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            <h1>perluniprops</h1>


  <!--    -->
<ul><li><a href="#NAME">NAME</a><li><a href="#DESCRIPTION">DESCRIPTION</a><li><a href="#Properties-accessible-through-%5cp%7b%7d-and-%5cP%7b%7d">Properties accessible through \p{} and \P{}</a><ul><li><a href="#Legal-%5cp%7b%7d-and-%5cP%7b%7d-constructs-that-match-no-characters">Legal \p{} and \P{} constructs that match no characters</a></ul><li><a href="#Properties-accessible-through-Unicode%3a%3aUCD">Properties accessible through Unicode::UCD</a><li><a href="#Properties-accessible-through-other-means">Properties accessible through other means</a><li><a href="#Unicode-character-properties-that-are-NOT-accepted-by-Perl">Unicode character properties that are NOT accepted by Perl</a><li><a href="#Other-information-in-the-Unicode-data-base">Other information in the Unicode data base</a><li><a href="#SEE-ALSO">SEE ALSO</a></ul><a name="NAME"></a><h1>NAME</h1>
<p>perluniprops - Index of Unicode Version 9.0.0 character properties in Perl</p>
<a name="DESCRIPTION"></a><h1>DESCRIPTION</h1>
<p>This document provides information about the portion of the Unicode database
that deals with character properties, that is the portion that is defined on
single code points.  (<a href="#Other-information-in-the-Unicode-data-base">Other information in the Unicode data base</a>
below briefly mentions other data that Unicode provides.)</p>
<p>Perl can provide access to all non-provisional Unicode character properties,
though not all are enabled by default.  The omitted ones are the Unihan
properties (accessible via the CPAN module <a href="http://search.cpan.org/perldoc/Unicode::Unihan">Unicode::Unihan</a>) and certain
deprecated or Unicode-internal properties.  (An installation may choose to
recompile Perl's tables to change this.  See <a href="#Unicode-character-properties-that-are-NOT-accepted-by-Perl">Unicode character properties that are NOT accepted by Perl</a>.)</p>
<p>For most purposes, access to Unicode properties from the Perl core is through
regular expression matches, as described in the next section.
For some special purposes, and to access the properties that are not suitable
for regular expression matching, all the Unicode character properties that
Perl handles are accessible via the standard <a href="Unicode/UCD.html">Unicode::UCD</a> module, as
described in the section <a href="#Properties-accessible-through-Unicode%3a%3aUCD">Properties accessible through Unicode::UCD</a>.</p>
<p>Perl also provides some additional extensions and short-cut synonyms
for Unicode properties.</p>
<p>This document merely lists all available properties and does not attempt to
explain what each property really means.  There is a brief description of each
Perl extension; see <a href="perlunicode.html#Other-Properties">Other Properties in perlunicode</a> for more information on
these.  There is some detail about Blocks, Scripts, General_Category,
and Bidi_Class in <a href="perlunicode.html">perlunicode</a>, but to find out about the intricacies of the
official Unicode properties, refer to the Unicode standard.  A good starting
place is <a href="http://www.unicode.org/reports/tr44/">http://www.unicode.org/reports/tr44/</a>.</p>
<p>Note that you can define your own properties; see
<a href="perlunicode.html#User-Defined-Character-Properties">User-Defined Character Properties in perlunicode</a>.</p>
<a name="Properties-accessible-through-%5cp%7b%7d-and-%5cP%7b%7d"></a><h1>Properties accessible through <code class="inline">\<span class="w">p</span><span class="s">{</span><span class="s">}</span></code>
 and <code class="inline">\<span class="w">P</span><span class="s">{</span><span class="s">}</span></code>
</h1>
<p>The Perl regular expression <code class="inline">\<span class="w">p</span><span class="s">{</span><span class="s">}</span></code>
 and <code class="inline">\<span class="w">P</span><span class="s">{</span><span class="s">}</span></code>
 constructs give access to
most of the Unicode character properties.  The table below shows all these
constructs, both single and compound forms.</p>
<p><b>Compound forms</b> consist of two components, separated by an equals sign or a
colon.  The first component is the property name, and the second component is
the particular value of the property to match against, for example,
<code class="inline">\<span class="i">p</span><span class="s">{</span><span class="j">Script:</span> <span class="w">Greek</span><span class="s">}</span></code>
 and <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Script</span>=<span class="w">Greek</span><span class="s">}</span></code>
 both mean to match characters
whose Script property value is Greek.</p>
<p><b>Single forms</b>, like <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Greek</span><span class="s">}</span></code>
, are mostly Perl-defined shortcuts for
their equivalent compound forms.  The table shows these equivalences.  (In our
example, <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Greek</span><span class="s">}</span></code>
 is a just a shortcut for <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Script</span>=<span class="w">Greek</span><span class="s">}</span></code>
.)
There are also a few Perl-defined single forms that are not shortcuts for a
compound form.  One such is <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Word</span><span class="s">}</span></code>
.  These are also listed in the table.</p>
<p>In parsing these constructs, Perl always ignores Upper/lower case differences
everywhere within the {braces}.  Thus <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Greek</span><span class="s">}</span></code>
 means the same thing as
<code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">greek</span><span class="s">}</span></code>
.  But note that changing the case of the <code class="inline"><span class="q">&quot;p&quot;</span></code>
 or <code class="inline"><span class="q">&quot;P&quot;</span></code>
 before
the left brace completely changes the meaning of the construct, from "match"
(for <code class="inline">\<span class="w">p</span><span class="s">{</span><span class="s">}</span></code>
) to "doesn't match" (for <code class="inline">\<span class="w">P</span><span class="s">{</span><span class="s">}</span></code>
).  Casing in this document is
for improved legibility.</p>
<p>Also, white space, hyphens, and underscores are normally ignored
everywhere between the {braces}, and hence can be freely added or removed
even if the <code class="inline">/x</code> modifier hasn't been specified on the regular expression.
But in the table below a '<b>T</b>' at the beginning of an entry
means that tighter (stricter) rules are used for that entry:</p>
<p>Some properties are considered obsolete by Unicode, but still available.
There are several varieties of obsolescence:</p>
<p>The table below has two columns.  The left column contains the <code class="inline">\<span class="w">p</span><span class="s">{</span><span class="s">}</span></code>

constructs to look up, possibly preceded by the flags mentioned above; and
the right column contains information about them, like a description, or
synonyms.  The table shows both the single and compound forms for each
property that has them.  If the left column is a short name for a property,
the right column will give its longer, more descriptive name; and if the left
column is the longest name, the right column will show any equivalent shortest
name, in both single and compound forms if applicable.</p>
<p>If braces are not needed to specify a property (e.g., <code class="inline">\<span class="w">pL</span></code>
), the left
column contains both forms, with and without braces.</p>
<p>The right column will also caution you if a property means something different
than what might normally be expected.</p>
<p>All single forms are Perl extensions; a few compound forms are as well, and
are noted as such.</p>
<p>Numbers in (parentheses) indicate the total number of Unicode code points
matched by the property.  For emphasis, those properties that match no code
points at all are listed as well in a separate section following the table.</p>
<p>Most properties match the same code points regardless of whether <code class="inline"><span class="q">&quot;/i&quot;</span></code>

case-insensitive matching is specified or not.  But a few properties are
affected.  These are shown with the notation <code class="inline">(/i= <i>other_property</i>)</code>
in the second column.  Under case-insensitive matching they match the
same code pode points as the property <i>other_property</i>.</p>
<p>There is no description given for most non-Perl defined properties (See
<a href="http://www.unicode.org/reports/tr44/">http://www.unicode.org/reports/tr44/</a> for that).</p>
<p>For compactness, '<b>*</b>' is used as a wildcard instead of showing all possible
combinations.  For example, entries like:</p>
<pre class="verbatim"><ol><li> \p{Gc: *}                                  \p{General_Category: *}</li></ol></pre><p>mean that 'Gc' is a synonym for 'General_Category', and anything that is valid
for the latter is also valid for the former.  Similarly,</p>
<pre class="verbatim"><ol><li> \p{Is_*}                                   \p{*}</li></ol></pre><p>means that if and only if, for example, <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Foo</span><span class="s">}</span></code>
 exists, then
<code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Is_Foo</span><span class="s">}</span></code>
 and <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">IsFoo</span><span class="s">}</span></code>
 are also valid and all mean the same thing.
And similarly, <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Foo</span>=<span class="w">Bar</span><span class="s">}</span></code>
 means the same as <code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">Is_Foo</span>=<span class="w">Bar</span><span class="s">}</span></code>
 and
<code class="inline">\<span class="i">p</span><span class="s">{</span><span class="w">IsFoo</span>=<span class="w">Bar</span><span class="s">}</span></code>
.  "*" here is restricted to something not beginning with an
underscore.</p>
<p>Also, in binary properties, 'Yes', 'T', and 'True' are all synonyms for 'Y'.
