.uk/news/greater-manchester-news/alan-turings-court-convictions-go-11931942>Archived</a> from the original on 25 September 2016<span class=reference-accessdate>. Retrieved <span class=nowrap>25 September</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Alan+Turing%27s+court+convictions+go+on+display+for+the+first+time&rft.pub=manchestereveningnews.co.uk&rft.date=2016-09-24&rft.aulast=Fitzgerald&rft.aufirst=Todd&rft_id=http%3A%2F%2Fwww.manchestereveningnews.co.uk%2Fnews%2Fgreater-manchester-news%2Falan-turings-court-convictions-go-11931942&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-214><span class=mw-cite-backlink><b><a href=#cite_ref-214 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFBritton2013 class="citation news cs1">Britton, Paul (24 December 2013). <a rel=nofollow class="external text" href=https://www.manchestereveningnews.co.uk/news/greater-manchester-news/manchester-codebreaker-alan-turing-pardoned-6442836>"Alan Turing pardoned by The Queen for his 'unjust and discriminatory' conviction for homosexuality"</a>. <i>Manchester Evening News</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20180624204418/https://www.manchestereveningnews.co.uk/news/greater-manchester-news/manchester-codebreaker-alan-turing-pardoned-6442836>Archived</a> from the original on 24 June 2018<span class=reference-accessdate>. Retrieved <span class=nowrap>24 June</span> 2018</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Manchester+Evening+News&rft.atitle=Alan+Turing+pardoned+by+The+Queen+for+his+%27unjust+and+discriminatory%27+conviction+for+homosexuality&rft.date=2013-12-24&rft.aulast=Britton&rft.aufirst=Paul&rft_id=https%3A%2F%2Fwww.manchestereveningnews.co.uk%2Fnews%2Fgreater-manchester-news%2Fmanchester-codebreaker-alan-turing-pardoned-6442836&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-215><span class=mw-cite-backlink><b><a href=#cite_ref-215 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://www.bbc.co.uk/news/uk-england-manchester-16833621>"MP calls for pardon for computer pioneer Alan Turing"</a>. <i>BBC News</i>. 1 February 2012. <a rel=nofollow class="external text" href=https://web.archive.org/web/20160702135251/http://www.bbc.co.uk/news/uk-england-manchester-16833621>Archived</a> from the original on 2 July 2016<span class=reference-accessdate>. Retrieved <span class=nowrap>25 September</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=MP+calls+for+pardon+for+computer+pioneer+Alan+Turing&rft.date=2012-02-01&rft_id=https%3A%2F%2Fwww.bbc.co.uk%2Fnews%2Fuk-england-manchester-16833621&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-216><span class=mw-cite-backlink><b><a href=#cite_ref-216 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://services.parliament.uk/bills/2012-13/alanturingstatutorypardon.html>"Bill"</a>. Parliament of the United Kingdom. 26 July 2012. <a rel=nofollow class="external text" href=https://web.archive.org/web/20131102040318/http://services.parliament.uk/bills/2012-13/alanturingstatutorypardon.html>Archived</a> from the original on 2 November 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>31 October</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Bill&rft.pub=Parliament+of+the+United+Kingdom&rft.date=2012-07-26&rft_id=http%3A%2F%2Fservices.parliament.uk%2Fbills%2F2012-13%2Falanturingstatutorypardon.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-217><span class=mw-cite-backlink><b><a href=#cite_ref-217 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFPearse2012 class="citation news cs1">Pearse, Damian (13 December 2012). <a rel=nofollow class="external text" href=https://web.archive.org/web/20170204090812/https://www.theguardian.com/science/2012/dec/14/alan-turing-pardon-stephen-hawking>"Alan Turing should be pardoned, argue Stephen Hawking and top scientists"</a>. <i>The Guardian</i>. Archived from <a rel=nofollow class="external text" href=https://www.theguardian.com/science/2012/dec/14/alan-turing-pardon-stephen-hawking>the original</a> on 4 February 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>15 December</span> 2012</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Guardian&rft.atitle=Alan+Turing+should+be+pardoned%2C+argue+Stephen+Hawking+and+top+scientists&rft.date=2012-12-13&rft.aulast=Pearse&rft.aufirst=Damian&rft_id=https%3A%2F%2Fwww.theguardian.com%2Fscience%2F2012%2Fdec%2F14%2Falan-turing-pardon-stephen-hawking&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-turingguardian19july2013-218><span class=mw-cite-backlink><b><a href=#cite_ref-turingguardian19july2013_218-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFWatt,_Nicholas2013 class="citation news cs1">Watt, Nicholas (19 July 2013). <a rel=nofollow class="external text" href=https://www.theguardian.com/uk-news/2013/jul/19/enigma-codebreaker-alan-turing-posthumous-pardon>"Enigma codebreaker Alan Turing to be given posthumous pardon"</a>. <i>The Guardian</i>. London. <a rel=nofollow class="external text" href=https://web.archive.org/web/20170104124001/https://www.theguardian.com/uk-news/2013/jul/19/enigma-codebreaker-alan-turing-posthumous-pardon>Archived</a> from the original on 4 January 2017<span class=reference-accessdate>. Retrieved <span class=nowrap>10 December</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Guardian&rft.atitle=Enigma+codebreaker+Alan+Turing+to+be+given+posthumous+pardon&rft.date=2013-07-19&rft.au=Watt%2C+Nicholas&rft_id=https%3A%2F%2Fwww.theguardian.com%2Fuk-news%2F2013%2Fjul%2F19%2Fenigma-codebreaker-alan-turing-posthumous-pardon&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-219><span class=mw-cite-backlink><b><a href=#cite_ref-219 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFWorth2013 class="citation news cs1">Worth, Dan (30 October 2013). <a rel=nofollow class="external text" href=http://www.v3.co.uk/v3-uk/news/2302744/alan-turing-pardon-moves-a-step-closer>"Alan Turing pardon sails through House of Lords"</a>. V3. <a rel=nofollow class="external text" href=https://web.archive.org/web/20131224114746/http://www.v3.co.uk/v3-uk/news/2302744/alan-turing-pardon-moves-a-step-closer>Archived</a> from the original on 24 December 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>24 December</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.atitle=Alan+Turing+pardon+sails+through+House+of+Lords&rft.date=2013-10-30&rft.aulast=Worth&rft.aufirst=Dan&rft_id=http%3A%2F%2Fwww.v3.co.uk%2Fv3-uk%2Fnews%2F2302744%2Falan-turing-pardon-moves-a-step-closer&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-220><span class=mw-cite-backlink><b><a href=#cite_ref-220 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://services.parliament.uk/bills/2013-14/alanturingstatutorypardon.html>"Alan Turing (Statutory Pardon) Bill"</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20130705084023/http://services.parliament.uk/bills/2013-14/alanturingstatutorypardon.html>Archived</a> from the original on 5 July 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>20 July</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Alan+Turing+%28Statutory+Pardon%29+Bill&rft_id=http%3A%2F%2Fservices.parliament.uk%2Fbills%2F2013-14%2Falanturingstatutorypardon.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-turingpinknewsdec2013-221><span class=mw-cite-backlink><b><a href=#cite_ref-turingpinknewsdec2013_221-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFRoberts,_Scott2013 class="citation news cs1">Roberts, Scott (2 December 2013). <a rel=nofollow class="external text" href=http://www.pinknews.co.uk/2013/12/02/lib-dem-mp-john-leech-disappointed-at-delay-to-alan-turing-pardon-bill>"Lib Dem MP John Leech disappointed at delay to Alan Turing pardon bill"</a>. <i>Pink News</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20131225050250/http://www.pinknews.co.uk/2013/12/02/lib-dem-mp-john-leech-disappointed-at-delay-to-alan-turing-pardon-bill>Archived</a> from the original on 25 December 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>24 December</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Pink+News&rft.atitle=Lib+Dem+MP+John+Leech+disappointed+at+delay+to+Alan+Turing+pardon+bill&rft.date=2013-12-02&rft.au=Roberts%2C+Scott&rft_id=http%3A%2F%2Fwww.pinknews.co.uk%2F2013%2F12%2F02%2Flib-dem-mp-john-leech-disappointed-at-delay-to-alan-turing-pardon-bill&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-222><span class=mw-cite-backlink><b><a href=#cite_ref-222 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFRoberts2013 class="citation news cs1">Roberts, Scott (2 December 2013). <a rel=nofollow class="external text" href=https://www.pinknews.co.uk/2013/12/02/lib-dem-mp-john-leech-disappointed-at-delay-to-alan-turing-pardon-bill/>"Lib Dem MP John Leech disappointed at delay to Alan Turing pardon bill"</a>. <i>PinkNews</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20180612210914/https://www.pinknews.co.uk/2013/12/02/lib-dem-mp-john-leech-disappointed-at-delay-to-alan-turing-pardon-bill/>Archived</a> from the original on 12 June 2018<span class=reference-accessdate>. Retrieved <span class=nowrap>20 June</span> 2018</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=PinkNews&rft.atitle=Lib+Dem+MP+John+Leech+disappointed+at+delay+to+Alan+Turing+pardon+bill&rft.date=2013-12-02&rft.aulast=Roberts&rft.aufirst=Scott&rft_id=https%3A%2F%2Fwww.pinknews.co.uk%2F2013%2F12%2F02%2Flib-dem-mp-john-leech-disappointed-at-delay-to-alan-turing-pardon-bill%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-223><span class=mw-cite-backlink><b><a href=#cite_ref-223 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://services.parliament.uk/bills/2013-14/alanturingstatutorypardon.html>"Alan Turing (Statutory Pardon) Bill"</a>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20131102040315/http://services.parliament.uk/bills/2013-14/alanturingstatutorypardon.html>Archived</a> from the original on 2 November 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>24 December</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Alan+Turing+%28Statutory+Pardon%29+Bill&rft_id=http%3A%2F%2Fservices.parliament.uk%2Fbills%2F2013-14%2Falanturingstatutorypardon.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-turingpardon24dec2013-224><span class=mw-cite-backlink><b><a href=#cite_ref-turingpardon24dec2013_224-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFSwinford2013 class="citation web cs1">Swinford, Steven (23 December 2013). <a rel=nofollow class="external text" href=https://web.archive.org/web/20180502103553/https://www.telegraph.co.uk/history/world-war-two/10536246/Alan-Turing-granted-Royal-pardon-by-the-Queen.html>"Alan Turing granted Royal pardon by the Queen"</a>. <i>The Daily Telegraph</i>. Archived from <a rel=nofollow class="external text" href=https://www.telegraph.co.uk/history/world-war-two/10536246/Alan-Turing-granted-Royal-pardon-by-the-Queen.html>the original</a> on 2 May 2018<span class=reference-accessdate>. Retrieved <span class=nowrap>5 April</span> 2018</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=The+Daily+Telegraph&rft.atitle=Alan+Turing+granted+Royal+pardon+by+the+Queen&rft.date=2013-12-23&rft.aulast=Swinford&rft.aufirst=Steven&rft_id=https%3A%2F%2Fwww.telegraph.co.uk%2Fhistory%2Fworld-war-two%2F10536246%2FAlan-Turing-granted-Royal-pardon-by-the-Queen.