Format fix html files of 1996
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@@ -433,23 +433,30 @@ ueber das Weltall” ‘Handbook About Space’, Meyer, 5th Edition, 1973, p149]
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for anni domini within the <a href="https://en.wikipedia.org/wiki/Gregorian_calendar">Gregorian
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Calendar</a>, that is, from ad 1582
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to ad 2199:</p>
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<pre><code> Let J be the year.
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If J is from 1582 to 1699, let M be 22, let N be 2
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If J is from 1700 to 1799, let M be 23, let N be 3
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If J is from 1800 to 1899, let M be 23, let N be 4
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If J is from 1900 to 2099, let M be 24, let N be 5
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If J is from 2100 to 2199, let M be 24, let N be 6
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Let a be the modulus of J divided by 19
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Let b be the modulus of J divided by 4
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Let c be the modulus of J divided by 7
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Let d be the modulus of (19a + M) divided by 30
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Let e be the modulus of (2b + 4c + 6d + N) divided by 7</code></pre>
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<p>The interesting Sunday is either:</p>
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<pre><code> March 22 + d + e or
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April d + e - 9 (only one of them is a valid date)</code></pre>
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<blockquote>
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<p>Let <code>J</code> be the year.<br>
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If <code>J</code> is from <code>1582</code> to <code>1699</code>, let <code>M</code> be <code>22</code> and <code>N</code> be <code>2</code>.<br>
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If <code>J</code> is from <code>1700</code> to <code>1799</code>, let <code>M</code> be <code>23</code> and <code>N</code> be <code>3</code>.<br>
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If <code>J</code> is from <code>1800</code> to <code>1899</code>, let <code>M</code> be <code>23</code> and <code>N</code> be <code>4</code>.<br>
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If <code>J</code> is from <code>1900</code> to <code>2099</code>, let <code>M</code> be <code>24</code>, let <code>N</code> be <code>5</code>.<br>
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If <code>J</code> is from <code>2100</code> to <code>2199</code>, let <code>M</code> be <code>24</code>, let <code>N</code> be <code>6</code>.<br>
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Let <code>a</code> be the modulus of <code>J</code> divided by <code>19</code>.<br>
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Let <code>b</code> be the modulus of <code>J</code> divided by <code>4</code>.<br>
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Let <code>c</code> be the modulus of <code>J</code> divided by <code>7</code>.<br>
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Let <code>d</code> be the modulus of <code>(19a + M)</code> divided by <code>30</code>.<br>
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Let <code>e</code> be the modulus of <code>(2b + 4c + 6d + N)</code> divided by <code>7</code>.</p>
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</blockquote>
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<p>The interesting Sunday is either (only one of them is a valid date):</p>
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<blockquote>
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<p>March <code>22 + d + e</code>; or<br>
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April <code>d + e - 9</code></p>
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</blockquote>
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<p>with the following exceptions:</p>
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<pre><code> April 26 must always be changed to April 19
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April 25 must be changed to April 18 if d is 28 and a is greater than 10</code></pre>
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<blockquote>
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<p>April 26 must always be changed to April 19.<br>
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April 25 must be changed to April 18 if <code>d</code> is <code>28</code> and <code>a</code> is greater than
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<code>10</code>.</p>
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</blockquote>
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<h3 id="example">Example:</h3>
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<pre><code> J = 1962, M = 24, N = 5
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a = J % 19 == 5
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@@ -481,12 +488,14 @@ these easy to remember language elements is justified in my opinion.</p>
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<h4 id="the-formula">The formula:</h4>
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<pre><code> comprehension = 1/(2**precision)</code></pre>
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<h4 id="the-interpretation">The interpretation:</h4>
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<blockquote>
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<p>“Say nothing and everybody will understand.”</p>
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</blockquote>
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<p>The <code>-I/usr/include</code> in the build file is needed by gcc on Solaris because
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<code>gcc</code>’s “fixed” header in <code>gcc-lib/sparc-sun-solaris2.5/2.7.2/include/errno.h</code>
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is broken (sort of) because it has <em>two</em> identical extern declarations of errno.
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This leads to an error due to the redefinition of main. The <code>-I</code> option makes
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sure the working /usr/include/errno.h is found first, which shouldn’t cause any
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is broken (sort of) because it has <em>two</em> identical extern declarations of <code>errno</code>.
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This leads to an error due to the redefinition of <code>main</code>. The <code>-I</code> option makes
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sure the working <code>/usr/include/errno.h</code> is found first, which shouldn’t cause any
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problems on other systems.</p>
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<h3 id="usage">Usage:</h3>
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<p>The program is run without arguments. It prints all dates in order.</p>
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