And 'No', 'F', and 'False' are all synonyms for 'N'.  The table shows 'Y*' and
'N*' to indicate this, and doesn't have separate entries for the other
possibilities.  Note that not all properties which have values 'Yes' and 'No'
are binary, and they have all their values spelled out without using this wild
card, and a <code class="inline"><span class="w">NOT</span></code>
 clause in their description that highlights their not being
binary.  These also require the compound form to match them, whereas true
binary properties have both single and compound forms available.</p>
<p>Note that all non-essential underscores are removed in the display of the
short names below.</p>
<p><b>Legend summary:</b></p>
<ul>
<li><a name="***-is-a-wild-card"></a><b><b>*</b> is a wild-card</b>
</li>
<li><a name="*(%5cd%2b)*-in-the-info-column-gives-the-number-of-Unicode-code-points-matched-by-this-property."></a><b><b>(\d+)</b> in the info column gives the number of Unicode code points matched
by this property.</b>
</li>
<li><a name="*D*-means-this-is-deprecated."></a><b><b>D</b> means this is deprecated.</b>
</li>
<li><a name="*O*-means-this-is-obsolete."></a><b><b>O</b> means this is obsolete.</b>
</li>
<li><a name="*S*-means-this-is-stabilized."></a><b><b>S</b> means this is stabilized.</b>
</li>
<li><a name="*T*-means-tighter-(stricter)-name-matching-applies."></a><b><b>T</b> means tighter (stricter) name matching applies.</b>
</li>
<li><a name="*X*-means-use-of-this-form-is-discouraged%2c-and-may-not-be-stable."></a><b><b>X</b> means use of this form is discouraged, and may not be
stable.</b>
</li>
</ul>
<pre class="verbatim"><ol><li>       <span class="w">NAME</span>                           <span class="w">INFO</span></li><li></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Adlam</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Adlam</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Adlm</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Adlam</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">88</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Adlm</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Adlam</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Adlam</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Adlam</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">88</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Aegean_Numbers</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Aegean_Numbers</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">1.1</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V1_1</span><span class="s">}</span> <span class="s">(</span><span class="n">33_979</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">2.0</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V2_0</span><span class="s">}</span> <span class="s">(</span><span class="n">144_521</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">2.1</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V2_1</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">3.0</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V3_0</span><span class="s">}</span> <span class="s">(</span><span class="n">10_307</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">3.1</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V3_1</span><span class="s">}</span> <span class="s">(</span><span class="n">44_978</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">3.2</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V3_2</span><span class="s">}</span> <span class="s">(</span><span class="n">1016</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">4.0</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V4_0</span><span class="s">}</span> <span class="s">(</span><span class="n">1226</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">4.1</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V4_1</span><span class="s">}</span> <span class="s">(</span><span class="n">1273</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">5.0</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V5_0</span><span class="s">}</span> <span class="s">(</span><span class="n">1369</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">5.1</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V5_1</span><span class="s">}</span> <span class="s">(</span><span class="n">1624</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">5.2</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V5_2</span><span class="s">}</span> <span class="s">(</span><span class="n">6648</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">6.0</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V6_0</span><span class="s">}</span> <span class="s">(</span><span class="n">2088</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">6.1</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V6_1</span><span class="s">}</span> <span class="s">(</span><span class="n">732</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">6.2</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V6_2</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">6.3</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V6_3</span><span class="s">}</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">7.0</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V7_0</span><span class="s">}</span> <span class="s">(</span><span class="n">2834</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">8.0</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V8_0</span><span class="s">}</span> <span class="s">(</span><span class="n">7716</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="n">9.0</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">V9_0</span><span class="s">}</span> <span class="s">(</span><span class="n">7500</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">NA</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">Unassigned</span><span class="s">}</span> <span class="s">(</span><span class="n">846_293</span> <span class="w">plus</span> <span class="w">all</span></li><li>                             <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">Unassigned</span><span class="s">}</span>     <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">has</span> <a class="l_k" href="functions/not.html">not</a> <span class="w">been</span> <span class="w">assigned</span></li><li>                             <span class="w">in</span> <span class="w">any</span> <span class="w">Unicode</span> <span class="w">release</span> <span class="w">thus</span> <span class="w">far</span>. <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Age</span>=<span class="w">NA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">846_293</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-</li><li>                             <span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V1_1</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">introduced</span> <span class="w">in</span> <span class="w">version</span></li><li>                             <span class="n">1.1</span> <span class="s">(</span><span class="n">33_979</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V2_0</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">2.0</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">144_521</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V2_1</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">2.1</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V3_0</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">3.0</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">10_307</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V3_1</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">3.1</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">44_978</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V3_2</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">3.2</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">1016</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V4_0</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">4.0</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">1226</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V4_1</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">4.1</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">1273</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V5_0</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">5.0</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">1369</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V5_1</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">5.1</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">1624</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V5_2</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">5.2</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">6648</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V6_0</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">6.0</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">2088</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V6_1</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">6.1</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">732</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V6_2</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">6.2</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V6_3</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">6.3</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V7_0</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">7.0</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">2834</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V8_0</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">8.0</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">7716</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Age:</span> <span class="w">V9_0</span><span class="s">}</span>           <span class="w">Code</span> <span class="w">point&#39;s</span> <span class="w">usage</span> <span class="w">was</span> <span class="w">introduced</span> <span class="w">in</span></li><li>                             <span class="w">version</span> <span class="n">9.0</span><span class="sc">;</span> <span class="w">See</span> <span class="w">also</span> <span class="w">Property</span></li><li>                             <span class="q">&#39;Present_In&#39;</span> <span class="s">(</span><span class="n">7500</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Aghb</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Caucasian_Albanian</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Caucasian_Albanian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Caucasian_Albanian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">53</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">AHex</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">PosixXDigit</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">ASCII_Hex_Digit</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">22</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">AHex:</span> <span class="i">*}</span>             \<span class="i">p</span><span class="s">{</span><span class="j">ASCII_Hex_Digit:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Ahom</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Ahom</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Ahom</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">57</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Alchemical</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">Alchemical_Symbols</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Alchemical_Symbols</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Alchemical_Symbols</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Alchemical_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InAlchemical</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">All</span><span class="s">}</span>                 <span class="w">All</span> <span class="w">code</span> <span class="w">points</span><span class="cm">,</span> <span class="w">including</span> <span class="w">those</span> <span class="w">above</span></li><li>                             <span class="w">Unicode</span>.  <span class="w">Same</span> <span class="w">as</span> <span class="q">qr/./s</span> <span class="s">(</span><span class="n">1_114_112</span> <span class="w">plus</span></li><li>                             <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Alnum</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">XPosixAlnum</span><span class="s">}</span> <span class="s">(</span><span class="n">118_820</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Alpha</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">XPosixAlpha</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Alphabetic</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">118_240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Alpha:</span> <span class="i">*}</span>            \<span class="i">p</span><span class="s">{</span><span class="j">Alphabetic:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Alphabetic</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">XPosixAlpha</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Alphabetic</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">118_240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Alphabetic:</span> <span class="w">N</span>*<span class="s">}</span>      <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Alpha</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">Alpha</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">995_872</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Alphabetic:</span> <span class="w">Y</span>*<span class="s">}</span>      <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Alpha</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Alpha</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">118_240</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Alphabetic_PF</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Alphabetic_Presentation_Forms</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Alphabetic_Presentation_Forms</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Alphabetic_Presentation_Forms</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Alphabetic_Presentation_Forms</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InAlphabeticPF</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Anatolian_Hieroglyphs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Anatolian_Hieroglyphs</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Hluw</span><span class="s">}</span><span class="sc">;</span></li><li>                             <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Anatolian_Hieroglyphs</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">583</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ancient_Greek_Music</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ancient_Greek_Musical_Notation</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Ancient_Greek_Musical_Notation</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ancient_Greek_Musical_Notation</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Ancient_Greek_Musical_Notation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InAncientGreekMusic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ancient_Greek_Numbers</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ancient_Greek_Numbers</span><span class="s">}</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ancient_Symbols</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ancient_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Any</span><span class="s">}</span>                 <span class="w">All</span> <span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="co">:</span> <span class="s">[</span>\<span class="i">x</span><span class="s">{</span><span class="n">0000</span><span class="s">}</span>-</li><li>                             \<span class="i">x</span><span class="s">{</span><span class="n">10</span><span class="w">FFFF</span><span class="s">}</span><span class="s">]</span> <span class="s">(</span><span class="n">1_114_112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Arab</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Arabic</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Arabic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1323</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Arabic</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Arabic</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Arab</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1323</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Ext_A</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Extended_A</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Arabic_Extended_A</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Extended_A</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InArabicExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Math</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Mathematical_Alphabetic_Symbols</span><span class="s">}</span></li><li>                             <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Arabic_Mathematical_Alphabetic_Symbols</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Mathematical_Alphabetic_Symbols</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Arabic_Mathematical_Alphabetic_Symbols</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InArabicMath</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_PF_A</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Presentation_Forms_A</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic_Presentation_Forms_A</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">688</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_PF_B</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Presentation_Forms_B</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic_Presentation_Forms_B</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">144</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Presentation_Forms_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Arabic_Presentation_Forms_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InArabicPFA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">688</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Presentation_Forms_B</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Arabic_Presentation_Forms_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InArabicPFB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">144</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Sup</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Arabic_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic_Supplement</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InArabicSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Armenian</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Armenian</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Armn</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Armenian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">94</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Armi</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Imperial_Aramaic</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Imperial_Aramaic</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Imperial_Aramaic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">31</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Armn</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Armenian</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Armenian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Armenian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">94</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arrows</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arrows</span><span class="s">}</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">ASCII</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Basic_Latin</span><span class="s">}</span> <span class="s">[</span><span class="s">[</span><span class="co">:</span><span class="w">ASCII</span><span class="co">:</span><span class="s">]</span><span class="s">]</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">ASCII_Hex_Digit</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">PosixXDigit</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">ASCII_Hex_Digit</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">22</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">ASCII_Hex_Digit:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">AHex</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">AHex</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_114_090</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">ASCII_Hex_Digit:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">AHex</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">AHex</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">22</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Assigned</span><span class="s">}</span>            <span class="w">All</span> <span class="w">assigned</span> <span class="w">code</span> <span class="w">points</span> <span class="s">(</span><span class="n">267_753</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Avestan</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Avestan</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Avst</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Avestan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">61</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Avst</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Avestan</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Avestan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Avestan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">61</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bali</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Balinese</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Balinese</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Balinese</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">121</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Balinese</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Balinese</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Bali</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Balinese</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">121</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bamu</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Bamum</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Bamum</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bamum</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">657</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bamum</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Bamum</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Bamu</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bamum</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">657</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bamum_Sup</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">Bamum_Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Bamum_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">576</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bamum_Supplement</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bamum_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InBamumSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">576</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Basic_Latin</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">ASCII</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Basic_Latin</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bass</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Bassa_Vah</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Bassa_Vah</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bassa_Vah</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">36</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bassa_Vah</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Bassa_Vah</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Bass</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bassa_Vah</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">36</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Batak</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Batak</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Batk</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Batak</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">56</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Batk</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Batak</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Batak</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Batak</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">56</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bc:</span> <span class="i">*}</span>               \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Beng</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Bengali</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Bengali</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bengali</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">98</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bengali</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Bengali</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Beng</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bengali</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">98</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bhaiksuki</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Bhaiksuki</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Bhks</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bhaiksuki</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">97</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bhks</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Bhaiksuki</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Bhaiksuki</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bhaiksuki</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">97</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_C</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Control</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Control</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">12</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_C:</span> <span class="i">*}</span>           \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Control:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">AL</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Arabic_Letter</span><span class="s">}</span> <span class="s">(</span><span class="n">1420</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">AN</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Arabic_Number</span><span class="s">}</span> <span class="s">(</span><span class="n">51</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Arabic_Letter</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">AL</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1420</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Arabic_Number</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">AN</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">51</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">B</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Paragraph_Separator</span><span class="s">}</span> <span class="s">(</span><span class="n">7</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">BN</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Boundary_Neutral</span><span class="s">}</span> <span class="s">(</span><span class="n">4016</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Boundary_Neutral</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">BN</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4016</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Common_Separator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">CS</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">15</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">CS</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Common_Separator</span><span class="s">}</span> <span class="s">(</span><span class="n">15</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">EN</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">European_Number</span><span class="s">}</span> <span class="s">(</span><span class="n">158</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">ES</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">European_Separator</span><span class="s">}</span> <span class="s">(</span><span class="n">12</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">ET</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">European_Terminator</span><span class="s">}</span> <span class="s">(</span><span class="n">87</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">European_Number</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">EN</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">158</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">European_Separator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">ES</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">12</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">European_Terminator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">ET</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">87</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">First_Strong_Isolate</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">FSI</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">FSI</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">First_Strong_Isolate</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">L</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Left_To_Right</span><span class="s">}</span> <span class="s">(</span><span class="n">1_097_280</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Left_To_Right</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">L</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_097_280</span> <span class="w">plus</span></li><li>                             <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Left_To_Right_Embedding</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">LRE</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Left_To_Right_Isolate</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">LRI</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Left_To_Right_Override</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">LRO</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">LRE</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Left_To_Right_Embedding</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">LRI</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Left_To_Right_Isolate</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">LRO</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Left_To_Right_Override</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Nonspacing_Mark</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">NSM</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1700</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">NSM</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Nonspacing_Mark</span><span