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-BBC-pardon24Dec-225><span class=mw-cite-backlink><b><a href=#cite_ref-BBC-pardon24Dec_225-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://www.bbc.co.uk/news/technology-25495315>"Royal pardon for codebreaker Alan Turing"</a>. <i>BBC News</i>. 24 December 2013. <a rel=nofollow class="external text" href=https://web.archive.org/web/20131224002121/http://www.bbc.co.uk/news/technology-25495315>Archived</a> from the original on 24 December 2013<span class=reference-accessdate>. Retrieved <span class=nowrap>24 December</span> 2013</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=Royal+pardon+for+codebreaker+Alan+Turing&rft.date=2013-12-24&rft_id=https%3A%2F%2Fwww.bbc.co.uk%2Fnews%2Ftechnology-25495315&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-226><span class=mw-cite-backlink><b><a href=#cite_ref-226 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://www.advocate.com/world/2014/08/22/queens-decree-alan-turing-now-officially-pardoned>"With Queen's Decree, Alan Turing Is Now Officially Pardoned"</a>. Advocate.com. 22 August 2014. <a rel=nofollow class="external text" href=https://web.archive.org/web/20141101212528/http://www.advocate.com/world/2014/08/22/queens-decree-alan-turing-now-officially-pardoned>Archived</a> from the original on 1 November 2014<span class=reference-accessdate>. Retrieved <span class=nowrap>1 November</span> 2014</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=With+Queen%27s+Decree%2C+Alan+Turing+Is+Now+Officially+Pardoned&rft.pub=Advocate.com&rft.date=2014-08-22&rft_id=http%3A%2F%2Fwww.advocate.com%2Fworld%2F2014%2F08%2F22%2Fqueens-decree-alan-turing-now-officially-pardoned&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-227><span class=mw-cite-backlink><b><a href=#cite_ref-227 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation magazine cs1">"Pardoned: Alan Turing, Computing patriarch". <i>Time Magazine</i>. Vol. 183, no. 1. 13 January 2014. p. 14.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Time+Magazine&rft.atitle=Pardoned%3A+Alan+Turing%2C+Computing+patriarch&rft.volume=183&rft.issue=1&rft.pages=14&rft.date=2014-01-13&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-grauniad-228><span class=mw-cite-backlink><b><a href=#cite_ref-grauniad_228-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFDavies2013 class="citation news cs1">Davies, Caroline (24 December 2013). "Codebreaker Turing is given posthumous royal pardon". <i>The Guardian</i>. London. pp. 1, 6.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Guardian&rft.atitle=Codebreaker+Turing+is+given+posthumous+royal+pardon&rft.pages=1%2C+6&rft.date=2013-12-24&rft.aulast=Davies&rft.aufirst=Caroline&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-229><span class=mw-cite-backlink><b><a href=#cite_ref-229 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://www.bbc.co.uk/news/uk-37436417>"Government 'committed' to Alan Turing gay pardon law"</a>. <i>BBC News</i>. 22 September 2016. <a rel=nofollow class="external text" href=https://web.archive.org/web/20160922041224/http://www.bbc.co.uk/news/uk-37436417>Archived</a> from the original on 22 September 2016<span class=reference-accessdate>. Retrieved <span class=nowrap>22 September</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=BBC+News&rft.atitle=Government+%27committed%27+to+Alan+Turing+gay+pardon+law&rft.date=2016-09-22&rft_id=https%3A%2F%2Fwww.bbc.co.uk%2Fnews%2Fuk-37436417&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-230><span class=mw-cite-backlink><b><a href=#cite_ref-230 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFCowburn2016 class="citation web cs1">Cowburn, Ashley (21 September 2016). <a rel=nofollow class="external text" href=https://www.independent.co.uk/news/uk/politics/theresa-may-committed-to-introducing-alan-turing-law-and-pardon-gay-men-convicted-of-outdated-crimes-a7320851.html>"Theresa May committed to introducing the 'Alan Turing Law'<span class=cs1-kern-right></span>"</a>. <i>The Independent</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20160922133219/http://www.independent.co.uk/news/uk/politics/theresa-may-committed-to-introducing-alan-turing-law-and-pardon-gay-men-convicted-of-outdated-crimes-a7320851.html>Archived</a> from the original on 22 September 2016<span class=reference-accessdate>. Retrieved <span class=nowrap>22 September</span> 2016</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=The+Independent&rft.atitle=Theresa+May+committed+to+introducing+the+%27Alan+Turing+Law%27&rft.date=2016-09-21&rft.aulast=Cowburn&rft.aufirst=Ashley&rft_id=https%3A%2F%2Fwww.independent.co.uk%2Fnews%2Fuk%2Fpolitics%2Ftheresa-may-committed-to-introducing-alan-turing-law-and-pardon-gay-men-convicted-of-outdated-crimes-a7320851.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-231><span class=mw-cite-backlink><b><a href=#cite_ref-231 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://www.legislation.gov.uk/ukpga/2017/3/section/182/data.htm>"Policing and Crime Act 2017"</a>. Government of the United Kingdom. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190305145933/http://www.legislation.gov.uk/ukpga/2017/3/section/182/data.htm>Archived</a> from the original on 5 March 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>6 February</span> 2019</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Policing+and+Crime+Act+2017&rft.pub=Government+of+the+United+Kingdom&rft_id=http%3A%2F%2Fwww.legislation.gov.uk%2Fukpga%2F2017%2F3%2Fsection%2F182%2Fdata.htm&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-232><span class=mw-cite-backlink><b><a href=#cite_ref-232 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://www.manchestereveningnews.co.uk/news/greater-manchester-news/manchester-computer-pioneer-alan-turing-16585966>"Manchester computer pioneer Alan Turing announced as face of new £50 note"</a>. 15 July 2019. <a rel=nofollow class="external text" href=https://web.archive.org/web/20190719082039/https://www.manchestereveningnews.co.uk/news/greater-manchester-news/manchester-computer-pioneer-alan-turing-16585966>Archived</a> from the original on 19 July 2019<span class=reference-accessdate>. Retrieved <span class=nowrap>19 July</span> 2019</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=unknown&rft.btitle=Manchester+computer+pioneer+Alan+Turing+announced+as+face+of+new+%C2%A350+note&rft.date=2019-07-15&rft_id=https%3A%2F%2Fwww.manchestereveningnews.co.uk%2Fnews%2Fgreater-manchester-news%2Fmanchester-computer-pioneer-alan-turing-16585966&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-233><span class=mw-cite-backlink><b><a href=#cite_ref-233 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=http://outnewsglobal.com/john-leech-secures-historic-deal-with-government-on-alan-turing-law/>"John Leech secures historic deal with Government on 'Alan Turing Law'<span class=cs1-kern-right></span>"</a>. <i>outnewsglobal.com</i>. 20 October 2016. <a rel=nofollow class="external text" href=https://web.archive.org/web/20220129031439/http://outnewsglobal.com/john-leech-secures-historic-deal-with-government-on-alan-turing-law/>Archived</a> from the original on 29 January 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=outnewsglobal.com&rft.atitle=John+Leech+secures+historic+deal+with+Government+on+%27Alan+Turing+Law%27&rft.date=2016-10-20&rft_id=http%3A%2F%2Foutnewsglobal.com%2Fjohn-leech-secures-historic-deal-with-government-on-alan-turing-law%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-234><span class=mw-cite-backlink><b><a href=#cite_ref-234 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFElliottHalliday2019 class="citation news cs1">Elliott, Larry; Halliday, Josh, eds. (15 July 2019). <a rel=nofollow class="external text" href=https://www.theguardian.com/business/2019/jul/15/alan-turing-to-feature-on-new-50-note>"Alan Turing to feature on new £50 banknote"</a>. <i>The Guardian</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20220129025950/https://www.theguardian.com/business/2019/jul/15/alan-turing-to-feature-on-new-50-note>Archived</a> from the original on 29 January 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>26 August</span> 2024</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Guardian&rft.atitle=Alan+Turing+to+feature+on+new+%C2%A350+banknote&rft.date=2019-07-15&rft_id=https%3A%2F%2Fwww.theguardian.com%2Fbusiness%2F2019%2Fjul%2F15%2Falan-turing-to-feature-on-new-50-note&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-235><span class=mw-cite-backlink><b><a href=#cite_ref-235 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation news cs1"><a rel=nofollow class="external text" href=https://www.libdemvoice.org/my-proudest-day-as-a-liberal-democrat-43430.html>"My proudest day as a Liberal Democrat"</a>. <i>Liberal Democrat Voice</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20180624204354/https://www.libdemvoice.org/my-proudest-day-as-a-liberal-democrat-43430.html>Archived</a> from the original on 24 June 2018<span class=reference-accessdate>. Retrieved <span class=nowrap>24 June</span> 2018</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=Liberal+Democrat+Voice&rft.atitle=My+proudest+day+as+a+Liberal+Democrat&rft_id=https%3A%2F%2Fwww.libdemvoice.org%2Fmy-proudest-day-as-a-liberal-democrat-43430.html&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-236><span class=mw-cite-backlink><b><a href=#cite_ref-236 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1"><a rel=nofollow class="external text" href=https://hansard.parliament.uk/Commons/2023-07-19/debates/56A50AFF-35D8-408F-A393-DDB38951E64F/VeteransUpdate?#contribution-43233FDB-224B-4D71-B796-BB90C501DB16>"Veterans Update"</a>. <i>Hansard – UK Parliament</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20230724123630/https://hansard.parliament.uk/Commons/2023-07-19/debates/56A50AFF-35D8-408F-A393-DDB38951E64F/VeteransUpdate#contribution-43233FDB-224B-4D71-B796-BB90C501DB16>Archived</a> from the original on 24 July 2023<span class=reference-accessdate>. Retrieved <span class=nowrap>24 July</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Hansard+%E2%80%93+UK+Parliament&rft.atitle=Veterans+Update&rft_id=https%3A%2F%2Fhansard.parliament.uk%2FCommons%2F2023-07-19%2Fdebates%2F56A50AFF-35D8-408F-A393-DDB38951E64F%2FVeteransUpdate%3F%23contribution-43233FDB-224B-4D71-B796-BB90C501DB16&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-237><span class=mw-cite-backlink><b><a href=#cite_ref-237 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFSheridan2023 class="citation news cs1">Sheridan, Danielle (19 July 2023). <a rel=nofollow class="external text" href=https://www.telegraph.co.uk/politics/2023/07/19/alan-turing-trafalgar-square-fourth-plinth-ben-wallace/>"Alan Turing statue should be put on Trafalgar Square's fourth plinth, says Ben Wallace"</a>. <i>The Telegraph</i>. <a rel=nofollow class="external text" href=https://web.archive.org/web/20230724123628/https://www.telegraph.co.uk/politics/2023/07/19/alan-turing-trafalgar-square-fourth-plinth-ben-wallace/>Archived</a> from the original on 24 July 2023<span class=reference-accessdate>. Retrieved <span class=nowrap>24 July</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Telegraph&rft.atitle=Alan+Turing+statue+should+be+put+on+Trafalgar+Square%27s+fourth+plinth%2C+says+Ben+Wallace&rft.date=2023-07-19&rft.aulast=Sheridan&rft.aufirst=Danielle&rft_id=https%3A%2F%2Fwww.telegraph.co.uk%2Fpolitics%2F2023%2F07%2F19%2Falan-turing-trafalgar-square-fourth-plinth-ben-wallace%2F&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-238><span class=mw-cite-backlink><b><a href=#cite_ref-238 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFKhomamiArts2023 class="citation news cs1">Khomami, Nadia; Arts, Nadia Khomami (24 July 2023). <a rel=nofollow class="external text" href=https://www.theguardian.com/science/2023/jul/24/lgbtq-military-charity-backs-proposal-alan-turing-statue-fourth-plinth-trafalgar-square>"LGBTQ+ military charity backs proposal for Alan Turing statue on fourth plinth"</a>. <i>The Guardian</i><span class=reference-accessdate>. Retrieved <span class=nowrap>24 July</span> 2023</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=The+Guardian&rft.atitle=LGBTQ%2B+military+charity+backs+proposal+for+Alan+Turing+statue+on+fourth+plinth&rft.date=2023-07-24&rft.aulast=Khomami&rft.aufirst=Nadia&rft.au=Arts%2C+Nadia+Khomami&rft_id=https%3A%2F%2Fwww.theguardian.com%2Fscience%2F2023%2Fjul%2F24%2Flgbtq-military-charity-backs-proposal-alan-turing-statue-fourth-plinth-trafalgar-square&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-turingarchive/amt-b-27b-239><span class=mw-cite-backlink><b><a href=#cite_ref-turingarchive/amt-b-27b_239-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1">Mahon-kings, A.P. (June 1945). <a rel=nofollow class="external text" href=https://web.archive.org/web/20220629151223/https://turingarchive.kings.cam.ac.uk/publications-lectures-and-talks-amtb/amt-b-27b>"The history of Hut Eight: 1939-1945"</a>. <i>The Turing Digital Archive</i>. <a href=https://en.wikipedia.org/wiki/King%27s_College,_Cambridge title="King's College, Cambridge">King's College, Cambridge</a>. Archived from <a rel=nofollow class="external text" href=https://turingarchive.kings.cam.ac.uk/publications-lectures-and-talks-amtb/amt-b-27b>the original</a> on 29 June 2022<span class=reference-accessdate>. Retrieved <span class=nowrap>19 November</span> 2025</span>. <q>AMT-B-27b: Xerox, Paper, 117 sh. in envelope. From records held at the US National Archives and Records Administration.</q></cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=The+Turing+Digital+Archive&rft.atitle=The+history+of+Hut+Eight%3A+1939-1945&rft.date=1945-06&rft.aulast=Mahon-kings&rft.aufirst=A.P.&rft_id=https%3A%2F%2Fturingarchive.kings.cam.ac.uk%2Fpublications-lectures-and-talks-amtb%2Famt-b-27b&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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</li>
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<li id=cite_note-discovery.NA.uk/C6136632-240><span class=mw-cite-backlink><b><a href=#cite_ref-discovery.NA.uk/C6136632_240-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation web cs1">Mahon-Kew, A P (1 January 1939). <a rel=nofollow class="external text" href=https://discovery.nationalarchives.gov.uk/details/r/C6136632>"The History of Hut 8"</a>. <i>Catalogue description, The Discovery Service</i>. <a href=https://en.wikipedia.org/wiki/The_National_Archives_(United_Kingdom) title="The National Archives (United Kingdom)">The National Archives (United Kingdom)</a><span class=reference-accessdate>. Retrieved <span class=nowrap>19 November</span> 2025</span>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=unknown&rft.jtitle=Catalogue+description%2C+The+Discovery+Service&rft.atitle=The+History+of+Hut+8&rft.date=1939-01-01&rft.aulast=Mahon-Kew&rft.aufirst=A+P&rft_id=https%3A%2F%2Fdiscovery.nationalarchives.gov.uk%2Fdetails%2Fr%2FC6136632&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<li id=cite_note-978-0-85420-442-7-241><span class=mw-cite-backlink><b><a href=#cite_ref-978-0-85420-442-7_241-0 aria-label="Jump up" title="Jump up">^</a></b></span> <span class=reference-text><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite class="citation book cs1">Mahon-Military-Press, A. P. (2009). <i>Naval Enigma: The History of Hut Eight, 1939-1945</i>. Bletchley archive. Military Press. <a href=https://en.wikipedia.org/wiki/ISBN_(identifier) class=mw-redirect title="ISBN (identifier)">ISBN</a> <a href=https://en.wikipedia.org/wiki/Special:BookSources/978-0-85420-442-7 title=Special:BookSources/978-0-85420-442-7><bdi>978-0-85420-442-7</bdi></a>.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=book&rft.btitle=Naval+Enigma%3A+The+History+of+Hut+Eight%2C+1939-1945&rft.series=Bletchley+archive&rft.pub=Military+Press&rft.date=2009&rft.isbn=978-0-85420-442-7&rft.aulast=Mahon-Military-Press&rft.aufirst=A.+P.&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></span>
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<div class="mw-heading mw-heading2"><h2 id=External_links>External links</h2></div>
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<style data-mw-deduplicate=TemplateStyles:r1314755338 class=sf-hidden>.mw-parser-output .side-box{margin:4px 0;box-sizing:border-box;border:1px solid #aaa;font-size:88%;line-height:1.25em;background-color:var(--background-color-interactive-subtle,#f8f9fa);color:inherit;display:flow-root}.mw-parser-output .side-box-abovebelow,.mw-parser-output .side-box-text{padding:0.25em 0.9em}@media (min-width:500px){.mw-parser-output .side-box-flex{display:flex;align-items:center}.mw-parser-output .side-box-text{flex:1;min-width:0}}@media (min-width:640px){.mw-parser-output .side-box{width:238px}.mw-parser-output .side-box-right{clear:right;float:right;margin-left:1em}}</style><style data-mw-deduplicate=TemplateStyles:r1307723979 class=sf-hidden>.mw-parser-output .sister-box .side-box-abovebelow{padding:0.75em 0;text-align:center}.mw-parser-output .sister-box .side-box-abovebelow>b{display:block}.mw-parser-output .sister-box .side-box-text>ul{border-top:1px solid #aaa;padding:0.75em 0;width:220px;margin:0 auto}.mw-parser-output .sister-box .side-box-text>ul>li{min-height:31px}.mw-parser-output .sister-logo{display:inline-block;width:31px;line-height:31px;vertical-align:middle;text-align:center}.mw-parser-output .sister-link{display:inline-block;margin-left:7px;width:182px;vertical-align:middle}</style><div role=navigation aria-labelledby=sister-projects class="side-box metadata side-box-right sister-box sistersitebox plainlinks"><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1126788409>
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<div class=side-box-abovebelow>
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<b>Alan Turing</b> at Wikipedia's <a href=https://en.wikipedia.org/wiki/Wikipedia:Wikimedia_sister_projects title="Wikipedia:Wikimedia sister projects"><span id=sister-projects>sister projects</span></a></div>
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<div class="side-box-text plainlist"><ul><li><span class=sister-logo><span class="mw-valign-middle noviewer" typeof=mw:File><a href=https://en.wikipedia.org/wiki/File:Commons-logo.svg class=mw-file-description><img alt src=data:image/png;base64,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src="data:image/png;base64,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" decoding=async width=26 height=27 class=mw-file-element srcset data-file-width=410 data-file-height=430 sizes></a></span></span><span class=sister-link><a href=https://en.wikisource.org/wiki/Author:Alan_Mathison_Turing class=extiw title="s:Author:Alan Mathison Turing">Texts</a> from Wikisource</span></ul></div></div>
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<ul><li><a rel=nofollow class="external text" href=https://www.newscientist.com/people/alan-turing/>Alan Turing</a> archive on <a href=https://en.wikipedia.org/wiki/New_Scientist title="New Scientist">New Scientist</a></li>
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<li><a rel=nofollow class="external text" href=https://openplaques.org/people/368>Alan Turing plaques</a> <a rel=nofollow class="external text" href=https://web.archive.org/web/20240424201739/http://openplaques.org/people/368>Archived</a> 24 April 2024 at the <a href=https://en.wikipedia.org/wiki/Wayback_Machine title="Wayback Machine">Wayback Machine</a> on <i>openplaques.org</i></ul>
|
||
<p><b>Papers</b>
|
||
</p>
|
||
<ul><li><a rel=nofollow class="external text" href=https://archiveshub.jisc.ac.uk/manchesteruniversity/data/gb133-tur/add>Alan Turing Papers</a> – <a href=https://en.wikipedia.org/wiki/University_of_Manchester_Library title="University of Manchester Library">University of Manchester Library</a></li>
|
||
<li><a rel=nofollow class="external text" href=https://makingscience.royalsociety.org/s/rs/people/fst00117605>Science in the Making</a><a rel=nofollow class="external text" href=https://web.archive.org/web/20230404044604/https://makingscience.royalsociety.org/s/rs/people/fst00117605>Archived</a> 4 April 2023 at the <a href=https://en.wikipedia.org/wiki/Wayback_Machine title="Wayback Machine">Wayback Machine</a> Alan Turing's papers in the <a href=https://en.wikipedia.org/wiki/Royal_Society title="Royal Society">Royal Society</a><span class=nowrap style=padding-left:0.1em>'</span>s archives</li>
|
||
<li><a rel=nofollow class="external text" href=https://turingarchive.kings.cam.ac.uk/>The Turing Digital Archive</a> – contains scans of some unpublished documents and material - <a href=https://en.wikipedia.org/wiki/King%27s_College,_Cambridge title="King's College, Cambridge">King's College, Cambridge</a></ul>
|
||
<p><b>Interviews</b>
|
||
</p>
|
||
<ul><li><a rel=nofollow class="external text" href=http://purl.umn.edu/107493>Oral history interview with Nicholas C. Metropolis</a>, <a href=https://en.wikipedia.org/wiki/Charles_Babbage_Institute class=mw-redirect title="Charles Babbage Institute">Charles Babbage Institute</a>, University of Minnesota. Metropolis was the first director of computing services at <a href=https://en.wikipedia.org/wiki/Los_Alamos_National_Laboratory title="Los Alamos National Laboratory">Los Alamos National Laboratory</a>; topics include the relationship between Turing and <a href=https://en.wikipedia.org/wiki/John_von_Neumann title="John von Neumann">John von Neumann</a></ul>
|
||
<p><b>Articles</b>
|
||
</p>
|
||
<ul><li><a rel=nofollow class="external text" href=http://www.iwm.org.uk/history/how-alan-turing-cracked-the-enigma-code>How Alan Turing Cracked The Enigma Code</a> Imperial War Museums</li>
|
||
<li><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333433106><cite id=CITEREFJones2001 class="citation journal cs1">Jones, G. James (11 December 2001). <a rel=nofollow class="external text" href="https://web.archive.org/web/20070803163318/http://www.systemtoolbox.com/article.php?history_id=3">"Alan Turing – Towards a Digital Mind: Part 1"</a>. <i>System Toolbox</i>. The Binary Freedom Project. Archived from <a rel=nofollow class="external text" href="http://www.systemtoolbox.com/article.php?history_id=3">the original</a> on 3 August 2007.</cite><span title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal&rft.genre=article&rft.jtitle=System+Toolbox&rft.atitle=Alan+Turing+%E2%80%93+Towards+a+Digital+Mind%3A+Part+1&rft.date=2001-12-11&rft.aulast=Jones&rft.aufirst=G.+James&rft_id=http%3A%2F%2Fwww.systemtoolbox.com%2Farticle.php%3Fhistory_id%3D3&rfr_id=info%3Asid%2Fen.wikipedia.org%3AAlan+Turing" class=Z3988></span></ul>
|
||
<p><b>Websites</b>
|
||
</p>
|
||
<ul><li><a rel=nofollow class="external text" href=https://web.archive.org/web/20181012014022/http://www.alanturing.net/>AlanTuring.net</a> – Turing Archive for the History of Computing by <a href=https://en.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Jack Copeland</a></li>