class="s">}</span> <span class="s">(</span><span class="n">1700</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">ON</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Other_Neutral</span><span class="s">}</span> <span class="s">(</span><span class="n">5267</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Other_Neutral</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">ON</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">5267</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Paragraph_Separator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">B</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">7</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">PDF</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Pop_Directional_Format</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">PDI</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Pop_Directional_Isolate</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Pop_Directional_Format</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">PDF</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Pop_Directional_Isolate</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">PDI</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">R</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Right_To_Left</span><span class="s">}</span> <span class="s">(</span><span class="n">4070</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Right_To_Left</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">R</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4070</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Right_To_Left_Embedding</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">RLE</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Right_To_Left_Isolate</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">RLI</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Right_To_Left_Override</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">RLO</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">RLE</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Right_To_Left_Embedding</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">RLI</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Right_To_Left_Isolate</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">RLO</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Right_To_Left_Override</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">S</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">Segment_Separator</span><span class="s">}</span> <span class="s">(</span><span class="n">3</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">Segment_Separator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">S</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">3</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">White_Space</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bc</span>=<span class="w">WS</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">17</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Class:</span> <span class="w">WS</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Class</span>=<span class="w">White_Space</span><span class="s">}</span> <span class="s">(</span><span class="n">17</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Control</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Control</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">BidiC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">12</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Control:</span> <span class="w">N</span>*<span class="s">}</span>    <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">BidiC</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">BidiC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_114_100</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Control:</span> <span class="w">Y</span>*<span class="s">}</span>    <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">BidiC</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">BidiC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">12</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_M</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Mirrored</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Mirrored</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">545</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_M:</span> <span class="i">*}</span>           \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Mirrored:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Mirrored</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Mirrored</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">BidiM</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">545</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Mirrored:</span> <span class="w">N</span>*<span class="s">}</span>   <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">BidiM</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">BidiM</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_113_567</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Mirrored:</span> <span class="w">Y</span>*<span class="s">}</span>   <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">BidiM</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">BidiM</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">545</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Paired_Bracket_Type:</span> <span class="w">C</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Paired_Bracket_Type</span>=<span class="w">Close</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">60</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Paired_Bracket_Type:</span> <span class="w">Close</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bpt</span>=<span class="w">C</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">60</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Paired_Bracket_Type:</span> <span class="w">N</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Paired_Bracket_Type</span>=<span class="w">None</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">1_113_992</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Paired_Bracket_Type:</span> <span class="w">None</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bpt</span>=<span class="w">N</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_113_992</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Paired_Bracket_Type:</span> <span class="w">O</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bidi_Paired_Bracket_Type</span>=<span class="w">Open</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">60</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Paired_Bracket_Type:</span> <span class="w">Open</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bpt</span>=<span class="w">O</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">60</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Blank</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">XPosixBlank</span><span class="s">}</span> <span class="s">(</span><span class="n">18</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Blk:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Adlam</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Adlam</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Adlam</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Aegean_Numbers</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ahom</span><span class="s">}</span>         <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ahom</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Ahom</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Alchemical</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Alchemical_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Alchemical_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Alchemical</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Alphabetic_PF</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Alphabetic_Presentation_Forms</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Alphabetic_Presentation_Forms</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">AlphabeticPF</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Anatolian_Hieroglyphs</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Anatolian_Hieroglyphs</span><span class="s">}</span></li><li>                             <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Anatolian_Hieroglyphs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">640</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ancient_Greek_Music</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Ancient_Greek_Musical_Notation</span><span class="s">}</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ancient_Greek_Musical_Notation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">AncientGreekMusic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ancient_Greek_Numbers</span><span class="s">}</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ancient_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Arabic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Arabic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_Ext_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">ArabicExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_Math</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Arabic_Mathematical_Alphabetic_Symbols</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_Mathematical_Alphabetic_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">ArabicMath</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_PF_A</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic_Presentation_Forms_A</span><span class="s">}</span> <span class="s">(</span><span class="n">688</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_PF_B</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic_Presentation_Forms_B</span><span class="s">}</span> <span class="s">(</span><span class="n">144</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_Presentation_Forms_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">ArabicPFA</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">688</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_Presentation_Forms_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">ArabicPFB</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">144</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_Sup</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Arabic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arabic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">ArabicSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Armenian</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Armenian</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Armenian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Arrows</span><span class="s">}</span>       <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">ASCII</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Basic_Latin</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Avestan</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Avestan</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Avestan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Balinese</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Balinese</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Balinese</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Bamum</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bamum</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Bamum</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Bamum_Sup</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bamum_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">576</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Bamum_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">BamumSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">576</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Basic_Latin</span><span class="s">}</span>  <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">ASCII</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Bassa_Vah</span><span class="s">}</span>    <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bassa_Vah</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Bassa_Vah</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Batak</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Batak</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Batak</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Bengali</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bengali</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Bengali</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Bhaiksuki</span><span class="s">}</span>    <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bhaiksuki</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Bhaiksuki</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Block_Elements</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Bopomofo</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bopomofo</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Bopomofo</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Bopomofo_Ext</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bopomofo_Extended</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Bopomofo_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">BopomofoExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Box_Drawing</span><span class="s">}</span>  <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Brahmi</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Brahmi</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Brahmi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Braille</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Braille_Patterns</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Braille_Patterns</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Braille</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Buginese</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Buginese</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Buginese</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Buhid</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Buhid</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Buhid</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Byzantine_Music</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Byzantine_Musical_Symbols</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Byzantine_Musical_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">ByzantineMusic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Canadian_Syllabics</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Unified_Canadian_Aboriginal_Syllabics</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">640</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Carian</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Carian</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Carian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Caucasian_Albanian</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Caucasian_Albanian</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Caucasian_Albanian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Chakma</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Chakma</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Chakma</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cham</span><span class="s">}</span>         <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cham</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Cham</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cherokee</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cherokee</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Cherokee</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cherokee_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cherokee_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cherokee_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CherokeeSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Unified_Ideographs</span><span class="s">}</span> <span class="s">(</span><span class="n">20_992</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Compat</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Compatibility</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Compat_Forms</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Compatibility_Forms</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Compat_Ideographs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Compatibility_Ideographs</span><span class="s">}</span> <span class="s">(</span><span class="n">512</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Compat_Ideographs_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Compatibility_Ideographs_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">544</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Compatibility</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CJKCompat</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Compatibility_Forms</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CJKCompatForms</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Compatibility_Ideographs</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">CJKCompatIdeographs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">512</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Compatibility_Ideographs_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">CJKCompatIdeographsSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">544</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Ext_A</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_A</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">6592</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Ext_B</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_B</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">42_720</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Ext_C</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_C</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">4160</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Ext_D</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_D</span><span class="s">}</span> <span class="s">(</span><span class="n">224</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Ext_E</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_E</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">5776</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Radicals_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Radicals_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Radicals_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CJKRadicalsSup</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Strokes</span><span class="s">}</span>  <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Symbols</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Symbols_And_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Symbols_And_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CJKSymbols</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Unified_Ideographs</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CJK</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">20_992</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Unified_Ideographs_Extension_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">CJKExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">6592</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Unified_Ideographs_Extension_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">CJKExtB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">42_720</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Unified_Ideographs_Extension_C</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">CJKExtC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4160</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Unified_Ideographs_Extension_D</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">CJKExtD</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">224</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">CJK_Unified_Ideographs_Extension_E</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">CJKExtE</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">5776</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Combining_Diacritical_Marks</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">Diacriticals</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Combining_Diacritical_Marks_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">DiacriticalsExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Combining_Diacritical_Marks_For_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">DiacriticalsForSymbols</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Combining_Diacritical_Marks_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">DiacriticalsSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Combining_Half_Marks</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">HalfMarks</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Combining_Marks_For_Symbols</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_For_Symbols</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Common_Indic_Number_Forms</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">IndicNumberForms</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Compat_Jamo</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Hangul_Compatibility_Jamo</span><span class="s">}</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Control_Pictures</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Coptic</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Coptic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Coptic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Coptic_Epact_Numbers</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Counting_Rod</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Counting_Rod_Numerals</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Counting_Rod_Numerals</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CountingRod</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cuneiform</span><span class="s">}</span>    <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cuneiform</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Cuneiform</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1024</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cuneiform_Numbers</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cuneiform_Numbers_And_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cuneiform_Numbers_And_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">CuneiformNumbers</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Currency_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cypriot_Syllabary</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Cyrillic</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic_Ext_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic_Ext_B</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic_Extended_B</span><span class="s">}</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic_Ext_C</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic_Extended_C</span><span class="s">}</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CyrillicExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic_Extended_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CyrillicExtB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic_Extended_C</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CyrillicExtC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CyrillicSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Cyrillic_Supplementary</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Deseret</span><span class="s">}</span>      <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Devanagari</span><span class="s">}</span>   <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Devanagari</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Devanagari</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Devanagari_Ext</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Devanagari_Extended</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Devanagari_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">DevanagariExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Diacriticals</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Combining_Diacritical_Marks</span><span class="s">}</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Diacriticals_Ext</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_Extended</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Diacriticals_For_Symbols</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_For_Symbols</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Diacriticals_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Dingbats</span><span class="s">}</span>     <span class="s">(</span><span class="n">192</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Domino</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Domino_Tiles</span><span class="s">}</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Domino_Tiles</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Domino</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Duployan</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Duployan</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Duployan</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">160</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Early_Dynastic_Cuneiform</span><span class="s">}</span> <span class="s">(</span><span class="n">208</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Egyptian_Hieroglyphs</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Egyptian_Hieroglyphs</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Egyptian_Hieroglyphs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1072</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Elbasan</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Elbasan</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Elbasan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Emoticons</span><span class="s">}</span>    <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Enclosed_Alphanum</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Enclosed_Alphanumerics</span><span class="s">}</span> <span class="s">(</span><span class="n">160</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Enclosed_Alphanum_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Enclosed_Alphanumeric_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Enclosed_Alphanumeric_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">EnclosedAlphanumSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Enclosed_Alphanumerics</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">EnclosedAlphanum</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">160</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Enclosed_CJK</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Enclosed_CJK_Letters_And_Months</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Enclosed_CJK_Letters_And_Months</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">EnclosedCJK</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Enclosed_Ideographic_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Enclosed_Ideographic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Enclosed_Ideographic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">EnclosedIdeographicSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ethiopic</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Ethiopic</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">384</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ethiopic_Ext</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ethiopic_Extended</span><span class="s">}</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ethiopic_Ext_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ethiopic_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ethiopic_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">EthiopicExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ethiopic_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">EthiopicExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ethiopic_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ethiopic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ethiopic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">EthiopicSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">General_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Punctuation</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Punct</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Punctuation</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Geometric_Shapes</span><span class="s">}</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Geometric_Shapes_Ext</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Geometric_Shapes_Extended</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Geometric_Shapes_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">GeometricShapesExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Georgian</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Georgian</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Georgian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Georgian_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Georgian_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Georgian_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">GeorgianSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Glagolitic</span><span class="s">}</span>   <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Glagolitic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Glagolitic</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Glagolitic_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Glagolitic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Glagolitic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">GlagoliticSup</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Gothic</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gothic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Gothic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Grantha</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grantha</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Grantha</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Greek</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Greek_And_Coptic</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Greek</span><span class="s">}</span></li><li>                             <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Greek</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">144</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Greek_And_Coptic</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Greek</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Greek</span><span class="s">}</span></li><li>                             <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Greek</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">144</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Greek_Ext</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Greek_Extended</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Greek_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">GreekExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Gujarati</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gujarati</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Gujarati</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Gurmukhi</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gurmukhi</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Gurmukhi</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Half_And_Full_Forms</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Halfwidth_And_Fullwidth_Forms</span><span class="s">}</span> <span class="s">(</span><span class="n">240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Half_Marks</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Combining_Half_Marks</span><span class="s">}</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Halfwidth_And_Fullwidth_Forms</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">HalfAndFullForms</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hangul</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Hangul_Syllables</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Hangul</span><span class="s">}</span></li><li>                             <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Hangul</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">11_184</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hangul_Compatibility_Jamo</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">CompatJamo</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hangul_Jamo</span><span class="s">}</span>  <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Jamo</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hangul_Jamo_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">JamoExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hangul_Jamo_Extended_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">JamoExtB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hangul_Syllables</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Hangul</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Hangul</span><span class="s">}</span></li><li>                             <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Hangul</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">11_184</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hanunoo</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Hanunoo</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Hanunoo</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hatran</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Hatran</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Hatran</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hebrew</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Hebrew</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Hebrew</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">High_Private_Use_Surrogates</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">HighPUSurrogates</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">High_PU_Surrogates</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">High_Private_Use_Surrogates</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">High_Surrogates</span><span class="s">}</span> <span class="s">(</span><span class="n">896</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Hiragana</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Hiragana</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Hiragana</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">IDC</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Ideographic_Description_Characters</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">ID_Continue</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_IDC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ideographic_Description_Characters</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">IDC</span><span class="s">}</span><span class="sc">;</span></li><li>                             <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">ID_Continue</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_IDC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ideographic_Symbols</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Ideographic_Symbols_And_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ideographic_Symbols_And_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">IdeographicSymbols</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Imperial_Aramaic</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Imperial_Aramaic</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Imperial_Aramaic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Indic_Number_Forms</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Common_Indic_Number_Forms</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Inscriptional_Pahlavi</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Inscriptional_Pahlavi</span><span class="s">}</span></li><li>                             <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Inscriptional_Pahlavi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Inscriptional_Parthian</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Inscriptional_Parthian</span><span class="s">}</span></li><li>                             <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Inscriptional_Parthian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">IPA_Ext</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">IPA_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">IPA_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">IPAExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Jamo</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Hangul_Jamo</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Jamo_Ext_A</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Hangul_Jamo_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Jamo_Ext_B</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Hangul_Jamo_Extended_B</span><span class="s">}</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Javanese</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Javanese</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Javanese</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Kaithi</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Kaithi</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Kaithi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Kana_Sup</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Kana_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Kana_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">KanaSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Kanbun</span><span class="s">}</span>       <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Kangxi</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Kangxi_Radicals</span><span class="s">}</span> <span class="s">(</span><span class="n">224</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Kangxi_Radicals</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Kangxi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">224</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Kannada</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Kannada</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Kannada</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Katakana</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Katakana</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Katakana</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Katakana_Ext</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Katakana_Phonetic_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Katakana_Phonetic_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">KatakanaExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Kayah_Li</span><span class="s">}</span>     <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Kharoshthi</span><span class="s">}</span>   <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Kharoshthi</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Kharoshthi</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Khmer</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Khmer</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Khmer</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Khmer_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Khojki</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Khojki</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Khojki</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Khudawadi</span><span class="s">}</span>    <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Khudawadi</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Khudawadi</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Lao</span><span class="s">}</span>          <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Lao</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Lao</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_1</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Latin_1_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_1_Sup</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Latin_1_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_1_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Latin1</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Ext_A</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Latin_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Ext_Additional</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Latin_Extended_Additional</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Ext_B</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Latin_Extended_B</span><span class="s">}</span> <span class="s">(</span><span class="n">208</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Ext_C</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Latin_Extended_C</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Ext_D</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Latin_Extended_D</span><span class="s">}</span> <span class="s">(</span><span class="n">224</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Ext_E</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Latin_Extended_E</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">LatinExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Extended_Additional</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">LatinExtAdditional</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Extended_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">LatinExtB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">208</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Extended_C</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">LatinExtC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Extended_D</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">LatinExtD</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">224</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Latin_Extended_E</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">LatinExtE</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Lepcha</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Lepcha</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Lepcha</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Letterlike_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Limbu</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Limbu</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Limbu</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Linear_A</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Linear_A</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Linear_A</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">384</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Linear_B_Ideograms</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Linear_B_Syllabary</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Lisu</span><span class="s">}</span>         <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Low_Surrogates</span><span class="s">}</span> <span class="s">(</span><span class="n">1024</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Lycian</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Lycian</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Lycian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Lydian</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Lydian</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Lydian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mahajani</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Mahajani</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Mahajani</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mahjong</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Mahjong_Tiles</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mahjong_Tiles</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Mahjong</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Malayalam</span><span class="s">}</span>    <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Malayalam</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Malayalam</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mandaic</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Mandaic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Mandaic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Manichaean</span><span class="s">}</span>   <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Manichaean</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Manichaean</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Marchen</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Marchen</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Marchen</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Math_Alphanum</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Mathematical_Alphanumeric_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">1024</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Math_Operators</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Mathematical_Operators</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mathematical_Alphanumeric_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">MathAlphanum</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1024</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mathematical_Operators</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">MathOperators</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Meetei_Mayek</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Meetei_Mayek</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Meetei_Mayek</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Meetei_Mayek_Ext</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Meetei_Mayek_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Meetei_Mayek_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">MeeteiMayekExt</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mende_Kikakui</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Mende_Kikakui</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Mende_Kikakui</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">224</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Meroitic_Cursive</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Meroitic_Cursive</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Meroitic_Cursive</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Meroitic_Hieroglyphs</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Miao</span><span class="s">}</span>         <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Miao</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Miao</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">160</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Misc_Arrows</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Miscellaneous_Symbols_And_Arrows</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Misc_Math_Symbols_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Miscellaneous_Mathematical_Symbols_A</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Misc_Math_Symbols_B</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Miscellaneous_Mathematical_Symbols_B</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Misc_Pictographs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Miscellaneous_Symbols_And_Pictographs</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">768</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Misc_Symbols</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Miscellaneous_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Misc_Technical</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Miscellaneous_Technical</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Miscellaneous_Mathematical_Symbols_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">MiscMathSymbolsA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Miscellaneous_Mathematical_Symbols_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">MiscMathSymbolsB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Miscellaneous_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">MiscSymbols</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Miscellaneous_Symbols_And_Arrows</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">MiscArrows</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Miscellaneous_Symbols_And_Pictographs</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">MiscPictographs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">768</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Miscellaneous_Technical</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">MiscTechnical</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Modi</span><span class="s">}</span>         <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Modi</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Modi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Modifier_Letters</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Spacing_Modifier_Letters</span><span class="s">}</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Modifier_Tone_Letters</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mongolian</span><span class="s">}</span>    <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Mongolian</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Mongolian</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">176</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mongolian_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Mongolian_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mongolian_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">MongolianSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Mro</span><span class="s">}</span>          <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Mro</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Mro</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Multani</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Multani</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Multani</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Music</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Musical_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Musical_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Music</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Myanmar</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Myanmar</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Myanmar</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">160</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Myanmar_Ext_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Myanmar_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Myanmar_Ext_B</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Myanmar_Extended_B</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Myanmar_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">MyanmarExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Myanmar_Extended_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">MyanmarExtB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Nabataean</span><span class="s">}</span>    <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Nabataean</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Nabataean</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">NB</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">No_Block</span><span class="s">}</span> <span class="s">(</span><span class="n">842_320</span> <span class="w">plus</span> <span class="w">all</span></li><li>                             <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">New_Tai_Lue</span><span class="s">}</span>  <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">New_Tai_Lue</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_New_Tai_Lue</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Newa</span><span class="s">}</span>         <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Newa</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Newa</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">NKo</span><span class="s">}</span>          <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Nko</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_NKo</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">No_Block</span><span class="s">}</span>     <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">NB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">842_320</span> <span class="w">plus</span> <span class="w">all</span></li><li>                             <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Number_Forms</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">OCR</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Optical_Character_Recognition</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ogham</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ogham</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Ogham</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ol_Chiki</span><span class="s">}</span>     <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Old_Hungarian</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Old_Hungarian</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Old_Hungarian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Old_Italic</span><span class="s">}</span>   <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Old_Italic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Old_Italic</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Old_North_Arabian</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Old_Permic</span><span class="s">}</span>   <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Old_Permic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Old_Permic</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Old_Persian</span><span class="s">}</span>  <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Old_Persian</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Old_Persian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Old_South_Arabian</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Old_Turkic</span><span class="s">}</span>   <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Old_Turkic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Old_Turkic</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Optical_Character_Recognition</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">OCR</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Oriya</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Oriya</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Oriya</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ornamental_Dingbats</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Osage</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Osage</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Osage</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Osmanya</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Osmanya</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Osmanya</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Pahawh_Hmong</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Pahawh_Hmong</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Pahawh_Hmong</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">144</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Palmyrene</span><span class="s">}</span>    <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Pau_Cin_Hau</span><span class="s">}</span>  <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Pau_Cin_Hau</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Pau_Cin_Hau</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Phags_Pa</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Phags_Pa</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Phags_Pa</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Phaistos</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Phaistos_Disc</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Phaistos_Disc</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Phaistos</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Phoenician</span><span class="s">}</span>   <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Phoenician</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Phoenician</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Phonetic_Ext</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Phonetic_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Phonetic_Ext_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Phonetic_Extensions_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Phonetic_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">PhoneticExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Phonetic_Extensions_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">PhoneticExtSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Playing_Cards</span><span class="s">}</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Private_Use</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Private_Use_Area</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Private_Use</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Private_Use</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">6400</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Private_Use_Area</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">PUA</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Private_Use</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Private_Use</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">6400</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Psalter_Pahlavi</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Psalter_Pahlavi</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Psalter_Pahlavi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">PUA</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Private_Use_Area</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Private_Use</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Private_Use</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">6400</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Punctuation</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">General_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Punct</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Punctuation</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Rejang</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Rejang</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Rejang</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Rumi</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Rumi_Numeral_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Rumi_Numeral_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Rumi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Runic</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Runic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Runic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Samaritan</span><span class="s">}</span>    <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Samaritan</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Samaritan</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Saurashtra</span><span class="s">}</span>   <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Saurashtra</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Saurashtra</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sharada</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Sharada</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Sharada</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Shavian</span><span class="s">}</span>      <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Shorthand_Format_Controls</span><span class="s">}</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Siddham</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Siddham</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Siddham</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sinhala</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Sinhala</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Sinhala</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sinhala_Archaic_Numbers</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Small_Form_Variants</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">SmallForms</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Small_Forms</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Small_Form_Variants</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sora_Sompeng</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Sora_Sompeng</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Sora_Sompeng</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Spacing_Modifier_Letters</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">ModifierLetters</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Specials</span><span class="s">}</span>     <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sundanese</span><span class="s">}</span>    <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Sundanese</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Sundanese</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sundanese_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Sundanese_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sundanese_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">SundaneseSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sup_Arrows_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Supplemental_Arrows_A</span><span class="s">}</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sup_Arrows_B</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Supplemental_Arrows_B</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sup_Arrows_C</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Supplemental_Arrows_C</span><span