|
||
<li><a rel=nofollow class="external text" href=http://www.turing.org.uk/>Alan Turing</a> site maintained by <a href=https://en.wikipedia.org/wiki/Andrew_Hodges title="Andrew Hodges">Andrew Hodges</a> including a <a rel=nofollow class="external text" href=https://web.archive.org/web/20180721235734/http://www.turing.org.uk/bio/part1.html>short biography</a></ul>
|
||
<p><b>Events</b>
|
||
</p>
|
||
<ul><li><a rel=nofollow class="external text" href=http://cie2012.eu/>CiE 2012: Turing Centenary Conference</a></li>
|
||
<li><a rel=nofollow class="external text" href=http://www.mathcomp.leeds.ac.uk/turing2012/>Alan Turing Year</a> <a rel=nofollow class="external text" href=https://web.archive.org/web/20190217215512/http://www.mathcomp.leeds.ac.uk/turing2012/>Archived</a> 17 February 2019 at the <a href=https://en.wikipedia.org/wiki/Wayback_Machine title="Wayback Machine">Wayback Machine</a></ul>
|
||
<p><b>Sherborne School</b>
|
||
</p>
|
||
<ul><li><a rel=nofollow class="external text" href=https://web.archive.org/web/20160104203150/http://oldshirburnian.org.uk/wp-content/uploads/2015/09/TURING-Alan-Mathison.pdf>Sherborne School Archives</a> – holds papers relating to Turing's time at Sherborne School</li>
|
||
<li><a rel=nofollow class="external text" href=https://oldshirburnian.org.uk/alan-turing-and-the-nature-of-spirit/>Alan Turing and the 'Nature of Spirit'</a> (Old Shirburnian Society)</li>
|
||
<li><a rel=nofollow class="external text" href=https://oldshirburnian.org.uk/alan-turing/>Alan Turing OBE, PhD, FRS (1912-1954)</a> (Old Shirburnian Society)</ul>
|
||
<div class=navbox-styles><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><style data-mw-deduplicate=TemplateStyles:r1314944253 class=sf-hidden>.mw-parser-output .navbox{box-sizing:border-box;border:1px solid #a2a9b1;width:100%;clear:both;font-size:88%;text-align:center;margin:1em auto 0}.mw-parser-output .navbox+.navbox-styles+.navbox{margin-top:-1px}.mw-parser-output .navbox-inner{width:100%}.mw-parser-output .navbox-group,.mw-parser-output .navbox-title,.mw-parser-output .navbox-abovebelow{padding:0.25em 1em;line-height:1.5em;text-align:center}.mw-parser-output .navbox-group{white-space:nowrap;text-align:right}.mw-parser-output .navbox{background-color:#fdfdfd;color:inherit}.mw-parser-output .navbox-list{line-height:1.5em;border-color:#fdfdfd}.mw-parser-output .navbox-list-with-group{text-align:left;border-left-width:2px;border-left-style:solid}.mw-parser-output tr+tr>.navbox-abovebelow,.mw-parser-output tr+tr>.navbox-group,.mw-parser-output tr+tr>.navbox-list{border-top:2px solid #fdfdfd}.mw-parser-output .navbox-title{background-color:#ccf;color:inherit}.mw-parser-output .navbox-abovebelow,.mw-parser-output .navbox-group{background-color:#ddf;color:inherit}.mw-parser-output .navbox-even{background-color:#f7f7f7;color:inherit}.mw-parser-output .navbox-odd{background-color:transparent;color:inherit}.mw-parser-output .navbox .hlist td ul,.mw-parser-output .navbox td.hlist ul{padding:0.125em 0}.mw-parser-output .navbox .navbar{display:block;font-size:100%}.mw-parser-output .navbox-title .navbar{float:left;text-align:left;margin-right:0.5em}</style></div><div role=navigation class=navbox aria-labelledby=Alan_Turing619 style=padding:3px><table class="nowraplinks hlist mw-collapsible autocollapse navbox-inner mw-made-collapsible mw-collapsed" style=border-spacing:0;background:transparent;color:inherit><tbody><tr><th scope=col class=navbox-title colspan=2><button type=button class="mw-collapsible-toggle mw-collapsible-toggle-default mw-collapsible-toggle-collapsed" aria-expanded=false tabindex=0><span class=mw-collapsible-text>show</span></button><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><style data-mw-deduplicate=TemplateStyles:r1239400231 class=sf-hidden>.mw-parser-output .navbar{font-weight:normal}.mw-parser-output .navbar ul{display:inline-block;white-space:nowrap;line-height:inherit}.mw-parser-output .navbar-brackets::before{margin-right:-0.125em;content:"[ "}.mw-parser-output .navbar-brackets::after{margin-left:-0.125em;content:" ]"}.mw-parser-output .navbar li{word-spacing:-0.125em}.mw-parser-output .navbar a>abbr{text-decoration:inherit}.mw-parser-output .navbar-mini abbr{font-variant:small-caps;border-bottom:none;cursor:inherit}</style><div class="navbar plainlinks hlist navbar-mini"><ul><li class=nv-view><a href=https://en.wikipedia.org/wiki/Template:Alan_Turing title="Template:Alan Turing"><abbr title="View this template">v</abbr></a><li class=nv-talk><a href=https://en.wikipedia.org/wiki/Template_talk:Alan_Turing title="Template talk:Alan Turing"><abbr title="Discuss this template">t</abbr></a><li class=nv-edit><a href=https://en.wikipedia.org/wiki/Special:EditPage/Template:Alan_Turing title="Special:EditPage/Template:Alan Turing"><abbr title="Edit this template">e</abbr></a></ul></div><div id=Alan_Turing619 style="font-size:114%;margin:0 4em"><a class="mw-selflink selflink">Alan Turing</a></div><tr hidden><td colspan=2 class="navbox-list navbox-odd" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Turing_completeness title="Turing completeness">Turing completeness</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing_degree title="Turing degree">Turing degree</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing_machine title="Turing machine">Turing machine</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing_pattern title="Turing pattern">Turing pattern</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing%27s_proof title="Turing's proof">Turing's proof</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing_reduction title="Turing reduction">Turing reduction</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Turing_test title="Turing test">Turing test</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>Publications<td class="navbox-list-with-group navbox-list navbox-even" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li>"<a href=https://en.wikipedia.org/wiki/On_Computable_Numbers,_with_an_Application_to_the_Entscheidungsproblem class=mw-redirect title="On Computable Numbers, with an Application to the Entscheidungsproblem">On Computable Numbers</a>" (1936)</li>
|
||
<li>"<a href=https://en.wikipedia.org/wiki/Systems_of_Logic_Based_on_Ordinals title="Systems of Logic Based on Ordinals">Systems of Logic Based on Ordinals</a>" (1939)</li>
|
||
<li>"<a href=https://en.wikipedia.org/wiki/Unorganized_machine title="Unorganized machine">Intelligent Machinery</a>" (1948)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Turochamp title=Turochamp>Turochamp</a></i> (1948)</li>
|
||
<li>"<a href=https://en.wikipedia.org/wiki/Computing_Machinery_and_Intelligence title="Computing Machinery and Intelligence">Computing Machinery and Intelligence</a>" (1950)</li>
|
||
<li>"<a href=https://en.wikipedia.org/wiki/The_Chemical_Basis_of_Morphogenesis title="The Chemical Basis of Morphogenesis">The Chemical Basis of Morphogenesis</a>" (1952)</ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>Related<td class="navbox-list-with-group navbox-list navbox-odd" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Legacy_of_Alan_Turing title="Legacy of Alan Turing">Legacy of Alan Turing</a>
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/List_of_things_named_after_Alan_Turing title="List of things named after Alan Turing">namesakes</a></ul></ul>
|
||
</div></table></div>
|
||
<div class=navbox-styles><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1314944253></div><div role=navigation class=navbox aria-labelledby=Fellows_of_the_Royal_Society_elected_in_19511038 style=padding:3px><table class="nowraplinks mw-collapsible autocollapse navbox-inner mw-made-collapsible mw-collapsed" style=border-spacing:0;background:transparent;color:inherit><tbody><tr><th scope=col class=navbox-title colspan=2><button type=button class="mw-collapsible-toggle mw-collapsible-toggle-default mw-collapsible-toggle-collapsed" aria-expanded=false tabindex=0><span class=mw-collapsible-text>show</span></button><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1239400231><div class="navbar plainlinks hlist navbar-mini"><ul><li class=nv-view><a href=https://en.wikipedia.org/wiki/Template:FRS_1951 title="Template:FRS 1951"><abbr title="View this template">v</abbr></a><li class=nv-talk><a href=https://en.wikipedia.org/wiki/Template_talk:FRS_1951 title="Template talk:FRS 1951"><abbr title="Discuss this template">t</abbr></a><li class=nv-edit><a href=https://en.wikipedia.org/wiki/Special:EditPage/Template:FRS_1951 title="Special:EditPage/Template:FRS 1951"><abbr title="Edit this template">e</abbr></a></ul></div><div id=Fellows_of_the_Royal_Society_elected_in_19511038 style="font-size:114%;margin:0 4em"><a href=https://en.wikipedia.org/wiki/Fellow_of_the_Royal_Society title="Fellow of the Royal Society">Fellows</a> of the <a href=https://en.wikipedia.org/wiki/Royal_Society title="Royal Society">Royal Society</a> elected <a href=https://en.wikipedia.org/wiki/List_of_Fellows_of_the_Royal_Society_elected_in_1951 class=mw-redirect title="List of Fellows of the Royal Society elected in 1951">in 1951</a></div><tr hidden><th scope=row class=navbox-group style=width:1%>Fellows<td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Carlyle_Smith_Beals class=mw-redirect title="Carlyle Smith Beals">Carlyle Smith Beals</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/John_Boyd_(bacteriologist) title="John Boyd (bacteriologist)">John Boyd</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/David_Catcheside title="David Catcheside">David Catcheside</a></li>
|
||
<li><a href=https://www.wikidata.org/wiki/Q21165296 class=extiw title=d:Q21165296>Arthur Herbert Cook</a></li>
|
||
<li><a href=https://www.wikidata.org/wiki/Q18878452 class=extiw title=d:Q18878452>Sydney John Folley</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Herbert_Fr%C3%B6hlich title="Herbert Fröhlich">Herbert Fröhlich</a></li>
|
||
<li><a href=https://www.wikidata.org/wiki/Q21166447 class=extiw title=d:Q21166447>Geoffrey Gee</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Hans_Heilbronn title="Hans Heilbronn">Hans Heilbronn</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Gerhard_Herzberg title="Gerhard Herzberg">Gerhard Herzberg</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Joseph_Hutchinson title="Joseph Hutchinson">Joseph Hutchinson</a></li>
|
||
<li><a href=https://www.wikidata.org/wiki/Q18821830 class=extiw title=d:Q18821830>Raymond Ing</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/David_Lack title="David Lack">David Lack</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Thaddeus_Mann title="Thaddeus Mann">Thaddeus Mann</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Kurt_Mendelssohn title="Kurt Mendelssohn">Kurt Mendelssohn</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Albert_Neuberger title="Albert Neuberger">Albert Neuberger</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Leonard_Bessemer_Pfeil title="Leonard Bessemer Pfeil">Leonard Bessemer Pfeil</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/James_Arthur_Prescott title="James Arthur Prescott">James Arthur Prescott</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Maurice_Pryce title="Maurice Pryce">Maurice Pryce</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/William_Pugh_(geologist) title="William Pugh (geologist)">William John Pugh</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/J._A._Ratcliffe title="J. A. Ratcliffe">John Ashworth Ratcliffe</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Thomas_Alan_Stephenson title="Thomas Alan Stephenson">Thomas Alan Stephenson</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/William_Homan_Thorpe title="William Homan Thorpe">William Homan Thorpe</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Petrus_Johann_du_Toit title="Petrus Johann du Toit">Petrus Johann du Toit</a></li>
|
||
<li><a class="mw-selflink selflink">Alan Turing</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Alfred_Ubbelohde title="Alfred Ubbelohde">Alfred Ubbelohde</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>Statute 12<td class="navbox-list-with-group navbox-list navbox-even hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Prince_Philip,_Duke_of_Edinburgh title="Prince Philip, Duke of Edinburgh">Prince Philip, Duke of Edinburgh</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>Foreign<td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Herbert_McLean_Evans title="Herbert McLean Evans">Herbert McLean Evans</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Karl_Lashley title="Karl Lashley">Karl Lashley</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Carl_St%C3%B8rmer title="Carl Størmer">Carl Størmer</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Ralph_Walter_Graystone_Wyckoff title="Ralph Walter Graystone Wyckoff">Ralph Walter Graystone Wyckoff</a></ul>
|
||
</div></table></div>
|
||
<div class=navbox-styles><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1314944253></div><div role=navigation class=navbox aria-labelledby=Timelines_of_computing2704 style=padding:3px><table class="nowraplinks mw-collapsible autocollapse navbox-inner mw-made-collapsible mw-collapsed" style=border-spacing:0;background:transparent;color:inherit><tbody><tr><th scope=col class=navbox-title colspan=2><button type=button class="mw-collapsible-toggle mw-collapsible-toggle-default mw-collapsible-toggle-collapsed" aria-expanded=false tabindex=0><span class=mw-collapsible-text>show</span></button><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1239400231><div class="navbar plainlinks hlist navbar-mini"><ul><li class=nv-view><a href=https://en.wikipedia.org/wiki/Template:Timelines_of_computing title="Template:Timelines of computing"><abbr title="View this template">v</abbr></a><li class=nv-talk><a href=https://en.wikipedia.org/wiki/Template_talk:Timelines_of_computing title="Template talk:Timelines of computing"><abbr title="Discuss this template">t</abbr></a><li class=nv-edit><a href=https://en.wikipedia.org/wiki/Special:EditPage/Template:Timelines_of_computing title="Special:EditPage/Template:Timelines of computing"><abbr title="Edit this template">e</abbr></a></ul></div><div id=Timelines_of_computing2704 style="font-size:114%;margin:0 4em"><a href=https://en.wikipedia.org/wiki/Category:Computing_timelines title="Category:Computing timelines">Timelines of computing</a></div><tr hidden><th scope=row class=navbox-group style=width:1%><a href=https://en.wikipedia.org/wiki/Timeline_of_computing title="Timeline of computing">Computing</a><td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Timeline_of_computing_hardware_before_1950 title="Timeline of computing hardware before 1950">Before 1950</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_computing_1950%E2%80%931979 title="Timeline of computing 1950–1979">1950–1979</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_computing_1980%E2%80%931989 title="Timeline of computing 1980–1989">1980s</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_computing_1990%E2%80%931999 title="Timeline of computing 1990–1999">1990s</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_computing_2000%E2%80%932009 title="Timeline of computing 2000–2009">2000s</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_computing_2010%E2%80%932019 title="Timeline of computing 2010–2019">2010s</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_computing_2020%E2%80%93present title="Timeline of computing 2020–present">2020s</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_scientific_computing title="Timeline of scientific computing">Scientific</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_women_in_computing title="Timeline of women in computing">Women in computing</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%><a href=https://en.wikipedia.org/wiki/Computer_science title="Computer science">Computer<br>science</a><td class="navbox-list-with-group navbox-list navbox-even hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Timeline_of_algorithms title="Timeline of algorithms">Algorithms</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_artificial_intelligence title="Timeline of artificial intelligence">Artificial intelligence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_binary_prefixes title="Timeline of binary prefixes">Binary prefixes</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_cryptography title="Timeline of cryptography">Cryptography</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_machine_learning title="Timeline of machine learning">Machine learning</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_quantum_computing_and_communication title="Timeline of quantum computing and communication">Quantum computing and communication</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%><a href=https://en.wikipedia.org/wiki/Software title=Software>Software</a><td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Timeline_of_free_and_open-source_software title="Timeline of free and open-source software">Free and open-source software</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_hypertext_technology title="Timeline of hypertext technology">Hypertext technology</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_operating_systems title="Timeline of operating systems">Operating systems</a>
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Timeline_of_DOS_operating_systems title="Timeline of DOS operating systems">DOS family</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_Microsoft_Windows class=mw-redirect title="Timeline of Microsoft Windows">Windows</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Linux_kernel_version_history title="Linux kernel version history">Linux</a></ul></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_programming_languages title="Timeline of programming languages">Programming languages</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_virtualization_development class=mw-redirect title="Timeline of virtualization development">Virtualization development</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_computer_viruses_and_worms title="Timeline of computer viruses and worms">Malware</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%><a href=https://en.wikipedia.org/wiki/Internet title=Internet>Internet</a><td class="navbox-list-with-group navbox-list navbox-even hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Timeline_of_Internet_conflicts title="Timeline of Internet conflicts">Internet conflicts</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_web_browsers class=mw-redirect title="Timeline of web browsers">Web browsers</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Timeline_of_web_search_engines title="Timeline of web search engines">Web search engines</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>Notable<br>people<td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Kathleen_Antonelli title="Kathleen Antonelli">Kathleen Antonelli</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/John_Vincent_Atanasoff title="John Vincent Atanasoff">John Vincent Atanasoff</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Charles_Babbage title="Charles Babbage">Charles Babbage</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/John_Backus title="John Backus">John Backus</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Jean_Bartik title="Jean Bartik">Jean Bartik</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/George_Boole title="George Boole">George Boole</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Vint_Cerf title="Vint Cerf">Vint Cerf</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/John_Cocke_(computer_scientist) title="John Cocke (computer scientist)">John Cocke</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Stephen_Cook title="Stephen Cook">Stephen Cook</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Edsger_W._Dijkstra title="Edsger W. Dijkstra">Edsger W. Dijkstra</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/J._Presper_Eckert title="J. Presper Eckert">J. Presper Eckert</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Douglas_Engelbart title="Douglas Engelbart">Douglas Engelbart</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Adele_Goldstine title="Adele Goldstine">Adele Goldstine</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Lois_Haibt title="Lois Haibt">Lois Haibt</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Betty_Holberton title="Betty Holberton">Betty Holberton</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Margaret_Hamilton_(software_engineer) title="Margaret Hamilton (software engineer)">Margaret Hamilton</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Grace_Hopper title="Grace Hopper">Grace Hopper</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/David_A._Huffman title="David A. Huffman">David A. Huffman</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Robert_Kahn_(computer_scientist) title="Robert Kahn (computer scientist)">Bob Kahn</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Alan_Kay title="Alan Kay">Alan Kay</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Brian_Kernighan title="Brian Kernighan">Brian Kernighan</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Andrew_Koenig_(programmer) title="Andrew Koenig (programmer)">Andrew Koenig</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Semyon_Korsakov title="Semyon Korsakov">Semyon Korsakov</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Donald_Knuth title="Donald Knuth">Donald Knuth</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Joseph_Kruskal title="Joseph Kruskal">Joseph Kruskal</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Nancy_Leveson title="Nancy Leveson">Nancy Leveson</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Ada_Lovelace title="Ada Lovelace">Ada Lovelace</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Douglas_McIlroy title="Douglas McIlroy">Douglas McIlroy</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Marlyn_Meltzer title="Marlyn Meltzer">Marlyn Meltzer</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/John_von_Neumann title="John von Neumann">John von Neumann</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Kl%C3%A1ra_D%C3%A1n_von_Neumann title="Klára Dán von Neumann">Klára Dán von Neumann</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Dennis_Ritchie title="Dennis Ritchie">Dennis Ritchie</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Guido_van_Rossum title="Guido van Rossum">Guido van Rossum</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Claude_Shannon title="Claude Shannon">Claude Shannon</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Frances_Spence title="Frances Spence">Frances Spence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Bjarne_Stroustrup title="Bjarne Stroustrup">Bjarne Stroustrup</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Ruth_Teitelbaum title="Ruth Teitelbaum">Ruth Teitelbaum</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Ken_Thompson title="Ken Thompson">Ken Thompson</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Linus_Torvalds title="Linus Torvalds">Linus Torvalds</a></li>