class="s">}</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sup_Math_Operators</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Supplemental_Mathematical_Operators</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sup_PUA_A</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Supplementary_Private_Use_Area_A</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">65_536</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sup_PUA_B</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Supplementary_Private_Use_Area_B</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">65_536</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sup_Punctuation</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Supplemental_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sup_Symbols_And_Pictographs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Supplemental_Symbols_And_Pictographs</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Super_And_Sub</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Superscripts_And_Subscripts</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Superscripts_And_Subscripts</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">SuperAndSub</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Supplemental_Arrows_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">SupArrowsA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Supplemental_Arrows_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">SupArrowsB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Supplemental_Arrows_C</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">SupArrowsC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Supplemental_Mathematical_Operators</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">SupMathOperators</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Supplemental_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">SupPunctuation</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Supplemental_Symbols_And_Pictographs</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">SupSymbolsAndPictographs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Supplementary_Private_Use_Area_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">SupPUAA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">65_536</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Supplementary_Private_Use_Area_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">SupPUAB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">65_536</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Sutton_SignWriting</span><span class="s">}</span> <span class="s">(</span><span class="n">688</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Syloti_Nagri</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Syloti_Nagri</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Syloti_Nagri</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Syriac</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Syriac</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Syriac</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tagalog</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tagalog</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tagalog</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tagbanwa</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tagbanwa</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tagbanwa</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tags</span><span class="s">}</span>         <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tai_Le</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tai_Le</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tai_Le</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tai_Tham</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tai_Tham</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tai_Tham</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">144</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tai_Viet</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tai_Viet</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tai_Viet</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tai_Xuan_Jing</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Tai_Xuan_Jing_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tai_Xuan_Jing_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">TaiXuanJing</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Takri</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Takri</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Takri</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tamil</span><span class="s">}</span>        <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tamil</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tamil</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tangut</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tangut</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tangut</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">6144</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tangut_Components</span><span class="s">}</span> <span class="s">(</span><span class="n">768</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Telugu</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Telugu</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Telugu</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Thaana</span><span class="s">}</span>       <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Thaana</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Thaana</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Thai</span><span class="s">}</span>         <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Thai</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Thai</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tibetan</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tibetan</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tibetan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tifinagh</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tifinagh</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tifinagh</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Tirhuta</span><span class="s">}</span>      <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Tirhuta</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Tirhuta</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Transport_And_Map</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Transport_And_Map_Symbols</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Transport_And_Map_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">TransportAndMap</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">UCAS</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Unified_Canadian_Aboriginal_Syllabics</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">640</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">UCAS_Ext</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Unified_Canadian_Aboriginal_Syllabics_</span>-</li><li>                             <span class="w">Extended</span><span class="s">}</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Ugaritic</span><span class="s">}</span>     <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ugaritic</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Ugaritic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Unified_Canadian_Aboriginal_Syllabics</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=</li><li>                             <span class="w">UCAS</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">640</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Unified_Canadian_Aboriginal_Syllabics_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">UCASExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Vai</span><span class="s">}</span>          <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Vai</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_Vai</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">320</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Variation_Selectors</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">VS</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Variation_Selector</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_VS</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Variation_Selectors_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">VSSup</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Vedic_Ext</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Vedic_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Vedic_Extensions</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">VedicExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Vertical_Forms</span><span class="s">}</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">VS</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Variation_Selectors</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Variation_Selector</span><span class="s">}</span> <span class="w">NOR</span> \<span class="i">p</span><span class="s">{</span><span class="w">Is_VS</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">VS_Sup</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Variation_Selectors_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Warang_Citi</span><span class="s">}</span>  <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Warang_Citi</span><span class="s">}</span> <span class="w">NOR</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Is_Warang_Citi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Yi_Radicals</span><span class="s">}</span>  <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Yi_Syllables</span><span class="s">}</span> <span class="s">(</span><span class="n">1168</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Yijing</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Yijing_Hexagram_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Block:</span> <span class="w">Yijing_Hexagram_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Blk</span>=<span class="w">Yijing</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block_Elements</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Block_Elements</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bopo</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Bopomofo</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Bopomofo</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bopomofo</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">110</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bopomofo</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Bopomofo</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Bopo</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bopomofo</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">110</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bopomofo_Ext</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Bopomofo_Extended</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Bopomofo_Extended</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Bopomofo_Extended</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Bopomofo_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InBopomofoExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Box_Drawing</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Box_Drawing</span><span class="s">}</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Bpt:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Bidi_Paired_Bracket_Type:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Brah</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Brahmi</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Brahmi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Brahmi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">109</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Brahmi</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Brahmi</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Brah</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Brahmi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">109</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Brai</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Braille</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Braille</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Braille</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Braille</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Brai</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Braille_Patterns</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Braille_Patterns</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InBraille</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Bugi</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Buginese</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Buginese</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Buginese</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">31</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Buginese</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Buginese</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Bugi</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Buginese</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">31</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Buhd</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Buhid</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Buhid</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Buhid</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">22</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Buhid</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Buhid</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Buhd</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Buhid</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">22</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Byzantine_Music</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Byzantine_Musical_Symbols</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Byzantine_Musical_Symbols</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Byzantine_Musical_Symbols</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Byzantine_Musical_Symbols</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InByzantineMusic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">C</span><span class="s">}</span> \<span class="w">pC</span>               \<span class="i">p</span><span class="s">{</span><span class="w">Other</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Other</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">986_091</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cakm</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Chakma</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Chakma</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Chakma</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">87</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Canadian_Aboriginal</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Canadian_Aboriginal</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cans</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">710</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canadian_Syllabics</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Unified_Canadian_Aboriginal_Syllabics</span><span class="s">}</span></li><li>                             <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Unified_Canadian_Aboriginal_Syllabics</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">640</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">0</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Not_Reordered</span><span class="s">}</span> <span class="s">(</span><span class="n">1_113_298</span> <span class="w">plus</span> <span class="w">all</span></li><li>                             <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">1</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Overlay</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">7</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Nukta</span><span class="s">}</span> <span class="s">(</span><span class="n">22</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">8</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Kana_Voicing</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">9</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Virama</span><span class="s">}</span> <span class="s">(</span><span class="n">47</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">10</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC10</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">11</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC11</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">12</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC12</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">13</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC13</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">14</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC14</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">15</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC15</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">16</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC16</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">17</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC17</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">18</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC18</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">19</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC19</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">20</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC20</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">21</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC21</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">22</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC22</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">23</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC23</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">24</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC24</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">25</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC25</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">26</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC26</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">27</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC27</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">28</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC28</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">29</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC29</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">30</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC30</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">31</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC31</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">32</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC32</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">33</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC33</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">34</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC34</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">35</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC35</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">36</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC36</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">84</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC84</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">91</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC91</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">103</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC103</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">107</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC107</span><span class="s">}</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">118</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC118</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">122</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC122</span><span class="s">}</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">129</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC129</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">130</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC130</span><span class="s">}</span> <span class="s">(</span><span class="n">6</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">132</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC132</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">133</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">CCC133</span><span class="s">}</span> <span class="s">(</span><span class="n">0</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">200</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Attached_Below_Left</span><span class="s">}</span> <span class="s">(</span><span class="n">0</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">202</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Attached_Below</span><span class="s">}</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">214</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Attached_Above</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">216</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Attached_Above_Right</span><span class="s">}</span> <span class="s">(</span><span class="n">9</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">218</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Below_Left</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">220</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Below</span><span class="s">}</span> <span class="s">(</span><span class="n">153</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">222</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Below_Right</span><span class="s">}</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">224</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Left</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">226</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Right</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">228</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Above_Left</span><span class="s">}</span> <span class="s">(</span><span class="n">3</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">230</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Above</span><span class="s">}</span> <span class="s">(</span><span class="n">461</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">232</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Above_Right</span><span class="s">}</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">233</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Double_Below</span><span class="s">}</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">234</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Double_Above</span><span class="s">}</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li> <span class="w">T</span> \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="n">240</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Iota_Subscript</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Above</span><span class="s">}</span> <span class="s">(</span><span class="n">461</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Above</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">A</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">461</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Above_Left</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">AL</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">3</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Above_Right</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">AR</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">AL</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Above_Left</span><span class="s">}</span> <span class="s">(</span><span class="n">3</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">AR</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Above_Right</span><span class="s">}</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">ATA</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Attached_Above</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">ATAR</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Attached_Above_Right</span><span class="s">}</span> <span class="s">(</span><span class="n">9</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">ATB</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Attached_Below</span><span class="s">}</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">ATBL</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Attached_Below_Left</span><span class="s">}</span> <span class="s">(</span><span class="n">0</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Attached_Above</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">ATA</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Attached_Above_Right</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">ATAR</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">9</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Attached_Below</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">ATB</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Attached_Below_Left</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=</li><li>                             <span class="w">ATBL</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">0</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">B</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Below</span><span class="s">}</span> <span class="s">(</span><span class="n">153</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Below</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">B</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">153</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Below_Left</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">BL</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Below_Right</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">BR</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">BL</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Below_Left</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">BR</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Below_Right</span><span class="s">}</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC10</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC10</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC103</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC103</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC107</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC107</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC11</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC11</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC118</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC118</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC12</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC12</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC122</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC122</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC129</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC129</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC13</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC13</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC130</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC130</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">6</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC132</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC132</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC133</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC133</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">0</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC14</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC14</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC15</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC15</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC16</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC16</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC17</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC17</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC18</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC18</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC19</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC19</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC20</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC20</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC21</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC21</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC22</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC22</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC23</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC23</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC24</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC24</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC25</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC25</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC26</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC26</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC27</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC27</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC28</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC28</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC29</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC29</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC30</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC30</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC31</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC31</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC32</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC32</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC33</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC33</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC34</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC34</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC35</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC35</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC36</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC36</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC84</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC84</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">CCC91</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">CCC91</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">DA</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Double_Above</span><span class="s">}</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">DB</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Double_Below</span><span class="s">}</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Double_Above</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">DA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Double_Below</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">DB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Iota_Subscript</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">IS</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">IS</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Iota_Subscript</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Kana_Voicing</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">KV</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">KV</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Kana_Voicing</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">L</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Left</span><span