|
||
<li><a class="mw-selflink selflink">Alan Turing</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Paul_Vixie title="Paul Vixie">Paul Vixie</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Larry_Wall title="Larry Wall">Larry Wall</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Stephen_Wolfram title="Stephen Wolfram">Stephen Wolfram</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Niklaus_Wirth title="Niklaus Wirth">Niklaus Wirth</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Steve_Wozniak title="Steve Wozniak">Steve Wozniak</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Konrad_Zuse title="Konrad Zuse">Konrad Zuse</a></ul>
|
||
</div></table></div>
|
||
<div class=navbox-styles><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1314944253></div><div role=navigation class=navbox aria-labelledby=Early_history_of_video_games_(1947–1971)1534 style=padding:3px><table class="nowraplinks mw-collapsible autocollapse navbox-inner mw-made-collapsible mw-collapsed" style=border-spacing:0;background:transparent;color:inherit><tbody><tr><th scope=col class=navbox-title colspan=2><button type=button class="mw-collapsible-toggle mw-collapsible-toggle-default mw-collapsible-toggle-collapsed" aria-expanded=false tabindex=0><span class=mw-collapsible-text>show</span></button><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1239400231><div class="navbar plainlinks hlist navbar-mini"><ul><li class=nv-view><a href=https://en.wikipedia.org/wiki/Template:Early_history_of_video_games title="Template:Early history of video games"><abbr title="View this template">v</abbr></a><li class=nv-talk><a href=https://en.wikipedia.org/wiki/Template_talk:Early_history_of_video_games title="Template talk:Early history of video games"><abbr title="Discuss this template">t</abbr></a><li class=nv-edit><a href=https://en.wikipedia.org/wiki/Special:EditPage/Template:Early_history_of_video_games title="Special:EditPage/Template:Early history of video games"><abbr title="Edit this template">e</abbr></a></ul></div><div id=Early_history_of_video_games_(1947–1971)1534 style="font-size:114%;margin:0 4em"><a href=https://en.wikipedia.org/wiki/Early_history_of_video_games title="Early history of video games">Early history of video games</a> (1947–1971)</div><tr hidden><th scope=row class=navbox-group style=width:1%>Analog and lightbulb games<td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Cathode-ray_tube_amusement_device title="Cathode-ray tube amusement device">Cathode-ray tube amusement device</a> (1947)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Bertie_the_Brain title="Bertie the Brain">Bertie the Brain</a></i> (1950)</li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Nimrod_(computer) title="Nimrod (computer)">Nimrod</a> (1951)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Tennis_for_Two title="Tennis for Two">Tennis for Two</a></i> (1958)</ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%><a href=https://en.wikipedia.org/wiki/Computer_chess#History title="Computer chess">Early chess programs</a><td class="navbox-list-with-group navbox-list navbox-even hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><i><a href=https://en.wikipedia.org/wiki/Turochamp title=Turochamp>Turochamp</a></i> (1948)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Chess_(Dietrich_Prinz) title="Chess (Dietrich Prinz)">Chess</a></i> (1951)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Los_Alamos_chess title="Los Alamos chess">Los Alamos Chess</a></i> (1956)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Kotok-McCarthy title=Kotok-McCarthy>Kotok-McCarthy</a></i> (1962)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Mac_Hack title="Mac Hack">Mac Hack</a></i> (1965)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Kaissa title=Kaissa>Kaissa</a></i> (1967)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Cray_Blitz title="Cray Blitz">Blitz</a></i> (1968)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Chess_(Northwestern_University) title="Chess (Northwestern University)">Chess</a></i> (1970)</ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%><a href=https://en.wikipedia.org/wiki/Early_mainframe_games title="Early mainframe games">Early mainframe games</a><td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><i><a href=https://en.wikipedia.org/wiki/Checkers_(video_game) title="Checkers (video game)">Checkers</a></i> (1952)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/OXO_(video_game) title="OXO (video game)">OXO</a></i> (1952)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Spacewar! title=Spacewar!>Spacewar!</a></i> (1962)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Marienbad_(video_game) title="Marienbad (video game)">Marienbad</a></i> (1962)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/The_Sumerian_Game title="The Sumerian Game">The Sumerian Game</a></i> (1964)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Hamurabi_(video_game) title="Hamurabi (video game)">Hamurabi</a></i> (1968)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Space_Travel_(video_game) title="Space Travel (video game)">Space Travel</a></i> (1969)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Lunar_Lander_(video_game_genre) title="Lunar Lander (video game genre)">Lunar Lander</a></i> (1969)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Star_Trek_(1971_video_game) title="Star Trek (1971 video game)">Star Trek</a></i> (1971)</ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>First arcade games<td class="navbox-list-with-group navbox-list navbox-even hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><i><a href=https://en.wikipedia.org/wiki/Computer_Space title="Computer Space">Computer Space</a></i> (1971)</li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Galaxy_Game title="Galaxy Game">Galaxy Game</a></i> (1971)</ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>People<td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Mabel_Addis title="Mabel Addis">Mabel Addis</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/David_H._Ahl title="David H. Ahl">David Ahl</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Ralph_H._Baer title="Ralph H. Baer">Ralph Baer</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/John_Makepeace_Bennett title="John Makepeace Bennett">John Makepeace Bennett</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Nolan_Bushnell title="Nolan Bushnell">Nolan Bushnell</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/David_Champernowne class=mw-redirect title="David Champernowne">David Champernowne</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Ted_Dabney title="Ted Dabney">Ted Dabney</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Don_Daglow title="Don Daglow">Don Daglow</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Sandy_Douglas title="Sandy Douglas">Sandy Douglas</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Stanley_Gill title="Stanley Gill">Stanley Gill</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Thomas_T._Goldsmith_Jr. title="Thomas T. Goldsmith Jr.">Thomas T. Goldsmith Jr.</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/William_Higinbotham title="William Higinbotham">William Higinbotham</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Josef_Kates title="Josef Kates">Josef Kates</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Dietrich_Prinz title="Dietrich Prinz">Dietrich Prinz</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Steve_Russell_(computer_scientist) title="Steve Russell (computer scientist)">Steve Russell</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Christopher_Strachey title="Christopher Strachey">Christopher Strachey</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Ken_Thompson title="Ken Thompson">Ken Thompson</a></li>
|
||
<li><a class="mw-selflink selflink">Alan Turing</a></ul>
|
||
</div></table></div>
|
||
<div class=navbox-styles><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1314944253></div><div role=navigation class=navbox aria-labelledby=Existential_risk_from_artificial_intelligence2389 style=padding:3px><table class="nowraplinks mw-collapsible autocollapse navbox-inner mw-made-collapsible mw-collapsed" style=border-spacing:0;background:transparent;color:inherit><tbody><tr><th scope=col class=navbox-title colspan=2><button type=button class="mw-collapsible-toggle mw-collapsible-toggle-default mw-collapsible-toggle-collapsed" aria-expanded=false tabindex=0><span class=mw-collapsible-text>show</span></button><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1239400231><div class="navbar plainlinks hlist navbar-mini"><ul><li class=nv-view><a href=https://en.wikipedia.org/wiki/Template:Existential_risk_from_artificial_intelligence title="Template:Existential risk from artificial intelligence"><abbr title="View this template">v</abbr></a><li class=nv-talk><a href=https://en.wikipedia.org/wiki/Template_talk:Existential_risk_from_artificial_intelligence title="Template talk:Existential risk from artificial intelligence"><abbr title="Discuss this template">t</abbr></a><li class=nv-edit><a href=https://en.wikipedia.org/wiki/Special:EditPage/Template:Existential_risk_from_artificial_intelligence title="Special:EditPage/Template:Existential risk from artificial intelligence"><abbr title="Edit this template">e</abbr></a></ul></div><div id=Existential_risk_from_artificial_intelligence2389 style="font-size:114%;margin:0 4em"><a href=https://en.wikipedia.org/wiki/Existential_risk_from_artificial_intelligence title="Existential risk from artificial intelligence">Existential risk from artificial intelligence</a></div><tr hidden><th scope=row class=navbox-group style=width:1%>Concepts<td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Artificial_general_intelligence title="Artificial general intelligence">AGI</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/AI_alignment title="AI alignment">AI alignment</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/AI_boom title="AI boom">AI boom</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/AI_capability_control title="AI capability control">AI capability control</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/AI_safety title="AI safety">AI safety</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/AI_takeover title="AI takeover">AI takeover</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Effective_accelerationism title="Effective accelerationism">Effective accelerationism</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Ethics_of_artificial_intelligence title="Ethics of artificial intelligence">Ethics of artificial intelligence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Existential_risk_from_artificial_intelligence title="Existential risk from artificial intelligence">Existential risk from artificial