class="s">}</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Left</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">L</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">NK</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Nukta</span><span class="s">}</span> <span class="s">(</span><span class="n">22</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Not_Reordered</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">NR</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1_113_298</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">NR</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Not_Reordered</span><span class="s">}</span> <span class="s">(</span><span class="n">1_113_298</span> <span class="w">plus</span> <span class="w">all</span></li><li>                             <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Nukta</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">NK</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">22</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">OV</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Overlay</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Overlay</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">OV</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">R</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Right</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Right</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">R</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">Virama</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ccc</span>=<span class="w">VR</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">47</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="w">VR</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Canonical_Combining_Class</span>=</li><li>                             <span class="w">Virama</span><span class="s">}</span> <span class="s">(</span><span class="n">47</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cans</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Canadian_Aboriginal</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Canadian_Aboriginal</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">710</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cari</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Carian</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Carian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Carian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">49</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Carian</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Carian</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Cari</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Carian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">49</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Case_Ignorable</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Case_Ignorable</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CI</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Case_Ignorable:</span> <span class="w">N</span>*<span class="s">}</span>  <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CI</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">CI</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_111_872</span> <span class="w">plus</span></li><li>                             <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Case_Ignorable:</span> <span class="w">Y</span>*<span class="s">}</span>  <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CI</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">CI</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cased</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">Cased</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="n">4105</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Cased:</span> <span class="w">N</span>*<span class="s">}</span>           <span class="s">(</span><span class="w">Single</span><span class="co">:</span> \<span class="i">P</span><span class="s">{</span><span class="w">Cased</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_110_007</span> <span class="w">plus</span> <span class="w">all</span></li><li>                             <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Cased:</span> <span class="w">Y</span>*<span class="s">}</span>           <span class="s">(</span><span class="w">Single</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cased</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4105</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cased_Letter</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Cased_Letter</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">LC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">3796</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Category:</span> <span class="i">*}</span>         \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Caucasian_Albanian</span><span class="s">}</span>  \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Caucasian_Albanian</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Aghb</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Caucasian_Albanian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">53</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cc</span><span class="s">}</span>                  \<span class="i">p</span><span class="s">{</span><span class="w">XPosixCntrl</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Control</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">65</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Ccc:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Canonical_Combining_Class:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">CE</span><span class="s">}</span>                  \<span class="i">p</span><span class="s">{</span><span class="w">Composition_Exclusion</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Composition_Exclusion</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">81</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">CE:</span> <span class="i">*}</span>               \<span class="i">p</span><span class="s">{</span><span class="j">Composition_Exclusion:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cf</span><span class="s">}</span>                  \<span class="i">p</span><span class="s">{</span><span class="w">Format</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Format</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">151</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Chakma</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Chakma</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Cakm</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Chakma</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">87</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cham</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Cham</span><span class="s">}</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cham</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">83</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Casefolded</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Casefolded</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">CWCF</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1377</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Casefolded:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWCF</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">CWCF</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1_112_735</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Casefolded:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWCF</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWCF</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1377</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Casemapped</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Casemapped</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">CWCM</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2669</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Casemapped:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWCM</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">CWCM</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1_111_443</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Casemapped:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWCM</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWCM</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">2669</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Lowercased</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Lowercased</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">CWL</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1304</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Lowercased:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWL</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">CWL</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1_112_808</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Lowercased:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWL</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWL</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1304</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_NFKC_Casefolded</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_NFKC_Casefolded</span>=</li><li>                             <span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWKCF</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">10_227</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_NFKC_Casefolded:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWKCF</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span></li><li>                             \<span class="i">P</span><span class="s">{</span><span class="w">CWKCF</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_103_885</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-</li><li>                             <span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_NFKC_Casefolded:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWKCF</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">CWKCF</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">10_227</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Titlecased</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Titlecased</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">CWT</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1369</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Titlecased:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWT</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">CWT</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1_112_743</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Titlecased:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWT</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWT</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1369</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Uppercased</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Uppercased</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">CWU</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1396</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Uppercased:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWU</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">CWU</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1_112_716</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Uppercased:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWU</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">CWU</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1396</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cher</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Cherokee</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Cherokee</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cherokee</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">172</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cherokee</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Cherokee</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Cher</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cherokee</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">172</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cherokee_Sup</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Cherokee_Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cherokee_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cherokee_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cherokee_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InCherokeeSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">CI</span><span class="s">}</span>                  \<span class="i">p</span><span class="s">{</span><span class="w">Case_Ignorable</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Case_Ignorable</span>=</li><li>                             <span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">CI:</span> <span class="i">*}</span>               \<span class="i">p</span><span class="s">{</span><span class="j">Case_Ignorable:</span> <span class="i">*}</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK</span><span class="s">}</span>                 \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">20_992</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compat</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compatibility</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Compatibility</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compat_Forms</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compatibility_Forms</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Compatibility_Forms</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compat_Ideographs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compatibility_Ideographs</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Compatibility_Ideographs</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">512</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compat_Ideographs_Sup</span><span class="s">}</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compatibility_Ideographs_</span>-</li><li>                             <span class="w">Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Compatibility_Ideographs_</span>-</li><li>                             <span class="w">Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">544</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compatibility</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Compatibility</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InCJKCompat</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compatibility_Forms</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Compatibility_Forms</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCJKCompatForms</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compatibility_Ideographs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Compatibility_Ideographs</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InCJKCompatIdeographs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">512</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Compatibility_Ideographs_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Compatibility_Ideographs_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCJKCompatIdeographsSup</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">544</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Ext_A</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_A</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_A</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">6592</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Ext_B</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_B</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_B</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">42_720</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Ext_C</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_C</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_C</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">4160</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Ext_D</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_D</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_D</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">224</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Ext_E</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_E</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_E</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">5776</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Radicals_Sup</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Radicals_Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Radicals_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Radicals_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Radicals_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCJKRadicalsSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Strokes</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Strokes</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Symbols</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Symbols_And_Punctuation</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Symbols_And_Punctuation</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Symbols_And_Punctuation</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Symbols_And_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InCJKSymbols</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">CJK_Unified_Ideographs</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCJK</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">20_992</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_A</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCJKExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">6592</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_B</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_B</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCJKExtB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">42_720</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_C</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_C</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCJKExtC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4160</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_D</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_D</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCJKExtD</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">224</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">CJK_Unified_Ideographs_Extension_E</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">CJK_Unified_Ideographs_Extension_E</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCJKExtE</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">5776</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Close_Punctuation</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Close_Punctuation</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Pe</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">73</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cn</span><span class="s">}</span>                  \<span class="i">p</span><span class="s">{</span><span class="w">Unassigned</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Unassigned</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">846_359</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-</li><li>                             <span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cntrl</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">XPosixCntrl</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Control</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">65</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Co</span><span class="s">}</span>                  \<span class="i">p</span><span class="s">{</span><span class="w">Private_Use</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Private_Use</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Private_Use_Area</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">137_468</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Diacritical_Marks</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InDiacriticals</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Diacritical_Marks_Extended</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_Extended</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InDiacriticalsExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Diacritical_Marks_For_Symbols</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_For_Symbols</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InDiacriticalsForSymbols</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Diacritical_Marks_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InDiacriticalsSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Half_Marks</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Combining_Half_Marks</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InHalfMarks</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Mark</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Mark</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Mark</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">2097</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Marks_For_Symbols</span><span class="s">}</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Diacritical_Marks_For_</span>-</li><li>                             <span class="w">Symbols</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_For_</span>-</li><li>                             <span class="w">Symbols</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Common</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Common</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Zyyy</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">6864</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Common_Indic_Number_Forms</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Common_Indic_Number_Forms</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InIndicNumberForms</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Comp_Ex</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Full_Composition_Exclusion</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Full_Composition_Exclusion</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1120</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Comp_Ex:</span> <span class="i">*}</span>          \<span class="i">p</span><span class="s">{</span><span class="j">Full_Composition_Exclusion:</span> <span class="i">*}</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Compat_Jamo</span><span class="s">}</span>         \<span class="i">p</span><span class="s">{</span><span class="w">Hangul_Compatibility_Jamo</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Hangul_Compatibility_Jamo</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Composition_Exclusion</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Composition_Exclusion</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">CE</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">81</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Composition_Exclusion:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CE</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">CE</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_114_031</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Composition_Exclusion:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CE</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">CE</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">81</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Connector_Punctuation</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Connector_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Pc</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">10</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Control</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">XPosixCntrl</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Control</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">65</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Control_Pictures</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Control_Pictures</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Copt</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Coptic</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Coptic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Coptic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">165</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Coptic</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Coptic</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Copt</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Coptic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">165</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Coptic_Epact_Numbers</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Coptic_Epact_Numbers</span><span class="s">}</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Counting_Rod</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Counting_Rod_Numerals</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Counting_Rod_Numerals</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Counting_Rod_Numerals</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Counting_Rod_Numerals</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InCountingRod</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cprt</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Cypriot</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Cypriot</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cs</span><span class="s">}</span>                  \<span class="i">p</span><span class="s">{</span><span class="w">Surrogate</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Surrogate</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2048</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cuneiform</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Cuneiform</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Xsux</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cuneiform</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1234</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cuneiform_Numbers</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Cuneiform_Numbers_And_Punctuation</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cuneiform_Numbers_And_Punctuation</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cuneiform_Numbers_And_Punctuation</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cuneiform_Numbers_And_Punctuation</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InCuneiformNumbers</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Currency_Symbol</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Currency_Symbol</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Sc</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">53</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Currency_Symbols</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Currency_Symbols</span><span class="s">}</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">CWCF</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Casefolded</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Casefolded</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1377</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">CWCF:</span> <span class="i">*}</span>             \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Casefolded:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">CWCM</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Casemapped</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Casemapped</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2669</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">CWCM:</span> <span class="i">*}</span>             \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Casemapped:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">CWKCF</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_NFKC_Casefolded</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_NFKC_Casefolded</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">10_227</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">CWKCF:</span> <span class="i">*}</span>            \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_NFKC_Casefolded:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">CWL</span><span class="s">}</span>                 \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Lowercased</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Lowercased</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1304</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">CWL:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Lowercased:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">CWT</span><span class="s">}</span>                 \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Titlecased</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Titlecased</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1369</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">CWT:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Titlecased:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">CWU</span><span class="s">}</span>                 \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Uppercased</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Changes_When_Uppercased</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1396</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">CWU:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Changes_When_Uppercased:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cypriot</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Cypriot</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Cprt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cypriot_Syllabary</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cypriot_Syllabary</span><span