intelligence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Friendly_artificial_intelligence title="Friendly artificial intelligence">Friendly artificial intelligence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Instrumental_convergence title="Instrumental convergence">Instrumental convergence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Intelligence_explosion class=mw-redirect title="Intelligence explosion">Intelligence explosion</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Longtermism title=Longtermism>Longtermism</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Machine_ethics title="Machine ethics">Machine ethics</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Risk_of_astronomical_suffering title="Risk of astronomical suffering">Suffering risks</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Superintelligence title=Superintelligence>Superintelligence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Technological_singularity title="Technological singularity">Technological singularity</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Vulnerable_world_hypothesis title="Vulnerable world hypothesis">Vulnerable world hypothesis</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>Organizations<td class="navbox-list-with-group navbox-list navbox-even hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/AI_Futures_Project title="AI Futures Project">AI Futures Project</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Alignment_Research_Center title="Alignment Research Center">Alignment Research Center</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Center_for_AI_Safety title="Center for AI Safety">Center for AI Safety</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Center_for_Applied_Rationality title="Center for Applied Rationality">Center for Applied Rationality</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Center_for_Human-Compatible_Artificial_Intelligence title="Center for Human-Compatible Artificial Intelligence">Center for Human-Compatible Artificial Intelligence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Centre_for_the_Study_of_Existential_Risk title="Centre for the Study of Existential Risk">Centre for the Study of Existential Risk</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/EleutherAI title=EleutherAI>EleutherAI</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Future_of_Humanity_Institute title="Future of Humanity Institute">Future of Humanity Institute</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Future_of_Life_Institute title="Future of Life Institute">Future of Life Institute</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Google_DeepMind title="Google DeepMind">Google DeepMind</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Humanity%2B title=Humanity+>Humanity+</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Institute_for_Ethics_and_Emerging_Technologies title="Institute for Ethics and Emerging Technologies">Institute for Ethics and Emerging Technologies</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Leverhulme_Centre_for_the_Future_of_Intelligence title="Leverhulme Centre for the Future of Intelligence">Leverhulme Centre for the Future of Intelligence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Machine_Intelligence_Research_Institute title="Machine Intelligence Research Institute">Machine Intelligence Research Institute</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/METR title=METR>METR</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/OpenAI title=OpenAI>OpenAI</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/PauseAI title=PauseAI>PauseAI</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Safe_Superintelligence_Inc. title="Safe Superintelligence Inc.">Safe Superintelligence</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>People<td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Slate_Star_Codex title="Slate Star Codex">Scott Alexander</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Sam_Altman title="Sam Altman">Sam Altman</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Yoshua_Bengio title="Yoshua Bengio">Yoshua Bengio</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Nick_Bostrom title="Nick Bostrom">Nick Bostrom</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Paul_Christiano title="Paul Christiano">Paul Christiano</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/K._Eric_Drexler title="K. Eric Drexler">Eric Drexler</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Sam_Harris title="Sam Harris">Sam Harris</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Stephen_Hawking title="Stephen Hawking">Stephen Hawking</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Dan_Hendrycks title="Dan Hendrycks">Dan Hendrycks</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Geoffrey_Hinton title="Geoffrey Hinton">Geoffrey Hinton</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Bill_Joy title="Bill Joy">Bill Joy</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Daniel_Kokotajlo_(researcher) title="Daniel Kokotajlo (researcher)">Daniel Kokotajlo</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Shane_Legg title="Shane Legg">Shane Legg</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Jan_Leike title="Jan Leike">Jan Leike</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Elon_Musk title="Elon Musk">Elon Musk</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Steve_Omohundro title="Steve Omohundro">Steve Omohundro</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Huw_Price title="Huw Price">Huw Price</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Martin_Rees title="Martin Rees">Martin Rees</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Stuart_J._Russell title="Stuart J. Russell">Stuart J. Russell</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Nate_Soares title="Nate Soares">Nate Soares</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Ilya_Sutskever title="Ilya Sutskever">Ilya Sutskever</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Jaan_Tallinn title="Jaan Tallinn">Jaan Tallinn</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Max_Tegmark title="Max Tegmark">Max Tegmark</a></li>
|
||
<li><a class="mw-selflink selflink">Alan Turing</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Frank_Wilczek title="Frank Wilczek">Frank Wilczek</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Roman_Yampolskiy title="Roman Yampolskiy">Roman Yampolskiy</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Eliezer_Yudkowsky title="Eliezer Yudkowsky">Eliezer Yudkowsky</a></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>Books<td class="navbox-list-with-group navbox-list navbox-even hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><i><a href=https://en.wikipedia.org/wiki/Do_You_Trust_This_Computer%3F title="Do You Trust This Computer?">Do You Trust This Computer?</a></i></li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Human_Compatible title="Human Compatible">Human Compatible</a></i></li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/If_Anyone_Builds_It,_Everyone_Dies title="If Anyone Builds It, Everyone Dies">If Anyone Builds It, Everyone Dies</a></i></li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Our_Final_Invention title="Our Final Invention">Our Final Invention</a></i></li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/Superintelligence:_Paths,_Dangers,_Strategies title="Superintelligence: Paths, Dangers, Strategies">Superintelligence: Paths, Dangers, Strategies</a></i></li>
|
||
<li><i><a href=https://en.wikipedia.org/wiki/The_Precipice:_Existential_Risk_and_the_Future_of_Humanity title="The Precipice: Existential Risk and the Future of Humanity">The Precipice: Existential Risk and the Future of Humanity</a></i></ul>
|
||
</div><tr hidden><th scope=row class=navbox-group style=width:1%>Other<td class="navbox-list-with-group navbox-list navbox-odd hlist" style=width:100%;padding:0><div style="padding:0 0.25em">
|
||
<ul><li><a href=https://en.wikipedia.org/wiki/Artificial_Intelligence_Act title="Artificial Intelligence Act">Artificial Intelligence Act</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Open_letter_on_artificial_intelligence title="Open letter on artificial intelligence">Open letter on artificial intelligence</a></li>
|
||
<li><a href=https://en.wikipedia.org/wiki/Statement_on_AI_Risk title="Statement on AI Risk">Statement on AI Risk</a></ul>
|
||
</div><tr hidden><td class=navbox-abovebelow colspan=2><div><span class=noviewer typeof=mw:File><span title=Category><img alt src="data:image/png;base64,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" decoding=async width=16 height=16 class=mw-file-element srcset data-file-width=180 data-file-height=185 sizes></span></span> <a href=https://en.wikipedia.org/wiki/Category:Existential_risk_from_artificial_intelligence title="Category:Existential risk from artificial intelligence">Category</a></div></table></div>
|
||
<div class=navbox-styles><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1333133064><link rel=mw-deduplicated-inline-style href=mw-data:TemplateStyles:r1314944253><style data-mw-deduplicate=TemplateStyles:r1038841319 class=sf-hidden>.mw-parser-output .tooltip-dotted{border-bottom:1px dotted;cursor:help}</style></div><div role=navigation class="navbox authority-control" aria-labelledby="Authority_control_databases_frameless&#124;text-top&#124;10px&#124;alt=Edit_this_at_Wikidata&#124;link=https&#58;//www.wikidata.org/wiki/Q7251#identifiers&#124;class=noprint&#124;Edit_this_at_Wikidata4067" style=padding:3px><table class="nowraplinks hlist mw-collapsible autocollapse navbox-inner mw-made-collapsible mw-collapsed" style=border-spacing:0;background:transparent;color:inherit><tbody><tr><th scope=col class=navbox-title colspan=2><button type=button class="mw-collapsible-toggle mw-collapsible-toggle-default mw-collapsible-toggle-collapsed" aria-expanded=false tabindex=0><span class=mw-collapsible-text>show</span></button><div id="Authority_control_databases_frameless&#124;text-top&#124;10px&#124;alt=Edit_this_at_Wikidata&#124;link=https&#58;//www.wikidata.org/wiki/Q7251#identifiers&#124;class=noprint&#124;Edit_this_at_Wikidata4067" style="font-size:114%;margin:0 4em"><a href=https://en.wikipedia.org/wiki/Help:Authority_control title="Help:Authority control">Authority control databases</a> <span class="mw-valign-text-top noprint" typeof=mw:File/Frameless><a href=https://www.wikidata.org/wiki/Q7251#identifiers title="Edit this at Wikidata"><img alt="Edit this at Wikidata" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="20" height="20"><rect fill-opacity="0"/></svg>' decoding=async width=10 height=10 class=mw-file-element data-file-width=20 data-file-height=20 style="background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-30)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important"></a></span></div><tr hidden><th scope=row class=navbox-group style=width:1%>International<td class="navbox-list-with-group navbox-list navbox-odd" style=width:100%;padding:0><div style="padding:0 0.25em"><ul><li><span class=uid><a rel=nofollow class="external text" href=https://isni.org/isni/0000000110589902>ISNI</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://viaf.org/viaf/41887917>VIAF</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://d-nb.info/gnd/118802976>GND</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://id.worldcat.org/fast/117605>FAST</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://id.oclc.org/worldcat/entity/E39PBJtGYtTjqWfttCGPh3cpT3>WorldCat</a></span></ul></div><tr hidden><th scope=row class=navbox-group style=width:1%>National<td class="navbox-list-with-group navbox-list navbox-even" style=width:100%;padding:0><div style="padding:0 0.25em"><ul><li><span class=uid><a rel=nofollow class="external text" href=https://id.loc.gov/authorities/n83171546>United States</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://catalogue.bnf.fr/ark:/12148/cb12205670t>France</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://data.bnf.fr/ark:/12148/cb12205670t>BnF data</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://id.ndl.go.jp/auth/ndlna/00621580>Japan</a></span><li><span class=uid><span class="rt-commentedText tooltip tooltip-dotted" title="Turing, Alan"><a rel=nofollow class="external text" href=https://opac.sbn.it/nome/MILV072363>Italy</a></span></span><li><span class=uid><a rel=nofollow class="external text" href="https://aleph.nkp.cz/F/?func=find-c&local_base=aut&ccl_term=ica=jn19990008646&CON_LNG=ENG">Czech Republic</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://datos.bne.es/resource/XX945020>Spain</a></span><li><span class=uid><a rel=nofollow class="external text" href=http://data.bibliotheken.nl/id/thes/p070580685>Netherlands</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://authority.bibsys.no/authority/rest/authorities/html/90064316>Norway</a></span><li><span class=uid><a rel=nofollow class="external text" href="https://kopkatalogs.lv/F?func=direct&local_base=lnc10&doc_number=000054740&P_CON_LNG=ENG">Latvia</a></span><li><span class=uid><a rel=nofollow class="external text" href="https://catalogue.nlg.gr/cgi-bin/koha/opac-authoritiesdetail.pl?authid=183693">Greece</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://lod.nl.go.kr/resource/KAC201624603>Korea</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://libris.kb.se/vs68cswd1fdccq5>Sweden</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://dbn.bn.org.pl/descriptor-details/9810594755105606>Poland</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://www.nli.org.il/en/authorities/987007268998905171>Israel</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://cantic.bnc.cat/registre/981058515637606706>Catalonia</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://opac.kbr.be/LIBRARY/doc/AUTHORITY/14069463>Belgium</a></span></ul></div><tr hidden><th scope=row class=navbox-group style=width:1%>Academics<td class="navbox-list-with-group navbox-list navbox-odd" style=width:100%;padding:0><div style="padding:0 0.25em"><ul><li><span class=uid><a rel=nofollow class="external text" href="https://ci.nii.ac.jp/author/DA01256994?l=en">CiNii</a></span><li><span class=uid><a rel=nofollow class="external text" href="https://www.mathgenealogy.org/id.php?id=8014">Mathematics Genealogy Project</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://dl.acm.org/profile/81100339134>Association for Computing Machinery</a></span><li><span class=uid><a rel=nofollow class="external text" href="https://www.scopus.com/authid/detail.uri?authorId=24349971300">Scopus</a></span><li><span class=uid><a rel=nofollow class="external text" href="https://zbmath.org/authors/?q=ai:turing.alan-m">zbMATH</a></span><li><span class=uid><a rel=nofollow class="external text" href="https://scholar.google.com/citations?user=VWCHlwkAAAAJ">Google Scholar</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://dblp.org/pid/t/AlanMTuring>DBLP</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://mathscinet.ams.org/mathscinet/MRAuthorID/175270>MathSciNet</a></span></ul></div><tr hidden><th scope=row class=navbox-group style=width:1%>People<td class="navbox-list-with-group navbox-list navbox-even" style=width:100%;padding:0><div style="padding:0 0.25em"><ul><li><span class=uid><a rel=nofollow class="external text" href=https://www.librarything.com/author/turingalanm>LibraryThing</a></span><li><span class=uid><a rel=nofollow class="external text" href="https://www.deutsche-biographie.de/118802976.html?language=en">Deutsche Biographie</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://www.deutsche-digitale-bibliothek.de/person/gnd/118802976>DDB</a></span></ul></div><tr hidden><th scope=row class=navbox-group style=width:1%>Other<td class="navbox-list-with-group navbox-list navbox-odd" style=width:100%;padding:0><div style="padding:0 0.25em"><ul><li><span class=uid><a rel=nofollow class="external text" href=https://www.idref.fr/030691621>IdRef</a></span><li><span class=uid><a rel=nofollow class="external text" href="https://openlibrary.org/works/OL770877A?mode=all">Open Library</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://snaccooperative.org/ark:/99166/w65x59c7>SNAC</a></span><li><span class=uid><a rel=nofollow class="external text" href=https://lux.collections.yale.edu/view/person/c1e1f725-3752-4349-963a-35e3a85c3548>Yale LUX</a></span></ul></div></table></div>
|
||
<style data-mw-deduplicate=TemplateStyles:r1130092004 class=sf-hidden>.mw-parser-output .portal-bar{font-size:88%;font-weight:bold;display:flex;justify-content:center;align-items:baseline}.mw-parser-output .portal-bar-bordered{padding:0 2em;background-color:#fdfdfd;border:1px solid #a2a9b1;clear:both;margin:1em auto 0}.mw-parser-output .portal-bar-header{margin:0 1em 0 0.5em;flex:0 0 auto;min-height:24px}.mw-parser-output .portal-bar-content{display:flex;flex-flow:row wrap;flex:0 1 auto;padding:0.15em 0;column-gap:1em;align-items:baseline;margin:0;list-style:none}.mw-parser-output .portal-bar-item{display:inline-block;margin:0.15em 0.2em;min-height:24px;line-height:24px}@media screen and (max-width:768px){.mw-parser-output .portal-bar{font-size:88%;font-weight:bold;display:flex;flex-flow:column wrap;align-items:baseline}.mw-parser-output .portal-bar-header{text-align:center;flex:0;padding-left:0.5em;margin:0 auto}.mw-parser-output .portal-bar-content{display:flex;flex-flow:row wrap;align-items:center;flex:0;column-gap:1em;border-top:1px solid #a2a9b1;margin:0 auto;list-style:none}}.mw-parser-output .navbox+style+.portal-bar,.mw-parser-output .navbox+style+.portal-bar-bordered{margin-top:-1px}</style><div class="portal-bar noprint metadata noviewer portal-bar-bordered" role=navigation aria-label=Portals><span class=portal-bar-header><a href=https://en.wikipedia.org/wiki/Wikipedia:Contents/Portals title=Wikipedia:Contents/Portals>Portals</a>:</span><ul class=portal-bar-content><li class=portal-bar-item><span class=nowrap><span class="skin-invert-image noviewer" typeof=mw:File><span><img alt src="data:image/png;base64,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" decoding=async width=19 height=19 class=mw-file-element srcset data-file-width=1911 data-file-height=1944 sizes></span></span> </span><a href=https://en.wikipedia.org/wiki/Portal:Biography title=Portal:Biography>Biography</a><li class=portal-bar-item><span class=nowrap><span class="mw-image-border noviewer" typeof=mw:File><span><img alt=flag src=data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADwAAAAkAgMAAACoF7EXAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAADFBMVEX////hb3vOESTVNkeBseohAAAAAWJLR0QAiAUdSAAAAAd0SU1FB+gGDQYOFbw6q+UAAAAmSURBVCjPY2AAA7ZVExiQwfDhh4JB3KqtEAbDKlRAdT66fcM8fAF2M2o3T8kqewAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyNC0wNi0xM1QwNjoxNDoyMCswMDowMEkqJkoAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjQtMDYtMTNUMDY6MTQ6MjArMDA6MDA4d572AAAAAElFTkSuQmCC decoding=async width=21 height=13 class=mw-file-element srcset data-file-width=800 data-file-height=480 sizes></span></span> </span><a href=https://en.wikipedia.org/wiki/Portal:England title=Portal:England>England</a><li class=portal-bar-item><span class=nowrap><span class=noviewer typeof=mw:File><span><img alt src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAAB3RJTUUH4wEcBx0OZjBVhQAACANJREFUWMPtmMlvHMcVxn9VvUzP9HBmuIkUaW2WZdlWrI2KBFmBIyQOEMAOkEtuCQIj8MWB/4Hc8w8EvgUwckqAXAIkkg9xABuxFRu2BTkEJEcbtVrDdRaSM9Nb1cuBLYmQLIqU5BwCP6DQ1UD1q6/rffW9VwXf2v+5qf/VREeOHBlJ03S/1voFYKe1tqKUCkQkAua11ueNMR+eOXPmS0C+cYBHjx4txnH8Q+A1R6vj46a3+2CWsNtYtjg+A24Bv1zG8X26WK51l/m4t8hHOpht68LvkiT5/eTk5OwTBbh3795Nvu+/JiI/2STRj19aagfH2suMiYsthUgY4oQhulzGq1Twq1X8Wg0/DLHGIFmG1Oucv3aRt6NO+h+Kv1YTExMfAn9O0/SdycnJzkZBHThwYJ9S6tWClp8+kywf+lGrqQ7PtgkNRL5P5vtIEGALBVSp9FCAGIPNMrh+nTduXozccdv73utafe8dl996ExN/EJH3isXiB6dOnVq6F8zExERJa/2sMea7SqmXxmz06nfixvDxxiK7FiOUFbQxaGvJHOexoiGOg0IFrotwfP9Rvm9t31cXzr3196z71r96ES8f2NvoaO8WEPtKwn4bD40mraHtNmNfL+H5pZQARSSCzgTRDthszUmdMnijgjMi+INCoSZ4RcF1BLMoZAurdkdu7p1etcroiwf4RRzz804HaTYHVLc7IHEMxiLiYbwCWZpinAgJU5IkgSR5MKAK+M8L7k6Ls9WiaxblCcoX3EDwSnkLBLGCTS3ZrBBdFtJb9wJcvbyui61UIAiwcYzkQGQNMLfNGxVKLwjOcxY1ZkiVg9WC0evQPA3eiOAMCdkQqD+CiwO6DOZRhVSDv0MoPWMp7jL4/RYHSyqK9DE4qIuCroLrDEF4TLBK6J0XkptAvLa0u0PgbRK8zRZ/i8EpWLQIWjaAwAMKwIP2knM7xHnHGRBKh4TifkvWsJimYDuC7QogKE9wSoIKLSIWjAUriOF+Zt870VDe+oEKEOYA/by5QA9YBFrAAjjhag7695NbhwJGkEzArvQxgs1AHha7IvAUsBkYBDRgb8fua/KXyr8JgE052CsrY10A7a+9COuyGjAObMsnMUAKZGzceQHYsvJzLhXguXx5ZzfgxMlXZzQH1pevjn5CGV6v0MClDJSB4TwsLaAJdIBo1YZx8xAU8/HV3InkzzXMWMW5hs+ldshMVKURV9FuFd+rMNRXYahcZKiQsK2vx/ZKhKdynt7hoLcKxCAwsIozdrVA5u9m1fsDrN5xOTlV4b2rNf49V8HYgJJXJPSLlAsBlaJHteTRth7TsY+xLpn1cVTIwaEOx8bcezaJffyonG0UePd6wF+nSpyZKeHi4CuPwNEEen0+EqP46FaRT+oDTDWKuAtdjw9ulpgY1pT0xgBlovi4XuS9GwXevVZgalFhsFgE5zF/1lhFo+fiXmkG/ON6yImpMs/VPJ6tLrGzkjEc3P/RbM/hcitgcq7AZ9OaT6Y1jZ4hk4xMDA/PRw6ko5BtB9MPtnY3fM48qMadkXM9726IRSAT+Hy2wKlbijgLyExMwYlRErMYZ7QTw1KSEqcJURqTmJTEpGuDkgCWjkA0AekekG0QuBAoCF0oe5B40PNWtJY2+FNQ/JTENO4CnO16hPeItRFFK3aIM5fECIlZZ7ZOh2DxOLRehs6hvAKw4JkVfVszrhVY3g/tvah4Ei89j6utD6acq+ojWvQ0tI9B82VY3pfLQgo6BefR/Kp0lCAewS1GYzD7SygvgP8JOJfXweAKLO2C9ovQPAzRU2A1KzXV+naaQvBMipav305OtiKErrYFlGjoPg+t3ZAloK8B0yBtMD1Ib3NlBDqjsDwImcpT2dp5TItleGmOLVGdcdtkWPUY9GL6Qo9StURYK+H1lVl2AhpehfliP7OFGq4p3+Wgm1bvlj3iQbQTkqdX8mgqK88sZ0FqHyqafhazc+Eiu1oX2LF0lZKT4QQar+jhhx6OU1iVHcCxGX3pIuFyi/H5qyzpApPmKc5bmxcL4vO45UIYL7Nt9go76pfZ2riBVhm4oHxggweoUtJlW3OKSreHW44idk1/SWtkhLpb3ZCjwc4Cm2eusHV2iuHmzMqZyYCyII+p1EoERyxukKbUOgvsuPEVO8Rj2u1nxq3S0CU64iNG4yYpxTgjWGoTtBtUGtMMztdxux2yxCCZrGP9FaQK3fZQTZ/M8ej4gikl9GoWtx8Kw+6dSqgWJXc56NkVTpXiLlsXFxmLM7IkI0ssWZxhEoNJDFliyJKMJEoxmVlH3nDpi2voxGdOWtT7btJyp2XZnZuL3WbdmCxRsfLdmdJ48dbA0OZ4F/vZx+iOPnSevF2AUpo9XETXab4NCKVKM1zi8uAlZov/rHf09EngI6XU6VardfHSpUv3nXr27NlTXizeOH5Bvf9KWB95fX/zBxXTb3AtEiVzSRCU3Ue8AlAU0xCkQL1/hqu1z6TpX/3UkPzFWvu3M2fOnFtXJXT27DJwAjgxMTHxm1ODf/oV8DN18ODBNwbNM2+/1HvF3zY2jN5k0T4PDHEaZWQtQXc9Wk6XG33XuVk+1+vpuZP5BCdPnz49/0TvBw8fPjxojHkzoPrmeOfF0e3RTmr0UVAeYi2ZFbq6y7xqMBfMMB9ct0vuV+dE7PvAiSiKPjh79mzCN2D3nR4OHTq0GzguItuBsbzIb+eHgAta6wtpmn7+xRdftL69//3WnoD9F3vm0GyAPQg6AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDE5LTAxLTI4VDA3OjI5OjE0KzAwOjAwRTAiAQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAxOS0wMS0yOFQwNzoyOToxNCswMDowMDRtmr0AAAAASUVORK5CYII=" 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src=data:image/png;base64,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src="data:image/png;base64,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" decoding=async width=17 height=19 class=mw-file-element srcset data-file-width=896 data-file-height=1024 sizes></a></span> </span><a href=https://en.wikipedia.org/wiki/Portal:Computer_programming title="Portal:Computer programming">Computer 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