class="s">}</span> <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Cyrillic</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Cyrl</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">446</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Ext_A</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Extended_A</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cyrillic_Extended_A</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Ext_B</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Extended_B</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cyrillic_Extended_B</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Ext_C</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Extended_C</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cyrillic_Extended_C</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Extended_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InCyrillicExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Extended_B</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic_Extended_B</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InCyrillicExtB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Extended_C</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic_Extended_C</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InCyrillicExtC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">16</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Sup</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cyrillic_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InCyrillicSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Supplementary</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic_Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Cyrillic_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Cyrl</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Cyrillic</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Cyrillic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Cyrillic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">446</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Dash</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Dash</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="n">28</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Dash:</span> <span class="w">N</span>*<span class="s">}</span>            <span class="s">(</span><span class="w">Single</span><span class="co">:</span> \<span class="i">P</span><span class="s">{</span><span class="w">Dash</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_114_084</span> <span class="w">plus</span> <span class="w">all</span></li><li>                             <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Dash:</span> <span class="w">Y</span>*<span class="s">}</span>            <span class="s">(</span><span class="w">Single</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dash</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">28</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Dash_Punctuation</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Dash_Punctuation</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Pd</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">24</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Decimal_Number</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">XPosixDigit</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Decimal_Number</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">580</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Can</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Canonical</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">13_232</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Canonical</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Can</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">13_232</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Circle</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Enc</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Com</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Compat</span><span class="s">}</span> <span class="s">(</span><span class="n">720</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Compat</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Com</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">720</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Enc</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Circle</span><span class="s">}</span> <span class="s">(</span><span class="n">240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Fin</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Final</span><span class="s">}</span> <span class="s">(</span><span class="n">240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Final</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Fin</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">240</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Font</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Font</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1184</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Fra</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Fraction</span><span class="s">}</span> <span class="s">(</span><span class="n">20</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Fraction</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Fra</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">20</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Init</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Initial</span><span class="s">}</span> <span class="s">(</span><span class="n">171</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Initial</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Init</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">171</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Iso</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Isolated</span><span class="s">}</span> <span class="s">(</span><span class="n">238</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Isolated</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Iso</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">238</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Med</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Medial</span><span class="s">}</span> <span class="s">(</span><span class="n">82</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Medial</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Med</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">82</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Nar</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Narrow</span><span class="s">}</span> <span class="s">(</span><span class="n">122</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Narrow</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Nar</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">122</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Nb</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Nobreak</span><span class="s">}</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Nobreak</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Nb</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Non_Canon</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=</li><li>                             <span class="w">Non_Canonical</span><span class="s">}</span> <span class="s">(</span><span class="w">Perl</span> <span class="w">extension</span><span class="s">)</span> <span class="s">(</span><span class="n">3662</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Non_Canonical</span><span class="s">}</span> <span class="w">Union</span> <span class="w">of</span> <span class="w">all</span> <span class="w">non</span>-<span class="w">canonical</span></li><li>                             <span class="w">decompositions</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">NonCanon</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="w">Perl</span> <span class="w">extension</span><span class="s">)</span> <span class="s">(</span><span class="n">3662</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">None</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">None</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_097_218</span> <span class="w">plus</span></li><li>                             <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Small</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Sml</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">26</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Sml</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Small</span><span class="s">}</span> <span class="s">(</span><span class="n">26</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Sqr</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Square</span><span class="s">}</span> <span class="s">(</span><span class="n">285</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Square</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Sqr</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">285</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Sub</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Sub</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">38</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Super</span><span class="s">}</span> <span class="s">(</span><span class="n">152</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Super</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Sup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">152</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Vert</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Decomposition_Type</span>=<span class="w">Vertical</span><span class="s">}</span> <span class="s">(</span><span class="n">35</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Vertical</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Vert</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">35</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="w">Wide</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dt</span>=<span class="w">Wide</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">104</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Default_Ignorable_Code_Point</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Default_Ignorable_Code_Point</span>=</li><li>                             <span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">DI</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4173</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Default_Ignorable_Code_Point:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">DI</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">DI</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1_109_939</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Default_Ignorable_Code_Point:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">DI</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">DI</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">4173</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Dep</span><span class="s">}</span>                 \<span class="i">p</span><span class="s">{</span><span class="w">Deprecated</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Deprecated</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">15</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Dep:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Deprecated:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Deprecated</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">Deprecated</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dep</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">15</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Deprecated:</span> <span class="w">N</span>*<span class="s">}</span>      <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dep</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">Dep</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_114_097</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Deprecated:</span> <span class="w">Y</span>*<span class="s">}</span>      <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dep</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dep</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">15</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Deseret</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Deseret</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Dsrt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Deva</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Devanagari</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Devanagari</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Devanagari</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">210</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Devanagari</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Devanagari</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Deva</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Devanagari</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">210</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Devanagari_Ext</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Devanagari_Extended</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Devanagari_Extended</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Devanagari_Extended</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Devanagari_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InDevanagariExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">DI</span><span class="s">}</span>                  \<span class="i">p</span><span class="s">{</span><span class="w">Default_Ignorable_Code_Point</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Default_Ignorable_Code_Point</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">4173</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">DI:</span> <span class="i">*}</span>               \<span class="i">p</span><span class="s">{</span><span class="j">Default_Ignorable_Code_Point:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Dia</span><span class="s">}</span>                 \<span class="i">p</span><span class="s">{</span><span class="w">Diacritic</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Diacritic</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">782</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Dia:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Diacritic:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Diacritic</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">Diacritic</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dia</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">782</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Diacritic:</span> <span class="w">N</span>*<span class="s">}</span>       <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dia</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">Dia</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_113_330</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Diacritic:</span> <span class="w">Y</span>*<span class="s">}</span>       <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dia</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dia</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">782</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Diacriticals</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Diacritical_Marks</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Combining_Diacritical_Marks</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Diacriticals_Ext</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Diacritical_Marks_Extended</span><span class="s">}</span></li><li>                             <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_Extended</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Diacriticals_For_Symbols</span><span class="s">}</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Diacritical_Marks_For_</span>-</li><li>                             <span class="w">Symbols</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_For_</span>-</li><li>                             <span class="w">Symbols</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Diacriticals_Sup</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Combining_Diacritical_Marks_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Combining_Diacritical_Marks_Supplement</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">64</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Digit</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">XPosixDigit</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Decimal_Number</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">580</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Dingbats</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Dingbats</span><span class="s">}</span> <span class="s">(</span><span class="n">192</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Domino</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Domino_Tiles</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Domino_Tiles</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Domino_Tiles</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Domino_Tiles</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InDomino</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Dsrt</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Deseret</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Deseret</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Dt:</span> <span class="i">*}</span>               \<span class="i">p</span><span class="s">{</span><span class="j">Decomposition_Type:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Dupl</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Duployan</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Duployan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Duployan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">147</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Duployan</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Duployan</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Dupl</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Duployan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">147</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Ea:</span> <span class="i">*}</span>               \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="i">*}</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Early_Dynastic_Cuneiform</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Early_Dynastic_Cuneiform</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">208</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">East_Asian_Width</span>=<span class="w">Ambiguous</span><span class="s">}</span> <span class="s">(</span><span class="n">138_739</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">Ambiguous</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ea</span>=<span class="w">A</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">138_739</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">F</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">East_Asian_Width</span>=<span class="w">Fullwidth</span><span class="s">}</span> <span class="s">(</span><span class="n">104</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">Fullwidth</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ea</span>=<span class="w">F</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">104</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">H</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">East_Asian_Width</span>=<span class="w">Halfwidth</span><span class="s">}</span> <span class="s">(</span><span class="n">123</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">Halfwidth</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ea</span>=<span class="w">H</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">123</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">N</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">East_Asian_Width</span>=<span class="w">Neutral</span><span class="s">}</span> <span class="s">(</span><span class="n">794_146</span> <span class="w">plus</span></li><li>                             <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">Na</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">East_Asian_Width</span>=<span class="w">Narrow</span><span class="s">}</span> <span class="s">(</span><span class="n">111</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">Narrow</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ea</span>=<span class="w">Na</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">111</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">Neutral</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ea</span>=<span class="w">N</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">794_146</span> <span class="w">plus</span> <span class="w">all</span></li><li>                             <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">W</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">East_Asian_Width</span>=<span class="w">Wide</span><span class="s">}</span> <span class="s">(</span><span class="n">180_889</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">East_Asian_Width:</span> <span class="w">Wide</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ea</span>=<span class="w">W</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">180_889</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Egyp</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Egyptian_Hieroglyphs</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Egyptian_Hieroglyphs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Egyptian_Hieroglyphs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1071</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Egyptian_Hieroglyphs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Egyptian_Hieroglyphs</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Egyp</span><span class="s">}</span><span class="sc">;</span></li><li>                             <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Egyptian_Hieroglyphs</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1071</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Elba</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Elbasan</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Elbasan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Elbasan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">40</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Elbasan</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Elbasan</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Elba</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Elbasan</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">40</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Emoticons</span><span class="s">}</span>           \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Emoticons</span><span class="s">}</span> <span class="s">(</span><span class="n">80</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_Alphanum</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_Alphanumerics</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Enclosed_Alphanumerics</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">160</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_Alphanum_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_Alphanumeric_Supplement</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Enclosed_Alphanumeric_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_Alphanumeric_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Enclosed_Alphanumeric_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InEnclosedAlphanumSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_Alphanumerics</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Enclosed_Alphanumerics</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InEnclosedAlphanum</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">160</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_CJK</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_CJK_Letters_And_Months</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Enclosed_CJK_Letters_And_Months</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_CJK_Letters_And_Months</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Enclosed_CJK_Letters_And_Months</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InEnclosedCJK</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_Ideographic_Sup</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_Ideographic_Supplement</span><span class="s">}</span></li><li>                             <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Enclosed_Ideographic_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Enclosed_Ideographic_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Enclosed_Ideographic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InEnclosedIdeographicSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">256</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Enclosing_Mark</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Enclosing_Mark</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Me</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">13</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Ethi</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Ethiopic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ethiopic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">495</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Ethiopic</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Ethi</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ethiopic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">495</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic_Ext</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic_Extended</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Ethiopic_Extended</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic_Ext_A</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic_Extended_A</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Ethiopic_Extended_A</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic_Extended</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ethiopic_Extended</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InEthiopicExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic_Extended_A</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ethiopic_Extended_A</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InEthiopicExtA</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic_Sup</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic_Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Ethiopic_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ethiopic_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Ethiopic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InEthiopicSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">32</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Ext</span><span class="s">}</span>                 \<span class="i">p</span><span class="s">{</span><span class="w">Extender</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Extender</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">42</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Ext:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Extender:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Extender</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Extender</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ext</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">42</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Extender:</span> <span class="w">N</span>*<span class="s">}</span>        <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ext</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">Ext</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_114_070</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Extender:</span> <span class="w">Y</span>*<span class="s">}</span>        <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ext</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ext</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">42</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Final_Punctuation</span><span class="s">}</span>   \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Final_Punctuation</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Pf</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">10</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Format</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Format</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Cf</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">151</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Full_Composition_Exclusion</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Full_Composition_Exclusion</span>=<span class="w">Y</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CompEx</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1120</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Full_Composition_Exclusion:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CompEx</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span></li><li>                             \<span class="i">P</span><span class="s">{</span><span class="w">CompEx</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_112_992</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-</li><li>                             <span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Full_Composition_Exclusion:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">CompEx</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">CompEx</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1120</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Gc:</span> <span class="i">*}</span>               \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">GCB:</span> <span class="i">*}</span>              \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">C</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Other</span><span class="s">}</span> <span class="s">(</span><span class="n">986_091</span> <span class="w">plus</span></li><li>                             <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Cased_Letter</span><span class="s">}</span> <span class="s">[</span>\<span class="i">p</span><span class="s">{</span><span class="w">Ll</span><span class="s">}</span>\<span class="i">p</span><span class="s">{</span><span class="w">Lu</span><span class="s">}</span>\<span class="i">p</span><span class="s">{</span><span class="w">Lt</span><span class="s">}</span><span class="s">]</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">LC</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">LC</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">3796</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Cc</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Control</span><span class="s">}</span> <span class="s">(</span><span class="n">65</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Cf</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Format</span><span class="s">}</span> <span class="s">(</span><span class="n">151</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Close_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Pe</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Pe</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">73</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Cn</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Unassigned</span><span class="s">}</span> <span class="s">(</span><span class="n">846_359</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Cntrl</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Control</span><span class="s">}</span> <span class="s">(</span><span class="n">65</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Co</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Private_Use</span><span class="s">}</span> <span class="s">(</span><span class="n">137_468</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Combining_Mark</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Mark</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">2097</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Connector_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Pc</span><span class="s">}</span><span class="cm">,</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Pc</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">10</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Control</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Cc</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cc</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">65</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Cs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Surrogate</span><span class="s">}</span> <span class="s">(</span><span class="n">2048</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Currency_Symbol</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Sc</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Sc</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">53</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Dash_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Pd</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Pd</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">24</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Decimal_Number</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Nd</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Nd</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">580</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Digit</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Decimal_Number</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">580</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Enclosing_Mark</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Me</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Me</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">13</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Final_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Pf</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Pf</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">10</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Format</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Cf</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cf</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">151</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Initial_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Pi</span><span class="s">}</span><span class="cm">,</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Pi</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">12</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">L</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Letter</span><span class="s">}</span> <span class="s">(</span><span class="n">116_766</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">L</span>&amp;<span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Cased_Letter</span><span class="s">}</span> <span class="s">(</span><span class="n">3796</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">L_</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Cased_Letter</span><span class="s">}</span> <span class="w">Note</span></li><li>                             <span class="w">the</span> <span class="w">trailing</span> <span class="q">&#39;_&#39;</span> <span class="w">matters</span> <span class="w">in</span> <span class="w">spite</span> <span class="w">of</span></li><li>                             <span class="w">loose</span> <span class="w">matching</span> <span class="w">rules</span>. <span class="s">(</span><span class="n">3796</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">LC</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Cased_Letter</span><span class="s">}</span> <span class="s">(</span><span class="n">3796</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Letter</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">L</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">L</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">116_766</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Letter_Number</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Nl</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Nl</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">236</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Line_Separator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Zl</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Zl</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Ll</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Lowercase_Letter</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="q">/i= General_Category=Cased_Letter)</span></li><li>                             <span class="q">                             (2063)</span></li><li>   <span class="q">   \p{General_Category: Lm} \p{General_Category=Modifier_Letter} (249)</span></li><li>   <span class="q">   \p{General_Category: Lo} \p{General_Category=Other_Letter}</span></li><li>                             <span class="q">                             (112_721)</span></li><li>   <span class="q">   \p{General_Category: Lowercase_Letter} (Short: \p{Gc=Ll}, \p{Ll};</span></li><li>                             <span class="q">                             /i</span>= <span class="w">General_Category</span>=<span class="w">Cased_Letter</span><span class="s">)</span> <span class="s">(</span><span class="n">2063</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Lt</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Titlecase_Letter</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="q">/i= General_Category=Cased_Letter) (31)</span></li><li>   <span class="q">   \p{General_Category: Lu} \p{General_Category=Uppercase_Letter}</span></li><li>                             <span class="q">                             (/i</span>= <span class="w">General_Category</span>=<span class="w">Cased_Letter</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1702</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">M</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Mark</span><span class="s">}</span> <span class="s">(</span><span class="n">2097</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Mark</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">M</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">M</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2097</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Math_Symbol</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Sm</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Sm</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">948</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Mc</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Spacing_Mark</span><span class="s">}</span> <span class="s">(</span><span class="n">394</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Me</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Enclosing_Mark</span><span class="s">}</span> <span class="s">(</span><span class="n">13</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Mn</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Nonspacing_Mark</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">1690</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Modifier_Letter</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Lm</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Lm</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">249</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Modifier_Symbol</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Sk</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Sk</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">121</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">N</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Number</span><span class="s">}</span> <span class="s">(</span><span class="n">1492</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Nd</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Decimal_Number</span><span class="s">}</span> <span class="s">(</span><span class="n">580</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Nl</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Letter_Number</span><span class="s">}</span> <span class="s">(</span><span class="n">236</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">No</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Other_Number</span><span class="s">}</span> <span class="s">(</span><span class="n">676</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Nonspacing_Mark</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Mn</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Mn</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1690</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Number</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">N</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1492</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Open_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Ps</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Ps</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">75</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Other</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">C</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">C</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">986_091</span> <span class="w">plus</span></li><li>                             <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Other_Letter</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Lo</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Lo</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">112_721</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Other_Number</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">No</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">No</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">676</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Other_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Po</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Po</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">544</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Other_Symbol</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">So</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">So</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">5777</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">P</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="n">748</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Paragraph_Separator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Zp</span><span class="s">}</span><span class="cm">,</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Zp</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Pc</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=</li><li>                             <span class="w">Connector_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="n">10</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Pd</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Dash_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="n">24</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Pe</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Close_Punctuation</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">73</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Pf</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Final_Punctuation</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">10</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Pi</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Initial_Punctuation</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">12</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Po</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Other_Punctuation</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">544</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Private_Use</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Co</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Co</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">137_468</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Ps</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Open_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="n">75</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Punct</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="n">748</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">P</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">P</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">748</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">S</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Symbol</span><span class="s">}</span> <span class="s">(</span><span class="n">6899</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Sc</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Currency_Symbol</span><span class="s">}</span> <span class="s">(</span><span class="n">53</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Separator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Z</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Z</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">19</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Sk</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Modifier_Symbol</span><span class="s">}</span> <span class="s">(</span><span class="n">121</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Sm</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Math_Symbol</span><span class="s">}</span> <span class="s">(</span><span class="n">948</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">So</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Other_Symbol</span><span class="s">}</span> <span class="s">(</span><span class="n">5777</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Space_Separator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Zs</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Zs</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">17</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Spacing_Mark</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Mc</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Mc</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">394</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Surrogate</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Cs</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Cs</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">2048</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Symbol</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">S</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">S</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">6899</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Titlecase_Letter</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">Gc</span>=<span class="w">Lt</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">Lt</span><span class="s">}</span><span class="sc">;</span></li><li>                             <span class="q">/i= General_Category=Cased_Letter) (31)</span></li><li>   <span class="q">   \p{General_Category: Unassigned} (Short: \p{Gc=Cn}, \p{Cn})</span></li><li>                             <span class="q">                             (846_359 plus all above-Unicode code</span></li><li>                             <span class="q">                             points)</span></li><li>   <span class="q">   \p{General_Category: Uppercase_Letter} (Short: \p{Gc=Lu}, \p{Lu};</span></li><li>                             <span class="q">                             /i</span>= <span class="w">General_Category</span>=<span class="w">Cased_Letter</span><span class="s">)</span> <span class="s">(</span><span class="n">1702</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Z</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Separator</span><span class="s">}</span> <span class="s">(</span><span class="n">19</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Zl</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Line_Separator</span><span class="s">}</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Zp</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Paragraph_Separator</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">General_Category:</span> <span class="w">Zs</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Category</span>=<span class="w">Space_Separator</span><span class="s">}</span> <span class="s">(</span><span class="n">17</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">General_Punctuation</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">General_Punctuation</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InPunctuation</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">112</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Geometric_Shapes</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Geometric_Shapes</span><span class="s">}</span> <span class="s">(</span><span class="n">96</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Geometric_Shapes_Ext</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Geometric_Shapes_Extended</span><span class="s">}</span> <span class="s">(</span>=</li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Geometric_Shapes_Extended</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Geometric_Shapes_Extended</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Geometric_Shapes_Extended</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">InGeometricShapesExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">128</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Geor</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Georgian</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Georgian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Georgian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">129</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Georgian</span><span class="s">}</span>            \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Georgian</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Geor</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Georgian</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">129</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Georgian_Sup</span><span class="s">}</span>        \<span class="i">p</span><span class="s">{</span><span class="w">Georgian_Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Georgian_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Georgian_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Georgian_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InGeorgianSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Glag</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Glagolitic</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Glagolitic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Glagolitic</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">136</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Glagolitic</span><span class="s">}</span>          \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Glagolitic</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Glag</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Glagolitic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">136</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Glagolitic_Sup</span><span class="s">}</span>      \<span class="i">p</span><span class="s">{</span><span class="w">Glagolitic_Supplement</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=</li><li>                             <span class="w">Glagolitic_Supplement</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Glagolitic_Supplement</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Glagolitic_Supplement</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InGlagoliticSup</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">48</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Goth</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Gothic</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Gothic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Gothic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">27</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Gothic</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Gothic</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Goth</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Gothic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">27</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Gr_Base</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Base</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Base</span>=<span class="w">Y</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">126_288</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Gr_Base:</span> <span class="i">*}</span>          \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Base:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Gr_Ext</span><span class="s">}</span>              \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Extend</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Extend</span>=</li><li>                             <span class="w">Y</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1828</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Gr_Ext:</span> <span class="i">*}</span>           \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Extend:</span> <span class="i">*}</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Gran</span><span class="s">}</span>                \<span class="i">p</span><span class="s">{</span><span class="w">Grantha</span><span class="s">}</span> <span class="s">(</span>= \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=</li><li>                             <span class="w">Grantha</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Grantha</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">113</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Grantha</span><span class="s">}</span>             \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Grantha</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Gran</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Grantha</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">113</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Graph</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">XPosixGraph</span><span class="s">}</span> <span class="s">(</span><span class="n">265_621</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Base</span><span class="s">}</span>       \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Base</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GrBase</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">126_288</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Base:</span> <span class="w">N</span>*<span class="s">}</span>   <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GrBase</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">GrBase</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">987_824</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Base:</span> <span class="w">Y</span>*<span class="s">}</span>   <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GrBase</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">GrBase</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">126_288</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">CN</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=<span class="w">Control</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">5925</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">Control</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">CN</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">5925</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">CR</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">CR</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">E_Base</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">EB</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">79</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">E_Base_GAZ</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">EBG</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">E_Modifier</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">EM</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">EB</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=<span class="w">E_Base</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">79</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">EBG</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=</li><li>                             <span class="w">E_Base_GAZ</span><span class="s">}</span> <span class="s">(</span><span class="n">4</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">EM</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=</li><li>                             <span class="w">E_Modifier</span><span class="s">}</span> <span class="s">(</span><span class="n">5</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">EX</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=<span class="w">Extend</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">1828</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">Extend</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">EX</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1828</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">GAZ</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=</li><li>                             <span class="w">Glue_After_Zwj</span><span class="s">}</span> <span class="s">(</span><span class="n">3</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">Glue_After_Zwj</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">GAZ</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">3</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">L</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">L</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">125</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">LF</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">LF</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">LV</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">LV</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">399</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">LVT</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">LVT</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">10_773</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">Other</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">XX</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_094_356</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">PP</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=<span class="w">Prepend</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">13</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">Prepend</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">PP</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">13</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">Regional_Indicator</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">RI</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">26</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">RI</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=</li><li>                             <span class="w">Regional_Indicator</span><span class="s">}</span> <span class="s">(</span><span class="n">26</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">SM</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=</li><li>                             <span class="w">SpacingMark</span><span class="s">}</span> <span class="s">(</span><span class="n">341</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">SpacingMark</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">SM</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">341</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">T</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">T</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">137</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">V</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">V</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">95</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">XX</span><span class="s">}</span> \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Cluster_Break</span>=<span class="w">Other</span><span class="s">}</span></li><li>                             <span class="s">(</span><span class="n">1_094_356</span> <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span></li><li>                             <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Cluster_Break:</span> <span class="w">ZWJ</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GCB</span>=<span class="w">ZWJ</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Extend</span><span class="s">}</span>     \<span class="i">p</span><span class="s">{</span><span class="w">Grapheme_Extend</span>=<span class="w">Y</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GrExt</span><span class="s">}</span><span class="s">)</span></li><li>                             <span class="s">(</span><span class="n">1828</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Extend:</span> <span class="w">N</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GrExt</span>=<span class="w">N</span><span class="s">}</span><span class="cm">,</span> \<span class="i">P</span><span class="s">{</span><span class="w">GrExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1_112_284</span></li><li>                             <span class="w">plus</span> <span class="w">all</span> <span class="w">above</span>-<span class="w">Unicode</span> <span class="w">code</span> <span class="w">points</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="j">Grapheme_Extend:</span> <span class="w">Y</span>*<span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span> \<span class="i">p</span><span class="s">{</span><span class="w">GrExt</span>=<span class="w">Y</span><span class="s">}</span><span class="cm">,</span> \<span class="i">p</span><span class="s">{</span><span class="w">GrExt</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">1828</span><span class="s">)</span></li><li>   \<span class="i">p</span><span class="s">{</span><span class="w">Greek</span><span class="s">}</span>               \<span class="i">p</span><span class="s">{</span><span class="w">Script_Extensions</span>=<span class="w">Greek</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">Grek</span><span class="s">}</span><span class="sc">;</span> <span class="w">NOT</span> \<span class="i">p</span><span class="s">{</span><span class="w">Greek_And_Coptic</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">522</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i">p</span><span class="s">{</span><span class="w">Greek_And_Coptic</span><span class="s">}</span>    \<span class="i">p</span><span class="s">{</span><span class="w">Block</span>=<span class="w">Greek_And_Coptic</span><span class="s">}</span> <span class="s">(</span><span class="w">Short</span><span class="co">:</span></li><li>                             \<span class="i">p</span><span class="s">{</span><span class="w">InGreek</span><span class="s">}</span><span class="s">)</span> <span class="s">(</span><span class="n">144</span><span class="s">)</span></li><li> <span class="w">X</span> \<span class="i&#